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"end_logit": 6.31640625, "text": "sangre: es usada com\u00fanmente en medicina forense", "probability": 0.0028076171875 }, { "start_logit": 0.0823974609375, "end_logit": 6.31640625, "text": "cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.00244903564453125 }, { "start_logit": 0.07916259765625, "end_logit": 6.31640625, "text": "incluso con cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.0024394989013671875 }, { "start_logit": 0.07421875, "end_logit": 6.31640625, "text": ": es usada com\u00fanmente en medicina forense", "probability": 0.002429962158203125 }, { "start_logit": 3.759765625, "end_logit": 2.595703125, "text": "com\u00fanmente en medicina forense, pero ahora", "probability": 0.002346038818359375 }, { "start_logit": 4.0703125, "end_logit": 2.1171875, "text": "en medicina forense,", "probability": 0.001983642578125 }, { "start_logit": 4.0703125, "end_logit": 2.107421875, "text": "en medicina", "probability": 0.0019664764404296875 } ], "cfd04e877945e051cbf85302d65b90ff88383f00": [ { "start_logit": 6.359375, "end_logit": 5.98828125, "text": "modular en frecuencia la portadora", "probability": 0.36279296875 }, { "start_logit": 6.359375, "end_logit": 5.55078125, "text": "modular en frecuencia la portadora del audio", "probability": 0.2342529296875 }, { "start_logit": 6.359375, "end_logit": 4.22265625, "text": "modular en frecuencia la portadora del", "probability": 0.062042236328125 }, { "start_logit": 4.56640625, "end_logit": 5.98828125, "text": "la de modular en frecuencia la portadora", "probability": 0.060638427734375 }, { "start_logit": 4.56640625, "end_logit": 5.55078125, "text": "la de modular en frecuencia la portadora del audio", "probability": 0.039154052734375 }, { "start_logit": 6.359375, "end_logit": 3.6328125, "text": "modular en frecuencia la portadora del audio, lo", "probability": 0.0345458984375 }, { "start_logit": 3.927734375, "end_logit": 5.98828125, "text": "de modular en frecuencia la portadora", "probability": 0.031951904296875 }, { "start_logit": 6.359375, "end_logit": 3.439453125, "text": "modular en frecuencia", "probability": 0.028411865234375 }, { "start_logit": 6.359375, "end_logit": 3.236328125, "text": "modular en frecuencia la portadora del audio,", "probability": 0.023193359375 }, { "start_logit": 6.359375, "end_logit": 3.21484375, "text": "modular en frecuencia la por", "probability": 0.0228271484375 }, { "start_logit": 3.927734375, "end_logit": 5.55078125, "text": "de modular en frecuencia la portadora del audio", "probability": 0.0206298828125 }, { "start_logit": 6.359375, "end_logit": 3.04296875, "text": "modular en frecuencia la portadora del audio, lo que", "probability": 0.0192413330078125 }, { "start_logit": 2.931640625, "end_logit": 5.98828125, "text": "frecuencia la portadora", "probability": 0.01184844970703125 }, { "start_logit": 4.56640625, "end_logit": 4.22265625, "text": "la de modular en frecuencia la portadora del", "probability": 0.0103759765625 }, { "start_logit": 2.931640625, "end_logit": 5.55078125, "text": "frecuencia la portadora del audio", "probability": 0.00765228271484375 }, { "start_logit": 6.359375, "end_logit": 2.025390625, "text": "modular en frecuencia la", "probability": 0.006908416748046875 }, { "start_logit": 6.359375, "end_logit": 1.9638671875, "text": "modular", "probability": 0.006496429443359375 }, { "start_logit": 4.56640625, "end_logit": 3.6328125, "text": "la de modular en frecuencia la portadora del audio, lo", "probability": 0.00577545166015625 }, { "start_logit": 2.177734375, "end_logit": 5.98828125, "text": "mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia la portadora", "probability": 0.00555419921875 }, { "start_logit": 2.166015625, "end_logit": 5.98828125, "text": "en frecuencia la portadora", "probability": 0.0055084228515625 } ], "3ff87caab3a10f2ab296c432985a769bdece26b6": [ { "start_logit": 3.078125, "end_logit": 4.36328125, "text": "sincronizaci\u00f3n y el retorno vertical", "probability": 0.23291015625 }, { "start_logit": 2.669921875, "end_logit": 4.36328125, "text": "la sincronizaci\u00f3n y el retorno vertical", "probability": 0.154541015625 }, { "start_logit": 2.486328125, "end_logit": 4.36328125, "text": "para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.129150390625 }, { "start_logit": 3.078125, "end_logit": 3.400390625, "text": "sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.0887451171875 }, { "start_logit": 2.72265625, "end_logit": 3.400390625, "text": "dejar en blanco", "probability": 0.06243896484375 }, { "start_logit": 2.669921875, "end_logit": 3.400390625, "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.05914306640625 }, { "start_logit": 2.486328125, "end_logit": 3.400390625, "text": "para la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.049224853515625 }, { "start_logit": 3.078125, "end_logit": 2.271484375, "text": "sincronizaci\u00f3n y el retorno vertical. Este", "probability": 0.0288238525390625 }, { "start_logit": 1.923828125, "end_logit": 3.400390625, "text": "para dejar en blanco", "probability": 0.0280303955078125 }, { "start_logit": 0.67626953125, "end_logit": 4.36328125, "text": "utiliza para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.021087646484375 }, { "start_logit": 3.078125, "end_logit": 1.8779296875, "text": "sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", "probability": 0.0194244384765625 }, { "start_logit": 2.669921875, "end_logit": 2.271484375, "text": "la sincronizaci\u00f3n y el retorno vertical. Este", "probability": 0.0191192626953125 }, { "start_logit": 3.078125, "end_logit": 1.771484375, "text": "sincronizaci\u00f3n y el retorno vertical.", "probability": 0.0174713134765625 }, { "start_logit": 2.486328125, "end_logit": 2.271484375, "text": "para la sincronizaci\u00f3n y el retorno vertical. Este", "probability": 0.0159149169921875 }, { "start_logit": 3.078125, "end_logit": 1.556640625, "text": "sincronizaci\u00f3n", "probability": 0.01404571533203125 }, { "start_logit": 2.72265625, "end_logit": 1.8779296875, "text": "dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", "probability": 0.01361083984375 }, { "start_logit": 2.669921875, "end_logit": 1.8779296875, "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", "probability": 0.01288604736328125 }, { "start_logit": 2.669921875, "end_logit": 1.771484375, "text": "la sincronizaci\u00f3n y el retorno vertical.", "probability": 0.0115966796875 }, { "start_logit": 2.486328125, "end_logit": 1.8779296875, "text": "para la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", "probability": 0.0107269287109375 }, { "start_logit": -0.002071380615234375, "end_logit": 4.36328125, "text": "retorno vertical", "probability": 0.01068115234375 } ], "04203425260fcd4cfddf76f0d7370073f8490912": [ { "start_logit": 1.9755859375, "end_logit": 3.72265625, "text": "525 l\u00edneas", "probability": 0.204345703125 }, { "start_logit": 1.9755859375, "end_logit": 3.232421875, "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": 0.1248779296875 }, { "start_logit": 1.197265625, "end_logit": 3.72265625, "text": "l\u00edneas", "probability": 0.09393310546875 }, { "start_logit": 1.62109375, "end_logit": 3.232421875, "text": "525 l\u00edneas", "probability": 0.0875244140625 }, { "start_logit": 1.197265625, "end_logit": 3.232421875, "text": "l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.057403564453125 }, { "start_logit": 0.447509765625, "end_logit": 3.72265625, "text": "de 525 l\u00edneas", "probability": 0.04437255859375 }, { "start_logit": 0.87548828125, "end_logit": 3.232421875, "text": "Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.04168701171875 }, { "start_logit": 0.35986328125, "end_logit": 3.72265625, "text": "cifra de 525 l\u00edneas", "probability": 0.040557861328125 }, { "start_logit": 0.8291015625, "end_logit": 3.232421875, "text": "l\u00edneas", "probability": 0.039764404296875 }, { "start_logit": 1.9755859375, "end_logit": 1.9013671875, "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": 0.03302001953125 }, { "start_logit": 0.14697265625, "end_logit": 3.72265625, "text": "La cifra de 525 l\u00edneas", "probability": 0.03277587890625 }, { "start_logit": 1.9755859375, "end_logit": 1.794921875, "text": "525", "probability": 0.0296478271484375 }, { "start_logit": 0.447509765625, "end_logit": 3.232421875, "text": "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": 0.0271148681640625 }, { "start_logit": 0.35986328125, "end_logit": 3.232421875, "text": "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": 0.0248260498046875 }, { "start_logit": 1.62109375, "end_logit": 1.9013671875, "text": "525", "probability": 0.023193359375 }, { "start_logit": 0.1695556640625, "end_logit": 3.232421875, "text": "de 525 l\u00edneas", "probability": 0.0205535888671875 }, { "start_logit": 0.14697265625, "end_logit": 3.232421875, "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": 0.02008056640625 }, { "start_logit": 1.9755859375, "end_logit": 1.3330078125, "text": "525 l\u00edneas fue", "probability": 0.018707275390625 }, { "start_logit": 0.0645751953125, "end_logit": 3.232421875, "text": "video de 525 l\u00edneas", "probability": 0.01849365234375 }, { "start_logit": 1.9755859375, "end_logit": 1.2431640625, "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": 0.01708984375 } ], "adc328c0301ed7c78c5ae83964d4cb109a3ad7a8": [ { "start_logit": 5.0859375, "end_logit": 5.0078125, "text": "59,94", "probability": 0.475341796875 }, { "start_logit": 5.0859375, "end_logit": 3.75, "text": "59,94 campos", "probability": 0.1351318359375 }, { "start_logit": 5.0859375, "end_logit": 3.708984375, "text": "59,94 campos por segundo", "probability": 0.1300048828125 }, { "start_logit": 5.0859375, "end_logit": 2.732421875, "text": "59,94 campos por", "probability": 0.0489501953125 }, { "start_logit": 2.783203125, "end_logit": 5.0078125, "text": "aproximadamente 59,94", "probability": 0.047454833984375 }, { "start_logit": 5.0859375, "end_logit": 2.185546875, "text": "59,94 campos por segundo. Esto", "probability": 0.0283355712890625 }, { "start_logit": 5.0859375, "end_logit": 1.98046875, "text": "59,9", "probability": 0.0230255126953125 }, { "start_logit": 1.693359375, "end_logit": 5.0078125, "text": "4", "probability": 0.016021728515625 }, { "start_logit": 2.783203125, "end_logit": 3.75, "text": "aproximadamente 59,94 campos", "probability": 0.01348876953125 }, { "start_logit": 2.783203125, "end_logit": 3.708984375, "text": "aproximadamente 59,94 campos por segundo", "probability": 0.012969970703125 }, { "start_logit": 1.453125, "end_logit": 5.0078125, "text": "obtiene aproximadamente 59,94", "probability": 0.0125732421875 }, { "start_logit": 5.0859375, "end_logit": 1.0322265625, "text": "59", "probability": 0.00891876220703125 }, { "start_logit": 5.0859375, "end_logit": 0.91357421875, "text": "59,", "probability": 0.00792694091796875 }, { "start_logit": 5.0859375, "end_logit": 0.865234375, "text": "59,94 campos por segundo.", "probability": 0.007564544677734375 }, { "start_logit": 2.037109375, "end_logit": 3.75, "text": "campos", "probability": 0.006420135498046875 }, { "start_logit": 2.037109375, "end_logit": 3.708984375, "text": "campos por segundo", "probability": 0.006153106689453125 }, { "start_logit": 0.673828125, "end_logit": 5.0078125, "text": "94", "probability": 0.005756378173828125 }, { "start_logit": 2.783203125, "end_logit": 2.732421875, "text": "aproximadamente 59,94 campos por", "probability": 0.004886627197265625 }, { "start_logit": 1.693359375, "end_logit": 3.75, "text": "4 campos", "probability": 0.004550933837890625 }, { "start_logit": 1.693359375, "end_logit": 3.708984375, "text": "4 campos por segundo", "probability": 0.004360198974609375 } ], "2ddedf0063f403a5c9782b7ec075a1ea3f2919e1": [ { "start_logit": 3.9765625, "end_logit": 4.16015625, "text": "de aproximadamente 20%", "probability": 0.162109375 }, { "start_logit": 3.9765625, "end_logit": 4.07421875, "text": "de aproximadamente 20%. La", "probability": 0.1475830078125 }, { "start_logit": 3.2890625, "end_logit": 4.16015625, "text": "aproximadamente 20%", "probability": 0.08123779296875 }, { "start_logit": 3.9765625, "end_logit": 3.46484375, "text": "de aproximadamente 20%.", "probability": 0.08056640625 }, { "start_logit": 3.9765625, "end_logit": 3.4296875, "text": "de aproximadamente 20", "probability": 0.0777587890625 }, { "start_logit": 3.2890625, "end_logit": 4.07421875, "text": "aproximadamente 20%. La", "probability": 0.07452392578125 }, { "start_logit": 2.94921875, "end_logit": 4.16015625, "text": "20%", "probability": 0.05780029296875 }, { "start_logit": 2.94921875, "end_logit": 4.07421875, "text": "20%. La", "probability": 0.05303955078125 }, { "start_logit": 3.2890625, "end_logit": 3.46484375, "text": "aproximadamente 20%.", "probability": 0.04052734375 }, { "start_logit": 3.2890625, "end_logit": 3.4296875, "text": "aproximadamente 20", "probability": 0.039093017578125 }, { "start_logit": 2.94921875, "end_logit": 3.46484375, "text": "20%.", "probability": 0.028839111328125 }, { "start_logit": 2.94921875, "end_logit": 3.4296875, "text": "20", "probability": 0.0278472900390625 }, { "start_logit": 3.9765625, "end_logit": 2.22265625, "text": "de", "probability": 0.0232696533203125 }, { "start_logit": 3.9765625, "end_logit": 2.19140625, "text": "de aproximadamente", "probability": 0.0225372314453125 }, { "start_logit": 3.9765625, "end_logit": 2.18359375, "text": "de aproximadamente 20%. La neuro", "probability": 0.0223846435546875 }, { "start_logit": 1.5625, "end_logit": 4.16015625, "text": "%", "probability": 0.0144500732421875 }, { "start_logit": 1.5625, "end_logit": 4.07421875, "text": "%. La", "probability": 0.0132598876953125 }, { "start_logit": 3.2890625, "end_logit": 2.19140625, "text": "aproximadamente", "probability": 0.0113372802734375 }, { "start_logit": 3.2890625, "end_logit": 2.18359375, "text": "aproximadamente 20%. La neuro", "probability": 0.01125335693359375 }, { "start_logit": 1.255859375, "end_logit": 4.16015625, "text": "es de aproximadamente 20%", "probability": 0.0106048583984375 } ], "c4088f20982b7f50f6328ebca7baae00a507f426": [ { "start_logit": 5.02734375, "end_logit": 5.0, "text": "hiperglucemia", "probability": 0.7421875 }, { "start_logit": 5.02734375, "end_logit": 3.3359375, "text": "hiperglucemia.", "probability": 0.139404296875 }, { "start_logit": 1.5615234375, "end_logit": 5.0, "text": "ucemia", "probability": 0.0231170654296875 }, { "start_logit": 1.509765625, "end_logit": 5.0, "text": "glucemia", "probability": 0.021881103515625 }, { "start_logit": 1.3720703125, "end_logit": 5.0, "text": "es hiperglucemia", "probability": 0.0190887451171875 }, { "start_logit": 0.87255859375, "end_logit": 5.0, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.01157379150390625 }, { "start_logit": 0.42626953125, "end_logit": 5.0, "text": "\u00e9tica es hiperglucemia", "probability": 0.007415771484375 }, { "start_logit": 5.02734375, "end_logit": 0.2196044921875, "text": "hipergl", "probability": 0.006198883056640625 }, { "start_logit": 1.5615234375, "end_logit": 3.3359375, "text": "ucemia.", "probability": 0.0043792724609375 }, { "start_logit": 1.509765625, "end_logit": 3.3359375, "text": "glucemia.", "probability": 0.00414276123046875 }, { "start_logit": 1.3720703125, "end_logit": 3.3359375, "text": "es hiperglucemia.", "probability": 0.0036144256591796875 }, { "start_logit": -0.529296875, "end_logit": 5.0, "text": "El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.002849578857421875 }, { "start_logit": 5.02734375, "end_logit": -0.5654296875, "text": "hiper", "probability": 0.002826690673828125 }, { "start_logit": -0.75244140625, "end_logit": 5.0, "text": "factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0022792816162109375 }, { "start_logit": 0.87255859375, "end_logit": 3.3359375, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. 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4.0078125, "text": "El fuego era caliente y seco, la tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo", "probability": 0.0709228515625 }, { "start_logit": 2.587890625, "end_logit": 3.27734375, "text": "caliente y seco, la tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda", "probability": 0.0682373046875 }, { "start_logit": 1.8154296875, "end_logit": 4.0078125, "text": "la tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo", "probability": 0.0653076171875 }, { "start_logit": 1.794921875, "end_logit": 4.0078125, "text": "era caliente y seco, la tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo", "probability": 0.0640869140625 }, { "start_logit": 2.587890625, "end_logit": 3.12109375, "text": "caliente y seco, la tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo. Se", "probability": 0.058319091796875 }, { "start_logit": 1.4765625, "end_logit": 4.0078125, "text": "tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo", "probability": 0.0465087890625 }, { "start_logit": 1.447265625, "end_logit": 4.0078125, "text": "fuego era caliente y seco, la tierra fr\u00eda y seca, el agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo", "probability": 0.045074462890625 }, { "start_logit": 2.125, "end_logit": 3.27734375, "text": "fr\u00eda y h\u00fameda", "probability": 0.0428466796875 }, { "start_logit": 1.3466796875, "end_logit": 4.0078125, "text": "agua fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo", "probability": 0.040863037109375 }, { "start_logit": 2.125, "end_logit": 3.12109375, "text": "fr\u00eda y h\u00fameda, y el aire caliente y h\u00famedo. 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Desde", "probability": 0.00418853759765625 }, { "start_logit": 2.884765625, "end_logit": 0.342041015625, "text": "Debido a la inflaci\u00f3n, las monedas", "probability": 0.004077911376953125 }, { "start_logit": 2.85546875, "end_logit": 0.342041015625, "text": "inflaci\u00f3n, las monedas", "probability": 0.0039520263671875 }, { "start_logit": -1.5517578125, "end_logit": 4.73046875, "text": "g. Debido a la inflaci\u00f3n", "probability": 0.0038909912109375 }, { "start_logit": 2.884765625, "end_logit": 0.272216796875, "text": "Debido a la", "probability": 0.0038013458251953125 }, { "start_logit": 2.884765625, "end_logit": 0.17919921875, "text": "Debido a la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.0034618377685546875 }, { "start_logit": 2.85546875, "end_logit": 0.17919921875, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.0033664703369140625 } ], "8a8d705f1e7fc52a4c90ee3b7d2ab9ca27cee233": [ { "start_logit": 6.20703125, "end_logit": 6.92578125, "text": "monedas conmemorativas", "probability": 0.599609375 }, { "start_logit": 4.82421875, "end_logit": 6.92578125, "text": "conmemorativas", "probability": 0.1505126953125 }, { "start_logit": 6.20703125, "end_logit": 4.1875, "text": "monedas conmemorativas en", "probability": 0.03863525390625 }, { "start_logit": 3.205078125, "end_logit": 6.92578125, "text": "\u00f1an monedas conmemorativas", "probability": 0.02984619140625 }, { "start_logit": 3.166015625, "end_logit": 6.92578125, "text": "acu\u00f1an monedas conmemorativas", "probability": 0.0287017822265625 }, { "start_logit": 6.20703125, "end_logit": 3.802734375, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.0263519287109375 }, { "start_logit": 3.013671875, "end_logit": 6.92578125, "text": "se acu\u00f1an monedas conmemorativas", "probability": 0.0245513916015625 }, { "start_logit": 6.20703125, "end_logit": 3.6015625, "text": "monedas conmemora", "probability": 0.02166748046875 }, { "start_logit": 6.20703125, "end_logit": 3.28515625, "text": "monedas conmemorativas en cobre", "probability": 0.0157318115234375 }, { "start_logit": 2.23828125, "end_logit": 6.92578125, "text": "1986 se acu\u00f1an monedas conmemorativas", "probability": 0.011322021484375 }, { "start_logit": 2.177734375, "end_logit": 6.92578125, "text": "tivas", "probability": 0.01064300537109375 }, { "start_logit": 4.82421875, "end_logit": 4.1875, "text": "conmemorativas en", "probability": 0.00977325439453125 }, { "start_logit": 4.82421875, "end_logit": 3.802734375, "text": "conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.006610870361328125 }, { "start_logit": 6.20703125, "end_logit": 2.251953125, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro, sin", "probability": 0.00560760498046875 }, { "start_logit": 4.82421875, "end_logit": 3.6015625, "text": "conmemora", "probability": 0.00539398193359375 }, { "start_logit": 1.2216796875, "end_logit": 6.92578125, "text": "Desde 1986 se acu\u00f1an monedas conmemorativas", "probability": 0.0041046142578125 }, { "start_logit": 4.82421875, "end_logit": 3.28515625, "text": "conmemorativas en cobre", "probability": 0.00394439697265625 }, { "start_logit": 6.20703125, "end_logit": 1.7216796875, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro,", "probability": 0.0032978057861328125 }, { "start_logit": 3.205078125, "end_logit": 4.1875, "text": "\u00f1an monedas conmemorativas en", "probability": 0.0019235610961914062 }, { "start_logit": 3.166015625, "end_logit": 4.1875, "text": "acu\u00f1an monedas conmemorativas en", "probability": 0.0018491744995117188 } ], "daacc3e97ae047444b2cd209761b24ad7d0ef1b1": [ { "start_logit": 6.6875, "end_logit": 6.33984375, "text": "1980", "probability": 0.71435546875 }, { "start_logit": 4.5, "end_logit": 6.33984375, "text": "En 1980", "probability": 0.08013916015625 }, { "start_logit": 6.6875, "end_logit": 4.11328125, "text": "1980 se", "probability": 0.07647705078125 }, { "start_logit": 6.6875, "end_logit": 3.861328125, "text": "1980 se a\u00f1ad", "probability": 0.0595703125 }, { "start_logit": 6.6875, "end_logit": 3.142578125, "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": 0.029052734375 }, { "start_logit": 2.38671875, "end_logit": 6.33984375, "text": ". En 1980", "probability": 0.00965118408203125 }, { "start_logit": 4.5, "end_logit": 4.11328125, "text": "En 1980 se", "probability": 0.00858306884765625 }, { "start_logit": 4.5, "end_logit": 3.861328125, "text": "En 1980 se a\u00f1ad", "probability": 0.006683349609375 }, { "start_logit": 4.5, "end_logit": 3.142578125, "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": 0.00325775146484375 }, { "start_logit": 6.6875, "end_logit": 0.460205078125, "text": "1980 se a\u00f1adieron", "probability": 0.00199127197265625 }, { "start_logit": 6.6875, "end_logit": 0.1199951171875, "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": 0.0014171600341796875 }, { "start_logit": 6.6875, "end_logit": 0.0758056640625, "text": "1980 se a\u00f1adieron los", "probability": 0.0013523101806640625 }, { "start_logit": 0.2440185546875, "end_logit": 6.33984375, "text": "1976. En 1980", "probability": 0.0011301040649414062 }, { "start_logit": 2.38671875, "end_logit": 4.11328125, "text": ". En 1980 se", "probability": 0.001041412353515625 }, { "start_logit": 2.34765625, "end_logit": 4.11328125, "text": "se", "probability": 0.0010013580322265625 }, { "start_logit": 2.38671875, "end_logit": 3.861328125, "text": ". En 1980 se a\u00f1ad", "probability": 0.0008111000061035156 }, { "start_logit": 2.34765625, "end_logit": 3.861328125, "text": "se a\u00f1ad", "probability": 0.0007796287536621094 }, { "start_logit": 6.6875, "end_logit": -0.5087890625, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos", "probability": 0.0007557868957519531 }, { "start_logit": -0.166748046875, "end_logit": 6.33984375, "text": "en 1976. En 1980", "probability": 0.0007505416870117188 }, { "start_logit": 4.5, "end_logit": 1.6396484375, "text": "En", "probability": 0.0007271766662597656 } ], "980a791abf3daeb005f6c75aeeaf4d9d5997f951": [ { "start_logit": 6.140625, "end_logit": 5.23046875, "text": "1985", "probability": 0.89990234375 }, { "start_logit": 6.140625, "end_logit": 2.12109375, "text": "1985 se", "probability": 0.0401611328125 }, { "start_logit": 6.140625, "end_logit": 2.078125, "text": "1985 se introdu", "probability": 0.038299560546875 }, { "start_logit": 1.681640625, "end_logit": 5.23046875, "text": "En 1985", "probability": 0.0103912353515625 }, { "start_logit": 6.140625, "end_logit": -0.12017822265625, "text": "1985 se introdujeron", "probability": 0.00424957275390625 }, { "start_logit": 6.140625, "end_logit": -0.317626953125, "text": "1985 se introdujeron nuevos", "probability": 0.0034961700439453125 }, { "start_logit": 6.140625, "end_logit": -1.87890625, "text": "1985 se introdujeron nuevos billetes", "probability": 0.0007328987121582031 }, { "start_logit": 1.681640625, "end_logit": 2.12109375, "text": "En 1985 se", "probability": 0.00046372413635253906 }, { "start_logit": 1.681640625, "end_logit": 2.078125, "text": "En 1985 se introdu", "probability": 0.00044274330139160156 }, { "start_logit": 6.140625, "end_logit": -2.740234375, "text": "1985 se introdujeron nuevos billetes de 5 ha", "probability": 0.000308990478515625 }, { "start_logit": 1.208984375, "end_logit": 2.12109375, "text": "se", "probability": 0.0002880096435546875 }, { "start_logit": 1.208984375, "end_logit": 2.078125, "text": "se introdu", "probability": 0.0002770423889160156 }, { "start_logit": 6.140625, "end_logit": -2.939453125, "text": "1985 se introdujeron nuevos billetes de 5", "probability": 0.0002541542053222656 }, { "start_logit": 6.140625, "end_logit": -2.943359375, "text": "1985 se introdujeron nuevos billetes de", "probability": 0.0002522468566894531 }, { "start_logit": 6.140625, "end_logit": -3.3359375, "text": "1985 se introdujeron nuevos billetes de 5 hao, 1, 2", "probability": 0.00017070770263671875 }, { "start_logit": 6.140625, "end_logit": -3.412109375, "text": "1985 se introdujeron nuevos billetes de 5 hao", "probability": 0.00015783309936523438 }, { "start_logit": 6.140625, "end_logit": -3.806640625, "text": "1985 se introdujeron nuevos billetes de 5 hao, 1, 2, 5", "probability": 0.0001068115234375 }, { "start_logit": 6.140625, "end_logit": -3.93359375, "text": "1985 se introdujeron nuevos billetes de 5 hao, 1", "probability": 9.351968765258789e-05 }, { "start_logit": 0.0401611328125, "end_logit": 2.078125, "text": "introdu", "probability": 8.58306884765625e-05 }, { "start_logit": 1.681640625, "end_logit": 0.41064453125, "text": "En", "probability": 8.380413055419922e-05 } ], "2dbe839c7b3fb6d8336f7163cd7715f374ffa002": [ { "start_logit": 0.46044921875, "end_logit": 0.5185546875, "text": "no ten\u00edan un dise\u00f1o unificado", "probability": 0.1341552734375 }, { "start_logit": -0.1688232421875, "end_logit": 1.072265625, "text": "las series actuales de 2003", "probability": 0.1243896484375 }, { "start_logit": -0.287109375, "end_logit": 1.072265625, "text": "series actuales de 2003", "probability": 0.11053466796875 }, { "start_logit": -0.1688232421875, "end_logit": 0.5185546875, "text": "las series actuales de 2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.07147216796875 }, { "start_logit": 0.46044921875, "end_logit": -0.117919921875, "text": "no ten\u00edan un dise\u00f1o unificado.", "probability": 0.0709228515625 }, { "start_logit": -0.287109375, "end_logit": 0.5185546875, "text": "series actuales de 2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.06353759765625 }, { "start_logit": -0.8564453125, "end_logit": 1.072265625, "text": "2003", "probability": 0.06256103515625 }, { "start_logit": -0.482421875, "end_logit": 0.5185546875, "text": "todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.05224609375 }, { "start_logit": -0.1688232421875, "end_logit": -0.117919921875, "text": "las series actuales de 2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado.", "probability": 0.037841796875 }, { "start_logit": -0.8564453125, "end_logit": 0.5185546875, "text": "2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.035980224609375 }, { "start_logit": -0.287109375, "end_logit": -0.117919921875, "text": "series actuales de 2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado.", "probability": 0.03363037109375 }, { "start_logit": -0.482421875, "end_logit": -0.117919921875, "text": "todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado.", "probability": 0.0276336669921875 }, { "start_logit": -1.705078125, "end_logit": 1.072265625, "text": "Exceptuando las series actuales de 2003", "probability": 0.0267791748046875 }, { "start_logit": -1.7197265625, "end_logit": 1.072265625, "text": "tuando las series actuales de 2003", "probability": 0.0263671875 }, { "start_logit": -1.2177734375, "end_logit": 0.5185546875, "text": "dise\u00f1o unificado", "probability": 0.025054931640625 }, { "start_logit": -1.861328125, "end_logit": 1.072265625, "text": "actuales de 2003", "probability": 0.022918701171875 }, { "start_logit": -1.443359375, "end_logit": 0.5185546875, "text": "ten\u00edan un dise\u00f1o unificado", "probability": 0.019989013671875 }, { "start_logit": -0.8564453125, "end_logit": -0.117919921875, "text": "2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado.", "probability": 0.0190277099609375 }, { "start_logit": -2.091796875, "end_logit": 1.072265625, "text": "de 2003", "probability": 0.0182037353515625 }, { "start_logit": -0.1688232421875, "end_logit": -0.93212890625, "text": "las series actuales", "probability": 0.0167694091796875 } ], "d34abf963309f1e3dee340c70f9ade6794206ea1": [ { "start_logit": 6.90625, "end_logit": 6.7890625, "text": "entre 1847 y 1855", "probability": 0.393798828125 }, { "start_logit": 6.23046875, "end_logit": 6.7890625, "text": "1847 y 1855", "probability": 0.1995849609375 }, { "start_logit": 6.90625, "end_logit": 5.1953125, "text": "entre 1847 y 185", "probability": 0.08001708984375 }, { "start_logit": 6.90625, "end_logit": 5.03515625, "text": "entre 1847 y 1855. La", "probability": 0.06787109375 }, { "start_logit": 6.90625, "end_logit": 4.88671875, "text": "entre 1847 y 1855.", "probability": 0.058990478515625 }, { "start_logit": 6.23046875, "end_logit": 5.1953125, "text": "1847 y 185", "probability": 0.040557861328125 }, { "start_logit": 6.23046875, "end_logit": 5.03515625, "text": "1847 y 1855. La", "probability": 0.034698486328125 }, { "start_logit": 6.90625, "end_logit": 4.2578125, "text": "entre 1847 y 1855. La parcela", "probability": 0.031341552734375 }, { "start_logit": 6.23046875, "end_logit": 4.88671875, "text": "1847 y 1855.", "probability": 0.0299072265625 }, { "start_logit": 6.23046875, "end_logit": 4.2578125, "text": "1847 y 1855. La parcela", "probability": 0.0158843994140625 }, { "start_logit": 3.361328125, "end_logit": 6.7890625, "text": "construido entre 1847 y 1855", "probability": 0.01134490966796875 }, { "start_logit": 6.90625, "end_logit": 2.728515625, "text": "entre 1847 y", "probability": 0.006778717041015625 }, { "start_logit": 6.90625, "end_logit": 2.673828125, "text": "entre 1847", "probability": 0.006420135498046875 }, { "start_logit": 2.759765625, "end_logit": 6.7890625, "text": "1855", "probability": 0.006221771240234375 }, { "start_logit": 6.23046875, "end_logit": 2.728515625, "text": "1847 y", "probability": 0.0034618377685546875 }, { "start_logit": 2.15625, "end_logit": 6.7890625, "text": "47 y 1855", "probability": 0.003406524658203125 }, { "start_logit": 6.23046875, "end_logit": 2.673828125, "text": "1847", "probability": 0.0032787322998046875 }, { "start_logit": 3.361328125, "end_logit": 5.1953125, "text": "construido entre 1847 y 185", "probability": 0.0023059844970703125 }, { "start_logit": 1.6953125, "end_logit": 6.7890625, "text": "El gran complejo del templo fue construido entre 1847 y 1855", "probability": 0.002147674560546875 }, { "start_logit": 6.90625, "end_logit": 1.5556640625, "text": "entre 1847 y 1855. 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En", "probability": 0.0065460205078125 } ], "85389678f5a47f54a08496efba5522166b8bae6a": [ { "start_logit": 5.60546875, "end_logit": 6.34375, "text": "limpieza de las junglas y la creaci\u00f3n de carreteras", "probability": 0.354248046875 }, { "start_logit": 5.39453125, "end_logit": 6.34375, "text": "la limpieza de las junglas y la creaci\u00f3n de carreteras", "probability": 0.28466796875 }, { "start_logit": 5.60546875, "end_logit": 4.59765625, "text": "limpieza de las junglas y la creaci\u00f3n de carreteras. Tambi\u00e9n", "probability": 0.06158447265625 }, { "start_logit": 5.39453125, "end_logit": 4.59765625, "text": "la limpieza de las junglas y la creaci\u00f3n de carreteras. 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Tambi\u00e9n", "probability": 0.0076446533203125 }, { "start_logit": 3.51953125, "end_logit": 4.078125, "text": "como la limpieza de las junglas y la creaci\u00f3n de carreteras.", "probability": 0.004547119140625 }, { "start_logit": 5.60546875, "end_logit": 1.9775390625, "text": "limpieza de las junglas y la creaci\u00f3n de carreteras. 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Las", "probability": 0.039581298828125 }, { "start_logit": 5.52734375, "end_logit": 2.85546875, "text": "decenas de miles de miembros. Las luchas", "probability": 0.0259552001953125 }, { "start_logit": 5.52734375, "end_logit": 2.423828125, "text": "decenas de miles de miembros.", "probability": 0.016876220703125 }, { "start_logit": 4.640625, "end_logit": 3.27734375, "text": "miles de miembros. Las", "probability": 0.01629638671875 }, { "start_logit": 4.640625, "end_logit": 2.85546875, "text": "miles de miembros. Las luchas", "probability": 0.01068878173828125 }, { "start_logit": 5.52734375, "end_logit": 1.9638671875, "text": "decenas de miles de", "probability": 0.01065826416015625 }, { "start_logit": 2.083984375, "end_logit": 5.27734375, "text": "ten\u00edan decenas de miles", "probability": 0.0093231201171875 }, { "start_logit": 2.083984375, "end_logit": 5.25, "text": "ten\u00edan decenas de miles de miembros", "probability": 0.0091094970703125 }, { "start_logit": 2.05078125, "end_logit": 5.25, "text": "miembros", "probability": 0.00879669189453125 }, { "start_logit": 4.640625, "end_logit": 2.423828125, "text": "miles de miembros.", "probability": 0.006927490234375 }, { "start_logit": 1.6103515625, "end_logit": 5.25, "text": "de miembros", "probability": 0.005657196044921875 }, { "start_logit": 1.5400390625, "end_logit": 5.27734375, "text": "algunas de ellas ten\u00edan decenas de miles", "probability": 0.0054168701171875 }, { "start_logit": 1.5400390625, "end_logit": 5.25, "text": "algunas de ellas ten\u00edan decenas de miles de miembros", "probability": 0.00527191162109375 }, { "start_logit": 4.640625, "end_logit": 1.9638671875, "text": "miles de", "probability": 0.00438690185546875 }, { "start_logit": 5.52734375, "end_logit": 1.0751953125, "text": "decenas", "probability": 0.00437164306640625 }, { "start_logit": 1.3046875, "end_logit": 5.27734375, "text": "de miles", "probability": 0.004283905029296875 } ], "321e13812cac0d3b34cf7a160197571c88790e6b": [ { "start_logit": 4.4375, "end_logit": 4.34375, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.33837890625 }, { "start_logit": 4.4375, "end_logit": 3.03515625, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.0914306640625 }, { "start_logit": 3.111328125, "end_logit": 4.34375, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.08966064453125 }, { "start_logit": 4.4375, "end_logit": 2.77734375, "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": 0.07061767578125 }, { "start_logit": 2.439453125, "end_logit": 4.34375, "text": "la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.045806884765625 }, { "start_logit": 2.41796875, "end_logit": 4.34375, "text": ", la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.044891357421875 }, { "start_logit": 2.37109375, "end_logit": 4.34375, "text": "ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.0428466796875 }, { "start_logit": 4.4375, "end_logit": 2.111328125, "text": "la administraci\u00f3n de la isla era ineficaz", "probability": 0.036224365234375 }, { "start_logit": 4.4375, "end_logit": 2.013671875, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n.", "probability": 0.032989501953125 }, { "start_logit": 4.4375, "end_logit": 1.8974609375, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida", "probability": 0.029327392578125 }, { "start_logit": 3.111328125, "end_logit": 3.03515625, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.0243377685546875 }, { "start_logit": 2.12890625, "end_logit": 3.916015625, "text": "la mayor parte de la poblaci\u00f3n no tuviera acceso a los servicios sanitarios p\u00fablicos", "probability": 0.02197265625 }, { "start_logit": 1.677734375, "end_logit": 4.34375, "text": "no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.021453857421875 }, { "start_logit": 4.4375, "end_logit": 1.5625, "text": "la administraci\u00f3n", "probability": 0.020965576171875 }, { "start_logit": 3.111328125, "end_logit": 2.77734375, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los gobernantes", "probability": 0.018798828125 }, { "start_logit": 1.4951171875, "end_logit": 4.34375, "text": "Singapur, la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.0178680419921875 }, { "start_logit": 1.2880859375, "end_logit": 4.34375, "text": "isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.01451873779296875 }, { "start_logit": 1.6171875, "end_logit": 3.916015625, "text": "caus\u00f3 que la mayor parte de la poblaci\u00f3n no tuviera acceso a los servicios sanitarios p\u00fablicos", "probability": 0.01312255859375 }, { "start_logit": 2.439453125, "end_logit": 3.03515625, "text": "la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.012420654296875 }, { "start_logit": 2.41796875, "end_logit": 3.03515625, "text": ", la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.0121307373046875 } ], "079a60c3083144048a4c2487252916b599e622f9": [ { "start_logit": 5.5625, "end_logit": 6.53125, "text": "1939", "probability": 0.7646484375 }, { "start_logit": 3.0546875, "end_logit": 6.53125, "text": "estall\u00f3 en 1939", "probability": 0.062255859375 }, { "start_logit": 3.005859375, "end_logit": 6.53125, "text": "en 1939", "probability": 0.059417724609375 }, { "start_logit": 5.5625, "end_logit": 3.560546875, "text": "1939 y la", "probability": 0.039276123046875 }, { "start_logit": 5.5625, "end_logit": 2.86328125, "text": "1939 y la flota", "probability": 0.019439697265625 }, { "start_logit": 5.5625, "end_logit": 2.859375, "text": "1939 y", "probability": 0.019439697265625 }, { "start_logit": 1.01953125, "end_logit": 6.53125, "text": "la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.00814056396484375 }, { "start_logit": 0.466552734375, "end_logit": 6.53125, "text": "Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.004673004150390625 }, { "start_logit": 3.0546875, "end_logit": 3.560546875, "text": "estall\u00f3 en 1939 y la", "probability": 0.003200531005859375 }, { "start_logit": 3.005859375, "end_logit": 3.560546875, "text": "en 1939 y la", "probability": 0.003040313720703125 }, { "start_logit": -0.166748046875, "end_logit": 6.53125, "text": ", la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.002483367919921875 }, { "start_logit": -0.386962890625, "end_logit": 6.53125, "text": "Sin embargo, la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.0019931793212890625 }, { "start_logit": -0.3984375, "end_logit": 6.53125, "text": "Mundial estall\u00f3 en 1939", "probability": 0.0019702911376953125 }, { "start_logit": -0.48388671875, "end_logit": 6.53125, "text": "embargo, la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.0018091201782226562 }, { "start_logit": 3.0546875, "end_logit": 2.86328125, "text": "estall\u00f3 en 1939 y la flota", "probability": 0.0015897750854492188 }, { "start_logit": 3.0546875, "end_logit": 2.859375, "text": "estall\u00f3 en 1939 y", "probability": 0.0015840530395507812 }, { "start_logit": 3.005859375, "end_logit": 2.86328125, "text": "en 1939 y la flota", "probability": 0.0015115737915039062 }, { "start_logit": 3.005859375, "end_logit": 2.859375, "text": "en 1939 y", "probability": 0.0015115737915039062 }, { "start_logit": 1.962890625, "end_logit": 3.560546875, "text": "la", "probability": 0.0010709762573242188 }, { "start_logit": -1.30859375, "end_logit": 6.53125, "text": "Guerra Mundial estall\u00f3 en 1939", "probability": 0.00079345703125 } ], "d5abfae84b80bc016a6d11fe5c6de724d7de95e9": [ { "start_logit": 5.328125, "end_logit": 5.515625, "text": "130.000", "probability": 0.28662109375 }, { "start_logit": 5.2578125, "end_logit": 5.515625, "text": "Alrededor de 130.000", "probability": 0.267333984375 }, { "start_logit": 5.328125, "end_logit": 4.31640625, "text": "130.000 tropas", "probability": 0.0860595703125 }, { "start_logit": 5.2578125, "end_logit": 4.31640625, "text": "Alrededor de 130.000 tropas", "probability": 0.080810546875 }, { "start_logit": 3.45703125, "end_logit": 5.515625, "text": "000", "probability": 0.0439453125 }, { "start_logit": 3.126953125, "end_logit": 5.515625, "text": "de 130.000", "probability": 0.03167724609375 }, { "start_logit": 4.25, "end_logit": 4.31640625, "text": "tropas", "probability": 0.029296875 }, { "start_logit": 5.328125, "end_logit": 3.1953125, "text": "130.000 tropas indias", "probability": 0.028167724609375 }, { "start_logit": 5.2578125, "end_logit": 3.1953125, "text": "Alrededor de 130.000 tropas indias", "probability": 0.0262451171875 }, { "start_logit": 5.328125, "end_logit": 2.46484375, "text": "130", "probability": 0.01357269287109375 }, { "start_logit": 3.45703125, "end_logit": 4.31640625, "text": "000 tropas", "probability": 0.0133056640625 }, { "start_logit": 5.2578125, "end_logit": 2.46484375, "text": "Alrededor de 130", "probability": 0.01264190673828125 }, { "start_logit": 5.328125, "end_logit": 2.388671875, "text": "130.", "probability": 0.01259613037109375 }, { "start_logit": 5.2578125, "end_logit": 2.419921875, "text": "Alrededor de", "probability": 0.012115478515625 }, { "start_logit": 5.2578125, "end_logit": 2.388671875, "text": "Alrededor de 130.", "probability": 0.01174163818359375 }, { "start_logit": 2.013671875, "end_logit": 5.515625, "text": ". Alrededor de 130.000", "probability": 0.01044464111328125 }, { "start_logit": 4.25, "end_logit": 3.1953125, "text": "tropas indias", "probability": 0.00958251953125 }, { "start_logit": 3.126953125, "end_logit": 4.31640625, "text": "de 130.000 tropas", "probability": 0.00958251953125 }, { "start_logit": 1.73828125, "end_logit": 5.515625, "text": ".000", "probability": 0.00791168212890625 }, { "start_logit": 5.328125, "end_logit": 1.73828125, "text": "130.000 tropas indias, australianas, y brit\u00e1nicas", "probability": 0.006561279296875 } ], "cc95b493a4e70f11b8496e0a0bb37bee18c108f5": [ { "start_logit": 4.64453125, "end_logit": 4.55078125, "text": "tres a\u00f1os y medio", "probability": 0.52099609375 }, { "start_logit": 2.861328125, "end_logit": 4.6796875, "text": "entre 25.000 y 50.000 vidas", "probability": 0.09942626953125 }, { "start_logit": 2.861328125, "end_logit": 4.55078125, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio", "probability": 0.0877685546875 }, { "start_logit": 1.9638671875, "end_logit": 4.55078125, "text": "los tres a\u00f1os y medio", "probability": 0.035736083984375 }, { "start_logit": 4.64453125, "end_logit": 1.861328125, "text": "tres a\u00f1os y medio de", "probability": 0.03546142578125 }, { "start_logit": 4.64453125, "end_logit": 1.82421875, "text": "tres a\u00f1os", "probability": 0.034088134765625 }, { "start_logit": 4.64453125, "end_logit": 1.7626953125, "text": "tres a\u00f1os y medio de ocupaci\u00f3n japonesa", "probability": 0.03204345703125 }, { "start_logit": 4.64453125, "end_logit": 1.3564453125, "text": "tres a\u00f1os y medio de ocupaci\u00f3n", "probability": 0.0213470458984375 }, { "start_logit": 1.2958984375, "end_logit": 4.6796875, "text": "25.000 y 50.000 vidas", "probability": 0.020843505859375 }, { "start_logit": 1.2958984375, "end_logit": 4.55078125, "text": "25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio", "probability": 0.0183258056640625 }, { "start_logit": 2.861328125, "end_logit": 2.873046875, "text": "entre 25.000 y 50.000", "probability": 0.016357421875 }, { "start_logit": 4.64453125, "end_logit": 1.0048828125, "text": "tres a\u00f1os y", "probability": 0.0150146484375 }, { "start_logit": 4.64453125, "end_logit": 0.962890625, "text": "tres", "probability": 0.01444244384765625 }, { "start_logit": 0.8251953125, "end_logit": 4.55078125, "text": "a\u00f1os y medio", "probability": 0.0114288330078125 }, { "start_logit": 0.55615234375, "end_logit": 4.6796875, "text": "llevaron entre 25.000 y 50.000 vidas", "probability": 0.00992584228515625 }, { "start_logit": 2.861328125, "end_logit": 1.9599609375, "text": "entre 25.000 y 50.000 vidas en", "probability": 0.006561279296875 }, { "start_logit": 0.1712646484375, "end_logit": 4.55078125, "text": "durante los tres a\u00f1os y medio", "probability": 0.005947113037109375 }, { "start_logit": 2.861328125, "end_logit": 1.82421875, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os", "probability": 0.00574493408203125 }, { "start_logit": -0.2318115234375, "end_logit": 4.6796875, "text": "vidas", "probability": 0.00452423095703125 }, { "start_logit": -0.2318115234375, "end_logit": 4.55078125, "text": "vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio", "probability": 0.003978729248046875 } ], "b4d1ce8aa783cf3c8b295c4d313bc696bace730b": [ { "start_logit": 6.26953125, "end_logit": 7.0, "text": "Malaya y Singapur", "probability": 0.60302734375 }, { "start_logit": 4.6171875, "end_logit": 7.0, "text": "en Malaya y Singapur", "probability": 0.11602783203125 }, { "start_logit": 6.26953125, "end_logit": 4.46484375, "text": "Malaya y Singapur. El", "probability": 0.048004150390625 }, { "start_logit": 3.716796875, "end_logit": 7.0, "text": "vidas en Malaya y Singapur", "probability": 0.047210693359375 }, { "start_logit": 6.26953125, "end_logit": 4.26953125, "text": "Malaya y Singapur.", "probability": 0.039459228515625 }, { "start_logit": 3.255859375, "end_logit": 7.0, "text": "ya y Singapur", "probability": 0.0298004150390625 }, { "start_logit": 6.26953125, "end_logit": 3.984375, "text": "Malaya", "probability": 0.0295562744140625 }, { "start_logit": 2.388671875, "end_logit": 7.0, "text": "Singapur", "probability": 0.01251220703125 }, { "start_logit": 2.2265625, "end_logit": 7.0, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0106201171875 }, { "start_logit": 6.26953125, "end_logit": 2.900390625, "text": "Malaya y", "probability": 0.0100555419921875 }, { "start_logit": 4.6171875, "end_logit": 4.46484375, "text": "en Malaya y Singapur. El", "probability": 0.0091552734375 }, { "start_logit": 4.6171875, "end_logit": 4.26953125, "text": "en Malaya y Singapur.", "probability": 0.00759124755859375 }, { "start_logit": 1.6552734375, "end_logit": 7.0, "text": "50.000 vidas en Malaya y Singapur", "probability": 0.00600433349609375 }, { "start_logit": 1.650390625, "end_logit": 7.0, "text": "y Singapur", "probability": 0.00595855712890625 }, { "start_logit": 6.26953125, "end_logit": 2.3671875, "text": "Malaya y Singapur. El resto", "probability": 0.00591278076171875 }, { "start_logit": 4.6171875, "end_logit": 3.984375, "text": "en Malaya", "probability": 0.005687713623046875 }, { "start_logit": 3.716796875, "end_logit": 4.46484375, "text": "vidas en Malaya y Singapur. El", "probability": 0.0037288665771484375 }, { "start_logit": 1.076171875, "end_logit": 7.0, "text": "000 vidas en Malaya y Singapur", "probability": 0.003368377685546875 }, { "start_logit": 6.26953125, "end_logit": 1.7392578125, "text": "Mala", "probability": 0.003139495849609375 }, { "start_logit": 3.716796875, "end_logit": 4.26953125, "text": "vidas en Malaya y Singapur.", "probability": 0.0030670166015625 } ], "067319de2cc98a6dcb18d30bbcd195e08749035f": [ { "start_logit": 6.0234375, "end_logit": 6.3515625, "text": "independencia", "probability": 0.30126953125 }, { "start_logit": 5.03515625, "end_logit": 6.3515625, "text": "\"independencia", "probability": 0.112548828125 }, { "start_logit": 4.87109375, "end_logit": 6.3515625, "text": "en malayo significa \"independencia", "probability": 0.09478759765625 }, { "start_logit": 4.82421875, "end_logit": 6.3515625, "text": "significa \"independencia", "probability": 0.0904541015625 }, { "start_logit": 6.0234375, "end_logit": 4.78515625, "text": "independencia\". Los", "probability": 0.0631103515625 }, { "start_logit": 6.0234375, "end_logit": 4.7421875, "text": "independencia\".", "probability": 0.060272216796875 }, { "start_logit": 6.0234375, "end_logit": 4.47265625, "text": "independencia\"", "probability": 0.046173095703125 }, { "start_logit": 5.03515625, "end_logit": 4.78515625, "text": "\"independencia\". Los", "probability": 0.023406982421875 }, { "start_logit": 5.03515625, "end_logit": 4.7421875, "text": "\"independencia\".", "probability": 0.02252197265625 }, { "start_logit": 3.384765625, "end_logit": 6.3515625, "text": "que en malayo significa \"independencia", "probability": 0.0214691162109375 }, { "start_logit": 4.87109375, "end_logit": 4.78515625, "text": "en malayo significa \"independencia\". Los", "probability": 0.019866943359375 }, { "start_logit": 4.87109375, "end_logit": 4.7421875, "text": "en malayo significa \"independencia\".", "probability": 0.018951416015625 }, { "start_logit": 4.82421875, "end_logit": 4.78515625, "text": "significa \"independencia\". Los", "probability": 0.018951416015625 }, { "start_logit": 4.82421875, "end_logit": 4.7421875, "text": "significa \"independencia\".", "probability": 0.0180816650390625 }, { "start_logit": 5.03515625, "end_logit": 4.47265625, "text": "\"independencia\"", "probability": 0.017120361328125 }, { "start_logit": 3.01953125, "end_logit": 6.3515625, "text": "pendencia", "probability": 0.01499176025390625 }, { "start_logit": 6.0234375, "end_logit": 3.318359375, "text": "independencia\". Los brit\u00e1nicos", "probability": 0.01453399658203125 }, { "start_logit": 4.87109375, "end_logit": 4.47265625, "text": "en malayo significa \"independencia\"", "probability": 0.01453399658203125 }, { "start_logit": 4.82421875, "end_logit": 4.47265625, "text": "significa \"independencia\"", "probability": 0.0138702392578125 }, { "start_logit": 2.896484375, "end_logit": 6.3515625, "text": "dependencia", "probability": 0.01323699951171875 } ], "816898488e3dcda82719eb5cdbdc6a205b800b6e": [ { "start_logit": 5.46484375, "end_logit": 5.7890625, "text": "300.000", "probability": 0.247314453125 }, { "start_logit": 5.46484375, "end_logit": 5.10546875, "text": "300.000 participantes", "probability": 0.1253662109375 }, { "start_logit": 4.42578125, "end_logit": 5.7890625, "text": "los 300.000", "probability": 0.088134765625 }, { "start_logit": 5.46484375, "end_logit": 4.6171875, "text": "300.000 participantes. El", "probability": 0.07666015625 }, { "start_logit": 5.46484375, "end_logit": 4.16796875, "text": "300", "probability": 0.049102783203125 }, { "start_logit": 3.80859375, "end_logit": 5.7890625, "text": "000", "probability": 0.04718017578125 }, { "start_logit": 4.42578125, "end_logit": 5.10546875, "text": "participantes", "probability": 0.044342041015625 }, { "start_logit": 4.42578125, "end_logit": 5.10546875, "text": "los 300.000 participantes", "probability": 0.044342041015625 }, { "start_logit": 3.609375, "end_logit": 5.7890625, "text": "sobre los 300.000", "probability": 0.038818359375 }, { "start_logit": 5.46484375, "end_logit": 3.671875, "text": "300.000 participantes.", "probability": 0.0300140380859375 }, { "start_logit": 4.42578125, "end_logit": 4.6171875, "text": "participantes. El", "probability": 0.0273284912109375 }, { "start_logit": 4.42578125, "end_logit": 4.6171875, "text": "los 300.000 participantes. El", "probability": 0.0273284912109375 }, { "start_logit": 5.46484375, "end_logit": 3.541015625, "text": "300.000 participantes. El SP", "probability": 0.026275634765625 }, { "start_logit": 3.80859375, "end_logit": 5.10546875, "text": "000 participantes", "probability": 0.02392578125 }, { "start_logit": 3.609375, "end_logit": 5.10546875, "text": "sobre los 300.000 participantes", "probability": 0.019683837890625 }, { "start_logit": 2.93359375, "end_logit": 5.7890625, "text": ".000", "probability": 0.019683837890625 }, { "start_logit": 4.42578125, "end_logit": 4.16796875, "text": "los 300", "probability": 0.017364501953125 }, { "start_logit": 2.73046875, "end_logit": 5.7890625, "text": "electorado sobre los 300.000", "probability": 0.0160675048828125 }, { "start_logit": 5.46484375, "end_logit": 3.044921875, "text": "300.", "probability": 0.0159454345703125 }, { "start_logit": 3.80859375, "end_logit": 4.6171875, "text": "000 participantes. El", "probability": 0.014617919921875 } ], "80b953e8189d56162fb6156022049a80e958b915": [ { "start_logit": 5.76171875, "end_logit": 6.203125, "text": "1956", "probability": 0.8583984375 }, { "start_logit": 3.24609375, "end_logit": 6.203125, "text": "En 1956", "probability": 0.0693359375 }, { "start_logit": 5.76171875, "end_logit": 2.951171875, "text": "1956 est", "probability": 0.03302001953125 }, { "start_logit": 5.76171875, "end_logit": 1.7490234375, "text": "1956 estalla", "probability": 0.00995635986328125 }, { "start_logit": 1.109375, "end_logit": 6.203125, "text": "]\u200b En 1956", "probability": 0.00815582275390625 }, { "start_logit": 5.76171875, "end_logit": 0.9580078125, "text": "1956 estalla la revuelta", "probability": 0.004505157470703125 }, { "start_logit": 5.76171875, "end_logit": 0.6982421875, "text": "1956 estalla la", "probability": 0.0034809112548828125 }, { "start_logit": 3.24609375, "end_logit": 2.951171875, "text": "En 1956 est", "probability": 0.0026683807373046875 }, { "start_logit": -0.351318359375, "end_logit": 6.203125, "text": "29]\u200b En 1956", "probability": 0.00189208984375 }, { "start_logit": 5.76171875, "end_logit": -0.405517578125, "text": "1956 estalla la revuelta de la Escuela Secundaria China", "probability": 0.0011529922485351562 }, { "start_logit": -0.8916015625, "end_logit": 6.203125, "text": "1955, estall\u00f3 la revuelta de Hock Lee, causando cuatro muertos y desprestigiando el gobierno de Marshall.[29]\u200b En 1956", "probability": 0.0011034011840820312 }, { "start_logit": -0.91748046875, "end_logit": 6.203125, "text": "de 1955, estall\u00f3 la revuelta de Hock Lee, causando cuatro muertos y desprestigiando el gobierno de Marshall.[29]\u200b En 1956", "probability": 0.0010738372802734375 }, { "start_logit": 5.76171875, "end_logit": -0.5634765625, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes", "probability": 0.0009851455688476562 }, { "start_logit": -1.0458984375, "end_logit": 6.203125, "text": ".[29]\u200b En 1956", "probability": 0.0009436607360839844 }, { "start_logit": 3.24609375, "end_logit": 1.7490234375, "text": "En 1956 estalla", "probability": 0.0008044242858886719 }, { "start_logit": 5.76171875, "end_logit": -1.056640625, "text": "1956 estalla la revuelta de la Escuela", "probability": 0.0005998611450195312 }, { "start_logit": 5.76171875, "end_logit": -1.1220703125, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes, incrementando", "probability": 0.0005636215209960938 }, { "start_logit": 1.6826171875, "end_logit": 2.951171875, "text": "est", "probability": 0.0005593299865722656 }, { "start_logit": 5.76171875, "end_logit": -1.154296875, "text": "1956 estalla la revuelta de la Escuela Secundaria", "probability": 0.0005464553833007812 }, { "start_logit": 5.76171875, "end_logit": -1.212890625, "text": "1956 estalla la revuelta de la", "probability": 0.0005130767822265625 } ], "4c263aa7b3d9fb66ce642390cc14e6471460058f": [ { "start_logit": 4.875, "end_logit": 4.14453125, "text": "lacrimoso", "probability": 0.471435546875 }, { "start_logit": 3.544921875, "end_logit": 4.14453125, "text": "un lacrimoso", "probability": 0.1248779296875 }, { "start_logit": 4.875, "end_logit": 2.470703125, "text": "lacrimos", "probability": 0.08856201171875 }, { "start_logit": 4.875, "end_logit": 2.220703125, "text": "lacr", "probability": 0.06903076171875 }, { "start_logit": 4.875, "end_logit": 1.8330078125, "text": "lacrimoso Lee", "probability": 0.046875 }, { "start_logit": 2.1328125, "end_logit": 4.14453125, "text": "crimoso", "probability": 0.0305023193359375 }, { "start_logit": 3.544921875, "end_logit": 2.470703125, "text": "un lacrimos", "probability": 0.023468017578125 }, { "start_logit": 1.6962890625, "end_logit": 4.14453125, "text": ", un lacrimoso", "probability": 0.019683837890625 }, { "start_logit": 3.544921875, "end_logit": 2.220703125, "text": "un lacr", "probability": 0.018280029296875 }, { "start_logit": 4.875, "end_logit": 0.69921875, "text": "lacrimoso Lee Kuan Yew anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.0150909423828125 }, { "start_logit": 4.875, "end_logit": 0.66064453125, "text": "lacrimoso Lee Kuan Yew", "probability": 0.01451873779296875 }, { "start_logit": 3.544921875, "end_logit": 1.8330078125, "text": "un lacrimoso Lee", "probability": 0.01241302490234375 }, { "start_logit": 4.875, "end_logit": 0.408447265625, "text": "lacrimoso Lee Ku", "probability": 0.0113067626953125 }, { "start_logit": 4.875, "end_logit": 0.359130859375, "text": "la", "probability": 0.01074981689453125 }, { "start_logit": 1.087890625, "end_logit": 4.14453125, "text": "o", "probability": 0.01074981689453125 }, { "start_logit": 4.875, "end_logit": 0.08966064453125, "text": "lacrimoso Lee Kuan Yew anunci\u00f3", "probability": 0.008209228515625 }, { "start_logit": 0.7333984375, "end_logit": 4.14453125, "text": "d\u00eda, un lacrimoso", "probability": 0.00753021240234375 }, { "start_logit": 4.875, "end_logit": -0.19775390625, "text": "lacrimoso Lee Kuan", "probability": 0.006145477294921875 }, { "start_logit": 2.1328125, "end_logit": 2.470703125, "text": "crimos", "probability": 0.005706787109375 }, { "start_logit": 4.875, "end_logit": -0.474853515625, "text": "lacrimoso Lee Kuan Ye", "probability": 0.004657745361328125 } ], "1b11017bfb138016f719f78262add3ffe691c79a": [ { "start_logit": 5.375, "end_logit": 6.87890625, "text": "Singapur era una naci\u00f3n soberana e independiente", "probability": 0.345947265625 }, { "start_logit": 4.79296875, "end_logit": 6.87890625, "text": "que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.194091796875 }, { "start_logit": 3.775390625, "end_logit": 6.87890625, "text": "anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.07025146484375 }, { "start_logit": 3.373046875, "end_logit": 6.87890625, "text": "televisada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.046844482421875 }, { "start_logit": 3.275390625, "end_logit": 6.87890625, "text": "ada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.042633056640625 }, { "start_logit": 5.375, "end_logit": 4.65234375, "text": "Singapur era una naci\u00f3n soberana e independiente.", "probability": 0.037628173828125 }, { "start_logit": 5.375, "end_logit": 4.625, "text": "Singapur era una naci\u00f3n soberana e independiente. La", "probability": 0.036468505859375 }, { "start_logit": 2.986328125, "end_logit": 6.87890625, "text": "naci\u00f3n soberana e independiente", "probability": 0.03192138671875 }, { "start_logit": 2.904296875, "end_logit": 6.87890625, "text": "en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.0293121337890625 }, { "start_logit": 2.890625, "end_logit": 6.87890625, "text": "era una naci\u00f3n soberana e independiente", "probability": 0.028839111328125 }, { "start_logit": 4.79296875, "end_logit": 4.65234375, "text": "que Singapur era una naci\u00f3n soberana e independiente.", "probability": 0.02093505859375 }, { "start_logit": 4.79296875, "end_logit": 4.625, "text": "que Singapur era una naci\u00f3n soberana e independiente. 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"text": "criminal, Lan", "probability": 0.01146697998046875 }, { "start_logit": 3.0625, "end_logit": -0.032562255859375, "text": "ladr\u00f3n que", "probability": 0.00905609130859375 }, { "start_logit": 2.474609375, "end_logit": 0.5185546875, "text": "vida criminal,", "probability": 0.00872039794921875 }, { "start_logit": 1.9912109375, "end_logit": 0.97265625, "text": "su vida criminal, Lan", "probability": 0.00848388671875 }, { "start_logit": -0.748046875, "end_logit": 3.671875, "text": "Scott Lang fue un ladr\u00f3n", "probability": 0.008148193359375 }, { "start_logit": 2.29296875, "end_logit": 0.5185546875, "text": "criminal,", "probability": 0.007289886474609375 }, { "start_logit": -0.75439453125, "end_logit": 3.5546875, "text": "de su vida criminal", "probability": 0.007205963134765625 }, { "start_logit": 2.474609375, "end_logit": 0.194580078125, "text": "vida criminal, Lang pronto inici\u00f3 una carrera de tiempo completo", "probability": 0.006336212158203125 }, { "start_logit": 2.474609375, "end_logit": 0.091552734375, "text": "vida criminal, Lang", "probability": 0.00569915771484375 }, { "start_logit": 2.474609375, "end_logit": 0.06427001953125, "text": "vida criminal, Lang pronto", "probability": 0.00554656982421875 }, { "start_logit": -1.0400390625, "end_logit": 3.5546875, "text": "parte de su vida criminal", "probability": 0.0054168701171875 }, { "start_logit": 1.9912109375, "end_logit": 0.5185546875, "text": "su vida criminal,", "probability": 0.005374908447265625 } ], "5f495e11551aad314468d095f839f8e0db20e4ad": [ { "start_logit": 3.34375, "end_logit": 4.421875, "text": "Shinkansen (trenes de alta velocidad", "probability": 0.1759033203125 }, { "start_logit": 3.34375, "end_logit": 4.19921875, "text": "Shinkansen", "probability": 0.1407470703125 }, { "start_logit": 3.048828125, "end_logit": 4.421875, "text": "l\u00edneas Shinkansen (trenes de alta velocidad", "probability": 0.1307373046875 }, { "start_logit": 3.048828125, "end_logit": 4.19921875, "text": "l\u00edneas Shinkansen", "probability": 0.10504150390625 }, { "start_logit": 2.71875, "end_logit": 4.421875, "text": "trenes de alta velocidad", "probability": 0.09417724609375 }, { "start_logit": 3.34375, "end_logit": 3.126953125, "text": "Shinkansen (trenes de alta velocidad) de Jap\u00f3n", "probability": 0.048095703125 }, { "start_logit": 3.048828125, "end_logit": 3.126953125, "text": "l\u00edneas Shinkansen (trenes de alta velocidad) de Jap\u00f3n", "probability": 0.035888671875 }, { "start_logit": 1.7294921875, "end_logit": 4.421875, "text": "ocho l\u00edneas Shinkansen (trenes de alta velocidad", "probability": 0.035064697265625 }, { "start_logit": 1.7294921875, "end_logit": 4.19921875, "text": "ocho l\u00edneas Shinkansen", "probability": 0.028045654296875 }, { "start_logit": 3.34375, "end_logit": 2.5625, "text": "Shinkansen (trenes de alta velocidad) de", "probability": 0.02740478515625 }, { "start_logit": 1.4453125, "end_logit": 4.421875, "text": "alta velocidad", "probability": 0.0263519287109375 }, { "start_logit": 2.71875, "end_logit": 3.126953125, "text": "trenes de alta velocidad) de Jap\u00f3n", "probability": 0.0257568359375 }, { "start_logit": 3.048828125, "end_logit": 2.5625, "text": "l\u00edneas Shinkansen (trenes de alta velocidad) de", "probability": 0.0203704833984375 }, { "start_logit": 1.181640625, "end_logit": 4.421875, "text": "inkansen (trenes de alta velocidad", "probability": 0.0202178955078125 }, { "start_logit": 1.181640625, "end_logit": 4.19921875, "text": "inkansen", "probability": 0.0162353515625 }, { "start_logit": 2.71875, "end_logit": 2.5625, "text": "trenes de alta velocidad) de", "probability": 0.01467132568359375 }, { "start_logit": 0.841796875, "end_logit": 4.421875, "text": "sen (trenes de alta velocidad", "probability": 0.01444244384765625 }, { "start_logit": 0.80322265625, "end_logit": 4.421875, "text": "seis de las ocho l\u00edneas Shinkansen (trenes de alta velocidad", "probability": 0.013885498046875 }, { "start_logit": 0.80078125, "end_logit": 4.421875, "text": "las ocho l\u00edneas Shinkansen (trenes de alta velocidad", "probability": 0.01383209228515625 }, { "start_logit": 0.73828125, "end_logit": 4.421875, "text": "enes de alta velocidad", "probability": 0.01299285888671875 } ], "1f78bd8f36bd96b8190f2219f33b632360d98fb9": [ { "start_logit": 3.7890625, "end_logit": 4.94921875, "text": "de las primeras mujeres", "probability": 0.2379150390625 }, { "start_logit": 3.646484375, "end_logit": 4.94921875, "text": "las primeras mujeres", "probability": 0.2066650390625 }, { "start_logit": 3.388671875, "end_logit": 4.94921875, "text": "mujeres", "probability": 0.1597900390625 }, { "start_logit": 2.458984375, "end_logit": 4.94921875, "text": "primeras mujeres", "probability": 0.06304931640625 }, { "start_logit": 3.7890625, "end_logit": 3.572265625, "text": "de las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.0601806640625 }, { "start_logit": 3.646484375, "end_logit": 3.572265625, "text": "las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.052276611328125 }, { "start_logit": 3.388671875, "end_logit": 3.572265625, "text": "mujeres en gobernar un reino helen\u00edstico", "probability": 0.0404052734375 }, { "start_logit": 1.599609375, "end_logit": 4.94921875, "text": "fue de las primeras mujeres", "probability": 0.0266876220703125 }, { "start_logit": 1.26953125, "end_logit": 4.94921875, "text": "Agatoclea fue de las primeras mujeres", "probability": 0.01922607421875 }, { "start_logit": 2.458984375, "end_logit": 3.572265625, "text": "primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.0159454345703125 }, { "start_logit": 3.7890625, "end_logit": 2.236328125, "text": "de las primeras mujeres en gobernar", "probability": 0.01580810546875 }, { "start_logit": 3.7890625, "end_logit": 2.177734375, "text": "de las primeras mujeres en", "probability": 0.0149688720703125 }, { "start_logit": 3.646484375, "end_logit": 2.236328125, "text": "las primeras mujeres en gobernar", "probability": 0.01374053955078125 }, { "start_logit": 3.646484375, "end_logit": 2.177734375, "text": "las primeras mujeres en", "probability": 0.01296234130859375 }, { "start_logit": 3.7890625, "end_logit": 1.8955078125, "text": "de las primeras", "probability": 0.011260986328125 }, { "start_logit": 3.388671875, "end_logit": 2.236328125, "text": "mujeres en gobernar", "probability": 0.01061248779296875 }, { "start_logit": 3.7890625, "end_logit": 1.798828125, "text": "de las primeras mujeres en gobernar un reino helen", "probability": 0.0102081298828125 }, { "start_logit": 3.388671875, "end_logit": 2.177734375, "text": "mujeres en", "probability": 0.010009765625 }, { "start_logit": 3.646484375, "end_logit": 1.8955078125, "text": "las primeras", "probability": 0.0097808837890625 }, { "start_logit": 3.646484375, "end_logit": 1.798828125, "text": "las primeras mujeres en gobernar un reino helen", "probability": 0.00887298583984375 } ], "0f81a8c6a29a57c4ec33d1396648c59e5401c6e4": [ { "start_logit": 3.876953125, "end_logit": 4.890625, "text": "Agatoclea", "probability": 0.444091796875 }, { "start_logit": 3.751953125, "end_logit": 4.390625, "text": "Agatoclea", "probability": 0.2376708984375 }, { "start_logit": 2.412109375, "end_logit": 4.890625, "text": "Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", "probability": 0.10302734375 }, { "start_logit": 1.69140625, "end_logit": 4.890625, "text": ", Agatoclea", "probability": 0.050018310546875 }, { "start_logit": 1.474609375, "end_logit": 4.890625, "text": "caso, Agatoclea", "probability": 0.04034423828125 }, { "start_logit": 2.412109375, "end_logit": 3.435546875, "text": "Agatoclea", "probability": 0.0240020751953125 }, { "start_logit": 3.876953125, "end_logit": 1.94921875, "text": "Agatoclea fue", "probability": 0.0235443115234375 }, { "start_logit": 0.95458984375, "end_logit": 4.390625, "text": "que Agatoclea", "probability": 0.01450347900390625 }, { "start_logit": 0.174072265625, "end_logit": 4.890625, "text": "En cualquier caso, Agatoclea", "probability": 0.01099395751953125 }, { "start_logit": 0.11834716796875, "end_logit": 4.890625, "text": "toclea", "probability": 0.0103607177734375 }, { "start_logit": -0.07470703125, "end_logit": 4.890625, "text": "cualquier caso, Agatoclea", "probability": 0.0085601806640625 }, { "start_logit": 3.751953125, "end_logit": 0.5322265625, "text": "Agatoclea fue", "probability": 0.005031585693359375 }, { "start_logit": -0.65478515625, "end_logit": 4.890625, "text": "lea", "probability": 0.004779815673828125 }, { "start_logit": 3.876953125, "end_logit": 0.2049560546875, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.0041046142578125 }, { "start_logit": -0.8544921875, "end_logit": 4.890625, "text": "clea", "probability": 0.003917694091796875 }, { "start_logit": 3.876953125, "end_logit": 0.07843017578125, "text": "Agatoc", "probability": 0.00360870361328125 }, { "start_logit": -0.9736328125, "end_logit": 4.890625, "text": "Nicias o Teofilo. En cualquier caso, Agatoclea", "probability": 0.003482818603515625 }, { "start_logit": -1.060546875, "end_logit": 4.890625, "text": ". En cualquier caso, Agatoclea", "probability": 0.003185272216796875 }, { "start_logit": 1.69140625, "end_logit": 1.94921875, "text": ", Agatoclea fue", "probability": 0.0026416778564453125 }, { "start_logit": -0.775390625, "end_logit": 4.390625, "text": "toclea", "probability": 0.0025806427001953125 } ], "870de9555bdde4c0cf7b57f623c23542a8a80be2": [ { "start_logit": 5.29296875, "end_logit": 6.74609375, "text": "raza canina", "probability": 0.348876953125 }, { "start_logit": 5.23046875, "end_logit": 6.74609375, "text": "canina", "probability": 0.32763671875 }, { "start_logit": 4.51171875, "end_logit": 6.74609375, "text": "una raza canina", "probability": 0.15966796875 }, { "start_logit": 2.90234375, "end_logit": 6.74609375, "text": "es una raza canina", "probability": 0.03192138671875 }, { "start_logit": 5.29296875, "end_logit": 3.787109375, "text": "raza canina de la familia Spitz", "probability": 0.0180511474609375 }, { "start_logit": 5.23046875, "end_logit": 3.787109375, "text": "canina de la familia Spitz", "probability": 0.0169677734375 }, { "start_logit": 5.29296875, "end_logit": 3.58984375, "text": "raza canina de la familia", "probability": 0.0148468017578125 }, { "start_logit": 5.23046875, "end_logit": 3.58984375, "text": "canina de la familia", "probability": 0.01395416259765625 }, { "start_logit": 5.29296875, "end_logit": 3.353515625, "text": "raza canina de", "probability": 0.011749267578125 }, { "start_logit": 5.23046875, "end_logit": 3.353515625, "text": "canina de", "probability": 0.01103973388671875 }, { "start_logit": 4.51171875, "end_logit": 3.787109375, "text": "una raza canina de la familia Spitz", "probability": 0.00826263427734375 }, { "start_logit": 4.51171875, "end_logit": 3.58984375, "text": "una raza canina de la familia", "probability": 0.006801605224609375 }, { "start_logit": 5.29296875, "end_logit": 2.65625, "text": "raza canina de la familia Spitz, que", "probability": 0.00583648681640625 }, { "start_logit": 5.23046875, "end_logit": 2.65625, "text": "canina de la familia Spitz, que", "probability": 0.00548553466796875 }, { "start_logit": 4.51171875, "end_logit": 3.353515625, "text": "una raza canina de", "probability": 0.00537872314453125 }, { "start_logit": 5.29296875, "end_logit": 2.10546875, "text": "raza canina de la", "probability": 0.0033664703369140625 }, { "start_logit": 5.23046875, "end_logit": 2.10546875, "text": "canina de la", "probability": 0.0031604766845703125 }, { "start_logit": 4.51171875, "end_logit": 2.65625, "text": "una raza canina de la familia Spitz, que", "probability": 0.0026721954345703125 }, { "start_logit": 5.29296875, "end_logit": 1.7607421875, "text": "raza canina de la familia Sp", "probability": 0.0023860931396484375 }, { "start_logit": 5.23046875, "end_logit": 1.7607421875, "text": "canina de la familia Sp", "probability": 0.0022411346435546875 } ], "7e30c453ed3fb010b519036711e71e78014f0c4c": [ { "start_logit": 5.09375, "end_logit": 5.71484375, "text": "un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.28759765625 }, { "start_logit": 4.10546875, "end_logit": 5.71484375, "text": "grandes, probablemente un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.10662841796875 }, { "start_logit": 3.9453125, "end_logit": 5.71484375, "text": "Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.0904541015625 }, { "start_logit": 3.6875, "end_logit": 5.71484375, "text": "probablemente un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.07049560546875 }, { "start_logit": 4.10546875, "end_logit": 5.0, "text": "grandes", "probability": 0.0523681640625 }, { "start_logit": 3.306640625, "end_logit": 5.71484375, "text": "mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.04803466796875 }, { "start_logit": 3.302734375, "end_logit": 5.71484375, "text": "m\u00e1s grandes, probablemente un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.04766845703125 }, { "start_logit": 5.09375, "end_logit": 3.509765625, "text": "un Spitz Alem\u00e1n y un Spitz Volp", "probability": 0.031524658203125 }, { "start_logit": 5.09375, "end_logit": 3.482421875, "text": "un Spitz Alem\u00e1n y un Spitz Volpino. Lo", "probability": 0.0307769775390625 }, { "start_logit": 5.09375, "end_logit": 3.41796875, "text": "un Spitz Alem\u00e1n y un Spitz Vol", "probability": 0.0289154052734375 }, { "start_logit": 5.09375, "end_logit": 3.33203125, "text": "un Spitz Alem\u00e1n y un Spitz Volpino. 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Los", "probability": 0.07757568359375 }, { "start_logit": 4.4296875, "end_logit": 6.9140625, "text": "exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.06793212890625 }, { "start_logit": 4.42578125, "end_logit": 6.9140625, "text": ", larga, lacia y m\u00e1s \u00e1spera", "probability": 0.06793212890625 }, { "start_logit": 6.43359375, "end_logit": 4.66796875, "text": "larga, lacia y m\u00e1s \u00e1s", "probability": 0.053314208984375 }, { "start_logit": 6.43359375, "end_logit": 4.59375, "text": "larga, lacia", "probability": 0.0496826171875 }, { "start_logit": 6.43359375, "end_logit": 4.41796875, "text": "larga, lacia y m\u00e1s \u00e1spera.", "probability": 0.04150390625 }, { "start_logit": 3.888671875, "end_logit": 6.9140625, "text": "la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.03961181640625 }, { "start_logit": 6.43359375, "end_logit": 3.30859375, "text": "larga, lacia y m\u00e1s", "probability": 0.01369476318359375 }, { "start_logit": 2.6640625, "end_logit": 6.9140625, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.01161956787109375 }, { "start_logit": 4.4296875, "end_logit": 5.04296875, "text": "exterior, larga, lacia y m\u00e1s \u00e1spera. 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6.79296875, "text": "Kansas", "probability": 0.78125 }, { "start_logit": 3.65625, "end_logit": 6.79296875, "text": "estado estadounidense de Kansas", "probability": 0.03887939453125 }, { "start_logit": 6.6640625, "end_logit": 3.64453125, "text": "Kansas.", "probability": 0.033782958984375 }, { "start_logit": 3.4765625, "end_logit": 6.79296875, "text": "sas", "probability": 0.0322265625 }, { "start_logit": 6.6640625, "end_logit": 3.365234375, "text": "Kansas. En", "probability": 0.0255126953125 }, { "start_logit": 6.6640625, "end_logit": 3.1640625, "text": "Kan", "probability": 0.02081298828125 }, { "start_logit": 3.015625, "end_logit": 6.79296875, "text": "de Kansas", "probability": 0.0204925537109375 }, { "start_logit": 2.720703125, "end_logit": 6.79296875, "text": "estadounidense de Kansas", "probability": 0.015228271484375 }, { "start_logit": 2.345703125, "end_logit": 6.79296875, "text": "el estado estadounidense de Kansas", "probability": 0.010467529296875 }, { "start_logit": 2.095703125, "end_logit": 6.79296875, "text": "en el estado estadounidense de Kansas", "probability": 0.00815582275390625 }, { "start_logit": 6.6640625, "end_logit": 1.642578125, "text": "Kansas. En el", "probability": 0.00453948974609375 }, { "start_logit": 3.65625, "end_logit": 3.64453125, "text": "estado estadounidense de Kansas.", "probability": 0.0016622543334960938 }, { "start_logit": 3.4765625, "end_logit": 3.64453125, "text": "sas.", "probability": 0.0013895034790039062 }, { "start_logit": 3.65625, "end_logit": 3.365234375, "text": "estado estadounidense de Kansas. En", "probability": 0.0012598037719726562 }, { "start_logit": 3.4765625, "end_logit": 3.365234375, "text": "sas. En", "probability": 0.0010528564453125 }, { "start_logit": 3.65625, "end_logit": 3.1640625, "text": "estado estadounidense de Kan", "probability": 0.0010280609130859375 }, { "start_logit": 3.015625, "end_logit": 3.64453125, "text": "de Kansas.", "probability": 0.0008759498596191406 }, { "start_logit": 3.015625, "end_logit": 3.365234375, "text": "de Kansas. En", "probability": 0.0006642341613769531 }, { "start_logit": 2.720703125, "end_logit": 3.64453125, "text": "estadounidense de Kansas.", "probability": 0.0006537437438964844 }, { "start_logit": -0.509765625, "end_logit": 6.79296875, "text": "kee en el estado estadounidense de Kansas", "probability": 0.0005998611450195312 } ], "f21d0e2102f2c61006944d859703bb10bee814cc": [ { "start_logit": 6.54296875, "end_logit": 7.27734375, "text": "nativos hostiles y enfermedades tropicales", "probability": 0.4306640625 }, { "start_logit": 5.5, "end_logit": 7.27734375, "text": "enfermedades tropicales", "probability": 0.15234375 }, { "start_logit": 6.54296875, "end_logit": 6.1484375, "text": "nativos hostiles", "probability": 0.138671875 }, { "start_logit": 6.54296875, "end_logit": 5.07421875, "text": "nativos hostiles y enfermedades tropicales. Un", "probability": 0.047576904296875 }, { "start_logit": 6.54296875, "end_logit": 4.68359375, "text": "nativos hostiles y enfermedades tropicales.", "probability": 0.032196044921875 }, { "start_logit": 3.791015625, "end_logit": 7.27734375, "text": "llena de nativos hostiles y enfermedades tropicales", "probability": 0.0275115966796875 }, { "start_logit": 3.55859375, "end_logit": 7.27734375, "text": "de nativos hostiles y enfermedades tropicales", "probability": 0.0217742919921875 }, { "start_logit": 3.419921875, "end_logit": 7.27734375, "text": "una tierra llena de nativos hostiles y enfermedades tropicales", "probability": 0.0189208984375 }, { "start_logit": 5.5, "end_logit": 5.07421875, "text": "enfermedades tropicales. Un", "probability": 0.0168304443359375 }, { "start_logit": 3.29296875, "end_logit": 7.27734375, "text": "encontraron una tierra llena de nativos hostiles y enfermedades tropicales", "probability": 0.0167083740234375 }, { "start_logit": 6.54296875, "end_logit": 4.01953125, "text": "nativos hostiles y enfermedades", "probability": 0.016571044921875 }, { "start_logit": 6.54296875, "end_logit": 3.9609375, "text": "nativos hostiles y enfermedades tropicales. Un a\u00f1o", "probability": 0.01555633544921875 }, { "start_logit": 5.5, "end_logit": 4.68359375, "text": "enfermedades tropicales.", "probability": 0.01139068603515625 }, { "start_logit": 3.791015625, "end_logit": 6.1484375, "text": "llena de nativos hostiles", "probability": 0.00887298583984375 }, { "start_logit": 2.6171875, "end_logit": 7.27734375, "text": "hostiles y enfermedades tropicales", "probability": 0.00846099853515625 }, { "start_logit": 2.583984375, "end_logit": 7.27734375, "text": "tierra llena de nativos hostiles y enfermedades tropicales", "probability": 0.00820159912109375 }, { "start_logit": 6.54296875, "end_logit": 3.263671875, "text": "nativos hostiles y", "probability": 0.0077667236328125 }, { "start_logit": 3.55859375, "end_logit": 6.1484375, "text": "de nativos hostiles", "probability": 0.00701904296875 }, { "start_logit": 2.36328125, "end_logit": 7.27734375, "text": "tiles y enfermedades tropicales", "probability": 0.006591796875 }, { "start_logit": 3.419921875, "end_logit": 6.1484375, "text": "una tierra llena de nativos hostiles", "probability": 0.00614166259765625 } ], "b451d9e2e62b6537779707b510ba207032ee6a25": [ { "start_logit": 1.1318359375, "end_logit": 2.1015625, "text": "plantaciones", "probability": 0.467529296875 }, { "start_logit": -0.51123046875, "end_logit": 2.1015625, "text": "rodeada por plantaciones", "probability": 0.09027099609375 }, { "start_logit": -0.69384765625, "end_logit": 2.1015625, "text": "Cayena, la capital, fue rodeada por plantaciones", "probability": 0.07525634765625 }, { "start_logit": -0.96240234375, "end_logit": 2.1015625, "text": "capital, fue rodeada por plantaciones", "probability": 0.0574951171875 }, { "start_logit": -1.0830078125, "end_logit": 2.1015625, "text": "la capital, fue rodeada por plantaciones", "probability": 0.051055908203125 }, { "start_logit": 1.1318359375, "end_logit": -0.1302490234375, "text": "plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos", "probability": 0.050140380859375 }, { "start_logit": 1.1318359375, "end_logit": -0.239990234375, "text": "plantaciones, algunas", "probability": 0.04486083984375 }, { "start_logit": -1.2919921875, "end_logit": 2.1015625, "text": "por plantaciones", "probability": 0.04132080078125 }, { "start_logit": 1.1318359375, "end_logit": -0.818359375, "text": "plantaciones,", "probability": 0.025177001953125 }, { "start_logit": -2.20703125, "end_logit": 2.1015625, "text": "fue rodeada por plantaciones", "probability": 0.016571044921875 }, { "start_logit": -2.505859375, "end_logit": 2.1015625, "text": "ena, la capital, fue rodeada por plantaciones", "probability": 0.01229095458984375 }, { "start_logit": -0.51123046875, "end_logit": -0.1302490234375, "text": "rodeada por plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos", "probability": 0.00970458984375 }, { "start_logit": 1.1318359375, "end_logit": -1.8056640625, "text": "plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos.", "probability": 0.00939178466796875 }, { "start_logit": -0.51123046875, "end_logit": -0.239990234375, "text": "rodeada por plantaciones, algunas", "probability": 0.008697509765625 }, { "start_logit": -0.69384765625, "end_logit": -0.1302490234375, "text": "Cayena, la capital, fue rodeada por plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos", "probability": 0.00807952880859375 }, { "start_logit": -3.01953125, "end_logit": 2.1015625, "text": ". Cayena, la capital, fue rodeada por plantaciones", "probability": 0.007354736328125 }, { "start_logit": -0.69384765625, "end_logit": -0.239990234375, "text": "Cayena, la capital, fue rodeada por plantaciones, algunas", "probability": 0.007236480712890625 }, { "start_logit": -0.96240234375, "end_logit": -0.1302490234375, "text": "capital, fue rodeada por plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos", "probability": 0.006168365478515625 }, { "start_logit": -0.96240234375, "end_logit": -0.239990234375, "text": "capital, fue rodeada por plantaciones, algunas", "probability": 0.005527496337890625 }, { "start_logit": -1.0830078125, "end_logit": -0.1302490234375, "text": "la capital, fue rodeada por plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos", "probability": 0.00548553466796875 } ], "70400b3b5b5ca3c293c38d36b9606b8fa90880f2": [ { "start_logit": 6.2109375, "end_logit": 6.24609375, "text": "1951", "probability": 0.86328125 }, { "start_logit": 6.2109375, "end_logit": 3.513671875, "text": "1951. En", "probability": 0.056488037109375 }, { "start_logit": 2.876953125, "end_logit": 6.24609375, "text": "en 1951", "probability": 0.0309600830078125 }, { "start_logit": 6.2109375, "end_logit": 2.669921875, "text": "1951.", "probability": 0.0243072509765625 }, { "start_logit": 1.80859375, "end_logit": 6.24609375, "text": "formalmente en 1951", "probability": 0.0106201171875 }, { "start_logit": 6.2109375, "end_logit": 1.3125, "text": "1951. En primer", "probability": 0.0062408447265625 }, { "start_logit": 2.876953125, "end_logit": 3.513671875, "text": "en 1951. En", "probability": 0.002010345458984375 }, { "start_logit": 0.01293182373046875, "end_logit": 6.24609375, "text": "cerradas formalmente en 1951", "probability": 0.0017604827880859375 }, { "start_logit": 2.876953125, "end_logit": 2.669921875, "text": "en 1951.", "probability": 0.0008645057678222656 }, { "start_logit": 1.80859375, "end_logit": 3.513671875, "text": "formalmente en 1951. En", "probability": 0.0006895065307617188 }, { "start_logit": -1.3984375, "end_logit": 6.24609375, "text": "fueron cerradas formalmente en 1951", "probability": 0.0004298686981201172 }, { "start_logit": 2.876953125, "end_logit": 1.85546875, "text": "en", "probability": 0.00038361549377441406 }, { "start_logit": 6.2109375, "end_logit": -1.56640625, "text": "1951. En primer lugar", "probability": 0.00035071372985839844 }, { "start_logit": 1.12109375, "end_logit": 3.513671875, "text": ". En", "probability": 0.0003466606140136719 }, { "start_logit": 1.80859375, "end_logit": 2.669921875, "text": "formalmente en 1951.", "probability": 0.0002963542938232422 }, { "start_logit": -1.767578125, "end_logit": 6.24609375, "text": ", fueron cerradas formalmente en 1951", "probability": 0.0002963542938232422 }, { "start_logit": 0.92919921875, "end_logit": 3.513671875, "text": "En", "probability": 0.00028514862060546875 }, { "start_logit": 2.876953125, "end_logit": 1.3125, "text": "en 1951. En primer", "probability": 0.00022208690643310547 }, { "start_logit": -2.341796875, "end_logit": 6.24609375, "text": "Diablo, fueron cerradas formalmente en 1951", "probability": 0.00016760826110839844 }, { "start_logit": 1.12109375, "end_logit": 2.669921875, "text": ".", "probability": 0.00014913082122802734 } ], "db8ad238e636314edbb75c8eeba02bf6cb87b003": [ { "start_logit": 6.328125, "end_logit": 6.67578125, "text": "1956", "probability": 0.8291015625 }, { "start_logit": 3.529296875, "end_logit": 6.67578125, "text": "en 1956", "probability": 0.050567626953125 }, { "start_logit": 6.328125, "end_logit": 3.546875, "text": "1956 el", "probability": 0.03643798828125 }, { "start_logit": 3.12109375, "end_logit": 6.67578125, "text": "pero en 1956", "probability": 0.03369140625 }, { "start_logit": 6.328125, "end_logit": 3.216796875, "text": "1956 el pa\u00eds", "probability": 0.0262451171875 }, { "start_logit": 1.22265625, "end_logit": 6.67578125, "text": "brit\u00e1nico, pero en 1956", "probability": 0.005046844482421875 }, { "start_logit": 1.0732421875, "end_logit": 6.67578125, "text": ", pero en 1956", "probability": 0.004352569580078125 }, { "start_logit": 6.328125, "end_logit": 0.759765625, "text": "1956 el pa\u00eds aprob\u00f3", "probability": 0.002239227294921875 }, { "start_logit": 3.529296875, "end_logit": 3.546875, "text": "en 1956 el", "probability": 0.0022220611572265625 }, { "start_logit": 3.529296875, "end_logit": 3.216796875, "text": "en 1956 el pa\u00eds", "probability": 0.00159454345703125 }, { "start_logit": 3.12109375, "end_logit": 3.546875, "text": "pero en 1956 el", "probability": 0.0014743804931640625 }, { "start_logit": 3.048828125, "end_logit": 3.546875, "text": "el", "probability": 0.0013685226440429688 }, { "start_logit": 3.529296875, "end_logit": 2.806640625, "text": "en", "probability": 0.0010576248168945312 }, { "start_logit": 3.12109375, "end_logit": 3.216796875, "text": "pero en 1956 el pa\u00eds", "probability": 0.0010576248168945312 }, { "start_logit": 3.048828125, "end_logit": 3.216796875, "text": "el pa\u00eds", "probability": 0.0009860992431640625 }, { "start_logit": 6.328125, "end_logit": -0.278076171875, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n", "probability": 0.0007953643798828125 }, { "start_logit": 3.12109375, "end_logit": 2.806640625, "text": "pero en", "probability": 0.0007047653198242188 }, { "start_logit": -1.083984375, "end_logit": 6.67578125, "text": "dominio brit\u00e1nico, pero en 1956", "probability": 0.0005035400390625 }, { "start_logit": 6.328125, "end_logit": -1.39453125, "text": "1956 el pa\u00eds aprob\u00f3 una", "probability": 0.0002613067626953125 }, { "start_logit": 1.6357421875, "end_logit": 3.216796875, "text": "pa\u00eds", "probability": 0.00023984909057617188 } ], "591cb0ca8cd77c353771552981009609a8a7b932": [ { "start_logit": 3.041015625, "end_logit": 2.9765625, "text": "m\u00fasica folk", "probability": 0.164794921875 }, { "start_logit": 3.041015625, "end_logit": 2.443359375, "text": "m\u00fasica folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y persa", "probability": 0.096923828125 }, { "start_logit": 2.41796875, "end_logit": 2.9765625, "text": "la m\u00fasica folk", "probability": 0.088623046875 }, { "start_logit": 2.314453125, "end_logit": 2.9765625, "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": 0.0797119140625 }, { "start_logit": 2.17578125, "end_logit": 2.9765625, "text": "folk", "probability": 0.06951904296875 }, { "start_logit": 2.314453125, "end_logit": 2.677734375, "text": "m\u00fasica pop", "probability": 0.059234619140625 }, { "start_logit": 3.041015625, "end_logit": 1.84375, "text": "m\u00fasica folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y persa en Pakist\u00e1n", "probability": 0.053070068359375 }, { "start_logit": 2.41796875, "end_logit": 2.443359375, "text": "la m\u00fasica folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y persa", "probability": 0.0518798828125 }, { "start_logit": 1.7734375, "end_logit": 2.9765625, "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": 0.046478271484375 }, { "start_logit": 2.17578125, "end_logit": 2.443359375, "text": "folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y persa", "probability": 0.04071044921875 }, { "start_logit": 3.041015625, "end_logit": 1.4423828125, "text": "m\u00fasica folk. La", "probability": 0.03564453125 }, { "start_logit": 1.7734375, "end_logit": 2.677734375, "text": "la m\u00fasica pop", "probability": 0.0345458984375 }, { "start_logit": 3.041015625, "end_logit": 1.314453125, "text": "m\u00fasica folk. La aparici\u00f3n", "probability": 0.031341552734375 }, { "start_logit": 2.41796875, "end_logit": 1.84375, "text": "la m\u00fasica folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y persa en Pakist\u00e1n", "probability": 0.028533935546875 }, { "start_logit": 1.6123046875, "end_logit": 2.443359375, "text": "pashto y persa", "probability": 0.0232086181640625 }, { "start_logit": 2.17578125, "end_logit": 1.84375, "text": "folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y persa en Pakist\u00e1n", "probability": 0.02239990234375 }, { "start_logit": 2.41796875, "end_logit": 1.4423828125, "text": "la m\u00fasica folk. La", "probability": 0.0190887451171875 }, { "start_logit": 3.041015625, "end_logit": 0.79345703125, "text": "m\u00fasica folk. La aparici\u00f3n de refugiados afganos en las provincias fronterizas ha reavivado las m\u00fasicas pashto y per", "probability": 0.0186004638671875 }, { "start_logit": 3.041015625, "end_logit": 0.75830078125, "text": "m\u00fasica folk. 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"probability": 0.0024967193603515625 } ], "eedc694ea7e79f1733bc3bdc57bcdd873d281863": [ { "start_logit": 3.11328125, "end_logit": 2.130859375, "text": "Junior Heavyweight Tag Team", "probability": 0.18994140625 }, { "start_logit": 3.11328125, "end_logit": 1.9921875, "text": "Junior", "probability": 0.1656494140625 }, { "start_logit": 3.11328125, "end_logit": 1.8740234375, "text": "Junior Heavyweight Tag Team Championship", "probability": 0.1473388671875 }, { "start_logit": 3.11328125, "end_logit": 1.1689453125, "text": "Junior Heavyweight Tag Team Champion", "probability": 0.0726318359375 }, { "start_logit": 3.11328125, "end_logit": 0.90966796875, "text": "Junior Heavyweight", "probability": 0.05615234375 }, { "start_logit": 3.11328125, "end_logit": 0.7099609375, "text": "Junior Heavy", "probability": 0.045989990234375 }, { "start_logit": 1.6728515625, "end_logit": 2.130859375, "text": "Heavyweight Tag Team", "probability": 0.04510498046875 }, { "start_logit": 3.11328125, "end_logit": 0.458984375, "text": "Junior Heavyweight Tag", "probability": 0.035736083984375 }, { "start_logit": 1.6728515625, "end_logit": 1.8740234375, "text": "Heavyweight Tag Team Championship", "probability": 0.034881591796875 }, { "start_logit": 1.3193359375, "end_logit": 2.130859375, "text": "IWGP Junior Heavyweight Tag Team", "probability": 0.0316162109375 }, { "start_logit": 1.3193359375, "end_logit": 1.9921875, "text": "IWGP Junior", "probability": 0.027557373046875 }, { "start_logit": 3.11328125, "end_logit": 0.1363525390625, "text": "Junior Heavyweight Tag Team Championship (", "probability": 0.0258941650390625 }, { "start_logit": 1.3193359375, "end_logit": 1.8740234375, "text": "IWGP Junior Heavyweight Tag Team Championship", "probability": 0.02447509765625 }, { "start_logit": 1.6728515625, "end_logit": 1.1689453125, "text": "Heavyweight Tag Team Champion", "probability": 0.0172271728515625 }, { "start_logit": 3.11328125, "end_logit": -0.27587890625, "text": "Junior Heavyweight Tag 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6.66796875, "text": "a\u00f1os", "probability": 0.025054931640625 }, { "start_logit": 6.03125, "end_logit": 3.6171875, "text": "135 a\u00f1os de su", "probability": 0.0143890380859375 }, { "start_logit": 6.03125, "end_logit": 3.55859375, "text": "135 a\u00f1os de su existencia. Cre", "probability": 0.01361083984375 }, { "start_logit": 2.828125, "end_logit": 6.66796875, "text": "durante los aproximadamente 135 a\u00f1os", "probability": 0.0124053955078125 }, { "start_logit": 5.78515625, "end_logit": 3.6171875, "text": "aproximadamente 135 a\u00f1os de su", "probability": 0.01128387451171875 }, { "start_logit": 5.78515625, "end_logit": 3.55859375, "text": "aproximadamente 135 a\u00f1os de su existencia. Cre", "probability": 0.0106048583984375 }, { "start_logit": 3.85546875, "end_logit": 5.35546875, "text": "los aproximadamente 135", "probability": 0.00928497314453125 }, { "start_logit": 6.03125, "end_logit": 3.041015625, "text": "135 a\u00f1os de su existencia.", "probability": 0.0080718994140625 }, { "start_logit": 5.78515625, "end_logit": 3.041015625, "text": "aproximadamente 135 a\u00f1os de su existencia.", "probability": 0.0063323974609375 }, { "start_logit": 3.85546875, "end_logit": 4.8984375, "text": "los aproximadamente 135 a\u00f1os de", "probability": 0.005855560302734375 }, { "start_logit": 5.78515625, "end_logit": 2.900390625, "text": "aproximadamente", "probability": 0.005504608154296875 } ], "46f9a3a3689a37e2b0d466155e5a62baa790093b": [ { "start_logit": 5.23046875, "end_logit": 6.5859375, "text": "comercio y agricultura", "probability": 0.568359375 }, { "start_logit": 3.8515625, "end_logit": 6.5859375, "text": "del intenso comercio y agricultura", "probability": 0.1436767578125 }, { "start_logit": 3.607421875, "end_logit": 6.5859375, "text": "intenso comercio y agricultura", "probability": 0.11279296875 }, { "start_logit": 2.74609375, "end_logit": 6.5859375, "text": "tambi\u00e9n del intenso comercio y agricultura", "probability": 0.04736328125 }, { "start_logit": 5.23046875, "end_logit": 3.779296875, "text": "comercio y agricultura. El", "probability": 0.034393310546875 }, { "start_logit": 5.23046875, "end_logit": 2.76171875, "text": "comercio y agricultura. El emira", "probability": 0.01245880126953125 }, { "start_logit": 5.23046875, "end_logit": 2.591796875, "text": "comercio y agricultura.", "probability": 0.01049041748046875 }, { "start_logit": 5.23046875, "end_logit": 2.560546875, "text": "comercio", "probability": 0.01016998291015625 }, { "start_logit": 3.8515625, "end_logit": 3.779296875, "text": "del intenso comercio y agricultura. El", "probability": 0.008697509765625 }, { "start_logit": 0.9140625, "end_logit": 6.5859375, "text": "sino tambi\u00e9n del intenso comercio y agricultura", "probability": 0.0076141357421875 }, { "start_logit": 3.607421875, "end_logit": 3.779296875, "text": "intenso comercio y agricultura. 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6.953125, "text": "Osborne no hab\u00eda asistido a la iglesia en casi tres a\u00f1os debido a una larga enfermedad", "probability": 0.0031108856201171875 }, { "start_logit": -0.0316162109375, "end_logit": 6.953125, "text": "casi tres a\u00f1os debido a una larga enfermedad", "probability": 0.0031108856201171875 }, { "start_logit": 3.7109375, "end_logit": 3.20703125, "text": "debido a una larga enfermedad,", "probability": 0.0030975341796875 }, { "start_logit": 4.8515625, "end_logit": 1.958984375, "text": "larga enfermedad, y todav\u00eda", "probability": 0.002788543701171875 }, { "start_logit": 3.7109375, "end_logit": 3.09765625, "text": "debido a una larga enfermedad, y", "probability": 0.002777099609375 }, { "start_logit": 4.8515625, "end_logit": 1.90234375, "text": "larga", "probability": 0.0026302337646484375 }, { "start_logit": 4.39453125, "end_logit": 1.958984375, "text": "una larga enfermedad, y todav\u00eda", "probability": 0.001758575439453125 }, { "start_logit": 3.13671875, "end_logit": 3.20703125, "text": "enfermedad,", "probability": 0.0017452239990234375 }, { "start_logit": 4.39453125, "end_logit": 1.90234375, "text": "una larga", "probability": 0.0016651153564453125 } ], "049e6e157a2c580e4371721d8bbe24150e820e97": [ { "start_logit": 6.01953125, "end_logit": 6.55859375, "text": "pel\u00edcula de 1996", "probability": 0.218994140625 }, { "start_logit": 5.9765625, "end_logit": 6.55859375, "text": "de 1996", "probability": 0.208984375 }, { "start_logit": 5.1796875, "end_logit": 6.55859375, "text": "1996", "probability": 0.09417724609375 }, { "start_logit": 6.01953125, "end_logit": 5.32421875, "text": "pel\u00edcula de", "probability": 0.063720703125 }, { "start_logit": 6.01953125, "end_logit": 5.31640625, "text": "pel\u00edcula de 1996. En", "probability": 0.063232421875 }, { "start_logit": 5.9765625, "end_logit": 5.32421875, "text": "de", "probability": 0.060791015625 }, { "start_logit": 5.9765625, "end_logit": 5.31640625, "text": "de 1996. En", "probability": 0.060791015625 }, { "start_logit": 5.1796875, "end_logit": 5.31640625, "text": "1996. En", "probability": 0.02740478515625 }, { "start_logit": 6.01953125, "end_logit": 4.43359375, "text": "pel\u00edcula de 1996.", "probability": 0.026153564453125 }, { "start_logit": 5.9765625, "end_logit": 4.43359375, "text": "de 1996.", "probability": 0.0249481201171875 }, { "start_logit": 3.76171875, "end_logit": 6.55859375, "text": "adaptaci\u00f3n en pel\u00edcula de 1996", "probability": 0.0229034423828125 }, { "start_logit": 6.01953125, "end_logit": 4.21484375, "text": "pel\u00edcula de 1996. 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En el", "probability": 0.009033203125 }, { "start_logit": 3.76171875, "end_logit": 5.32421875, "text": "adaptaci\u00f3n en pel\u00edcula de", "probability": 0.0066680908203125 } ], "b13edbb194b86f676d410a01715d80d7e612ddd8": [ { "start_logit": 3.630859375, "end_logit": 4.8359375, "text": "gravedad", "probability": 0.4052734375 }, { "start_logit": 3.310546875, "end_logit": 4.8359375, "text": "la gravedad", "probability": 0.29443359375 }, { "start_logit": 3.630859375, "end_logit": 2.52734375, "text": "gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica o la interacci\u00f3n nuclear fuerte", "probability": 0.040130615234375 }, { "start_logit": 1.134765625, "end_logit": 4.8359375, "text": "interacciones fundamentales. 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"text": "equipo muy preciso", "probability": 0.1856689453125 }, { "start_logit": 4.515625, "end_logit": 7.56640625, "text": "hace falta un equipo muy preciso", "probability": 0.05316162109375 }, { "start_logit": 4.4375, "end_logit": 7.56640625, "text": "falta un equipo muy preciso", "probability": 0.049163818359375 }, { "start_logit": 6.74609375, "end_logit": 5.15234375, "text": "un equipo muy preciso para", "probability": 0.04443359375 }, { "start_logit": 6.74609375, "end_logit": 4.7734375, "text": "un equipo", "probability": 0.0302886962890625 }, { "start_logit": 3.91796875, "end_logit": 7.56640625, "text": "muy preciso", "probability": 0.02935791015625 }, { "start_logit": 6.74609375, "end_logit": 4.51171875, "text": "un equipo muy", "probability": 0.0234222412109375 }, { "start_logit": 5.765625, "end_logit": 5.15234375, "text": "equipo muy preciso para", "probability": 0.0167388916015625 }, { "start_logit": 6.74609375, "end_logit": 4.15234375, "text": "un equipo muy preciso para 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equipo", "probability": 0.0032672882080078125 }, { "start_logit": 4.4375, "end_logit": 4.7734375, "text": "falta un equipo", "probability": 0.0030231475830078125 }, { "start_logit": 1.509765625, "end_logit": 7.56640625, "text": ", hace falta un equipo muy preciso", "probability": 0.00264739990234375 } ], "9a376e789d10ecea2b7b469d38895ff2739a2551": [ { "start_logit": 7.015625, "end_logit": 7.83203125, "text": "Ptolomeo", "probability": 0.481201171875 }, { "start_logit": 6.20703125, "end_logit": 7.83203125, "text": "griego Ptolomeo", "probability": 0.2152099609375 }, { "start_logit": 7.015625, "end_logit": 5.71875, "text": "Ptolomeo registr\u00f3", "probability": 0.058380126953125 }, { "start_logit": 4.828125, "end_logit": 7.83203125, "text": "el astr\u00f3nomo griego Ptolomeo", "probability": 0.053985595703125 }, { "start_logit": 4.51953125, "end_logit": 7.83203125, "text": "astr\u00f3nomo griego Ptolomeo", "probability": 0.039794921875 }, { "start_logit": 4.37109375, "end_logit": 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"T\u00e1cito escribi\u00f3", "probability": 0.0802001953125 }, { "start_logit": 3.703125, "end_logit": 7.15625, "text": "cito", "probability": 0.041595458984375 }, { "start_logit": 3.40234375, "end_logit": 7.15625, "text": ". T\u00e1cito", "probability": 0.030914306640625 }, { "start_logit": 3.279296875, "end_logit": 7.15625, "text": "imperio. T\u00e1cito", "probability": 0.02728271484375 }, { "start_logit": 6.62890625, "end_logit": 3.0390625, "text": "T\u00e1", "probability": 0.01268768310546875 }, { "start_logit": 1.8544921875, "end_logit": 7.15625, "text": "formales del imperio. T\u00e1cito", "probability": 0.006534576416015625 }, { "start_logit": 1.828125, "end_logit": 7.15625, "text": "del imperio. T\u00e1cito", "probability": 0.006378173828125 }, { "start_logit": 3.703125, "end_logit": 4.88671875, "text": "cito escribi\u00f3", "probability": 0.004314422607421875 }, { "start_logit": 6.62890625, "end_logit": 1.7724609375, "text": "T\u00e1cito escribi\u00f3 que", "probability": 0.0035533905029296875 }, { "start_logit": 3.40234375, "end_logit": 4.88671875, "text": ". T\u00e1cito escribi\u00f3", "probability": 0.0031833648681640625 }, { "start_logit": 3.279296875, "end_logit": 4.88671875, "text": "imperio. T\u00e1cito escribi\u00f3", "probability": 0.0028095245361328125 }, { "start_logit": 0.58203125, "end_logit": 7.15625, "text": "l\u00edmites formales del imperio. T\u00e1cito", "probability": 0.001834869384765625 }, { "start_logit": 6.62890625, "end_logit": 0.796875, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania y que regresar\u00eda para recobrar el poder. Juvenal", "probability": 0.0013427734375 }, { "start_logit": 6.62890625, "end_logit": 0.399169921875, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania y que regresar\u00eda para recobrar el poder", "probability": 0.0009012222290039062 }, { "start_logit": 6.62890625, "end_logit": 0.39404296875, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s", "probability": 0.0008978843688964844 }, { "start_logit": 6.62890625, "end_logit": 0.2403564453125, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania", "probability": 0.0007710456848144531 }, { "start_logit": 1.8544921875, "end_logit": 4.88671875, "text": "formales del imperio. T\u00e1cito escribi\u00f3", "probability": 0.0006775856018066406 }, { "start_logit": 1.828125, "end_logit": 4.88671875, "text": "del imperio. T\u00e1cito escribi\u00f3", "probability": 0.0006594657897949219 }, { "start_logit": 1.6416015625, "end_logit": 4.88671875, "text": "escribi\u00f3", "probability": 0.0005469322204589844 } ], "223e2db32044ac402fd1edafcbec4f7f40fa6a7c": [ { "start_logit": 4.61328125, "end_logit": 5.86328125, "text": "probablemente fueron ignoradas", "probability": 0.1666259765625 }, { "start_logit": 4.5703125, "end_logit": 5.86328125, "text": "ignoradas", "probability": 0.1602783203125 }, { "start_logit": 4.45703125, "end_logit": 5.86328125, "text": "fueron ignoradas", "probability": 0.142578125 }, { "start_logit": 4.61328125, "end_logit": 4.9140625, "text": "probablemente fueron ignoradas. Hubo", "probability": 0.06475830078125 }, { "start_logit": 4.5703125, "end_logit": 4.9140625, "text": "ignoradas. Hubo", "probability": 0.061798095703125 }, { "start_logit": 4.45703125, "end_logit": 4.9140625, "text": "fueron ignoradas. Hubo", "probability": 0.055389404296875 }, { "start_logit": 3.431640625, "end_logit": 5.86328125, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", "probability": 0.051239013671875 }, { "start_logit": 3.076171875, "end_logit": 5.86328125, "text": "atenci\u00f3n probablemente fueron ignoradas", "probability": 0.0357666015625 }, { "start_logit": 4.61328125, "end_logit": 4.2890625, "text": "probablemente fueron ignoradas. Hubo poca", "probability": 0.03466796875 }, { "start_logit": 4.5703125, "end_logit": 4.2890625, "text": "ignoradas. Hubo poca", "probability": 0.0330810546875 }, { "start_logit": 4.45703125, "end_logit": 4.2890625, "text": "fueron ignoradas. Hubo poca", "probability": 0.0296478271484375 }, { "start_logit": 4.61328125, "end_logit": 3.8359375, "text": "probablemente fueron ignoradas.", "probability": 0.02203369140625 }, { "start_logit": 4.5703125, "end_logit": 3.8359375, "text": "ignoradas.", "probability": 0.0210113525390625 }, { "start_logit": 4.61328125, "end_logit": 3.7734375, "text": "probablemente fueron ignor", "probability": 0.0207061767578125 }, { "start_logit": 4.5703125, "end_logit": 3.7734375, "text": "ignor", "probability": 0.0197601318359375 }, { "start_logit": 3.431640625, "end_logit": 4.9140625, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas. Hubo", "probability": 0.0197601318359375 }, { "start_logit": 4.45703125, "end_logit": 3.8359375, "text": "fueron ignoradas.", "probability": 0.0188446044921875 }, { "start_logit": 4.45703125, "end_logit": 3.7734375, "text": "fueron ignor", "probability": 0.0177001953125 }, { "start_logit": 3.076171875, "end_logit": 4.9140625, "text": "atenci\u00f3n probablemente fueron ignoradas. Hubo", "probability": 0.01389312744140625 }, { "start_logit": 3.431640625, "end_logit": 4.2890625, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas. Hubo poca", "probability": 0.01056671142578125 } ], "442146a6017db07fb0fe5442d7956a620bb1bff5": [ { "start_logit": 6.00390625, "end_logit": 4.640625, "text": "diferencias de opini\u00f3n", "probability": 0.151123046875 }, { "start_logit": 6.00390625, "end_logit": 4.38671875, "text": "diferencias de opini\u00f3n con \u0130", "probability": 0.11767578125 }, { "start_logit": 5.71484375, "end_logit": 4.640625, "text": "Las diferencias de opini\u00f3n", "probability": 0.11407470703125 }, { "start_logit": 6.00390625, "end_logit": 4.22265625, "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc", "probability": 0.09991455078125 }, { "start_logit": 5.71484375, "end_logit": 4.38671875, "text": "Las diferencias de opini\u00f3n con \u0130", "probability": 0.08819580078125 }, { "start_logit": 5.71484375, "end_logit": 4.22265625, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc", "probability": 0.0748291015625 }, { "start_logit": 6.00390625, "end_logit": 3.501953125, "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le", "probability": 0.048675537109375 }, { "start_logit": 6.00390625, "end_logit": 3.46875, "text": "diferencias de opini\u00f3n con", "probability": 0.04681396484375 }, { "start_logit": 6.00390625, "end_logit": 3.220703125, "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le llevaron", "probability": 0.0367431640625 }, { "start_logit": 5.71484375, "end_logit": 3.501953125, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le", "probability": 0.03643798828125 }, { "start_logit": 5.71484375, "end_logit": 3.46875, "text": "Las diferencias de opini\u00f3n con", "probability": 0.03533935546875 }, { "start_logit": 5.71484375, "end_logit": 3.220703125, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le llevaron", "probability": 0.02752685546875 }, { "start_logit": 6.00390625, "end_logit": 2.759765625, "text": "diferencias de opini\u00f3n con \u0130", "probability": 0.023162841796875 }, { "start_logit": 6.00390625, "end_logit": 2.4765625, "text": "diferencias de opini\u00f3n con \u0130n\u00f6n", "probability": 0.0175018310546875 }, { "start_logit": 5.71484375, "end_logit": 2.759765625, "text": "Las diferencias de opini\u00f3n con \u0130", "probability": 0.017364501953125 }, { "start_logit": 6.00390625, "end_logit": 2.42578125, "text": "diferencias de opini\u00f3n con \u0130n\u00f6", "probability": 0.016571044921875 }, { "start_logit": 6.00390625, "end_logit": 2.181640625, "text": "diferencias de opini\u00f3n con \u0130n", "probability": 0.01299285888671875 }, { "start_logit": 5.71484375, "end_logit": 2.4765625, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n", "probability": 0.01299285888671875 }, { "start_logit": 5.71484375, "end_logit": 2.42578125, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6", "probability": 0.0124053955078125 }, { "start_logit": 5.71484375, "end_logit": 2.181640625, "text": "Las diferencias de opini\u00f3n con \u0130n", "probability": 0.00974273681640625 } ], "ea30cdd66f08f540f72b39a624e7a9e61df232e3": [ { "start_logit": 5.3671875, "end_logit": 4.72265625, "text": "1966", "probability": 0.96240234375 }, { "start_logit": 5.3671875, "end_logit": 0.1910400390625, "text": "1966.[", "probability": 0.01032257080078125 }, { "start_logit": 5.3671875, "end_logit": 0.11810302734375, "text": "1966.", "probability": 0.00958251953125 }, { "start_logit": 0.292724609375, "end_logit": 4.72265625, "text": "en 1966", "probability": 0.006000518798828125 }, { "start_logit": 5.3671875, "end_logit": -0.552734375, "text": "1966.[1", "probability": 0.004894256591796875 }, { "start_logit": 5.3671875, "end_logit": -1.6162109375, "text": "1966.[1]\u200b Le", "probability": 0.0016918182373046875 }, { "start_logit": 5.3671875, "end_logit": -1.6953125, "text": "1966.[1]\u200b Le fueron", "probability": 0.0015649795532226562 }, { "start_logit": -1.712890625, "end_logit": 4.72265625, "text": "tado en 1966", "probability": 0.0008053779602050781 }, { "start_logit": 5.3671875, "end_logit": -2.50390625, "text": "1966.[1]\u200b Le fueron restaurados sus plenos derechos pol\u00edticos en 1974", "probability": 0.0006971359252929688 }, { "start_logit": -2.1328125, "end_logit": 4.72265625, "text": "Bayar fue indultado en 1966", "probability": 0.000530242919921875 }, { "start_logit": 5.3671875, "end_logit": -2.978515625, "text": "1966.[1]", "probability": 0.0004343986511230469 }, { "start_logit": -2.7890625, "end_logit": 4.72265625, "text": "indultado en 1966", "probability": 0.0002760887145996094 }, { "start_logit": 5.3671875, "end_logit": -3.892578125, "text": "1966.[1]\u200b Le fueron resta", "probability": 0.0001741647720336914 }, { "start_logit": -4.0234375, "end_logit": 4.72265625, "text": "ar fue indultado en 1966", "probability": 8.034706115722656e-05 }, { "start_logit": 0.292724609375, "end_logit": 0.1910400390625, "text": "en 1966.[", "probability": 6.461143493652344e-05 }, { "start_logit": 0.292724609375, "end_logit": 0.11810302734375, "text": "en 1966.", "probability": 6.020069122314453e-05 }, { "start_logit": -4.41796875, "end_logit": 4.72265625, "text": "fue indultado en 1966", "probability": 5.4001808166503906e-05 }, { "start_logit": 0.292724609375, "end_logit": -0.552734375, "text": "en 1966.[1", "probability": 3.075599670410156e-05 }, { "start_logit": -0.92431640625, "end_logit": 0.1910400390625, "text": ".[", "probability": 1.9073486328125e-05 }, { "start_logit": -0.92431640625, "end_logit": 0.11810302734375, "text": ".", "probability": 1.7762184143066406e-05 } ], "3a6f61347e39a7e850853a79ca4bf2572fdd9ca2": [ { "start_logit": 6.5859375, "end_logit": 7.8515625, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.31787109375 }, { "start_logit": 6.23828125, "end_logit": 7.8515625, "text": "guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.225341796875 }, { "start_logit": 6.1640625, "end_logit": 7.8515625, "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.2083740234375 }, { "start_logit": 4.9765625, "end_logit": 7.8515625, "text": "extranjero para la guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.0635986328125 }, { "start_logit": 3.78125, "end_logit": 7.8515625, "text": "ici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.01922607421875 }, { "start_logit": 6.5859375, "end_logit": 4.7734375, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. (", "probability": 0.0146331787109375 }, { "start_logit": 6.5859375, "end_logit": 4.76953125, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. (En", "probability": 0.0146331787109375 }, { "start_logit": 6.5859375, "end_logit": 4.72265625, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico.", "probability": 0.01396942138671875 }, { "start_logit": 6.5859375, "end_logit": 4.6640625, "text": "para la guarnici\u00f3n del Imperio", "probability": 0.01311492919921875 }, { "start_logit": 6.5859375, "end_logit": 4.609375, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. (En agosto", "probability": 0.012420654296875 }, { "start_logit": 3.23828125, "end_logit": 7.8515625, "text": "del Imperio Brit\u00e1nico", "probability": 0.01122283935546875 }, { "start_logit": 6.23828125, "end_logit": 4.7734375, "text": "guarnici\u00f3n del Imperio Brit\u00e1nico. (", "probability": 0.0103759765625 }, { "start_logit": 6.23828125, "end_logit": 4.76953125, "text": "guarnici\u00f3n del Imperio Brit\u00e1nico. (En", "probability": 0.0102996826171875 }, { "start_logit": 6.23828125, "end_logit": 4.72265625, "text": "guarnici\u00f3n del Imperio Brit\u00e1nico.", "probability": 0.00982666015625 }, { "start_logit": 6.1640625, "end_logit": 4.7734375, "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico. (", "probability": 0.0095977783203125 }, { "start_logit": 6.1640625, "end_logit": 4.76953125, "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico. (En", "probability": 0.0095977783203125 }, { "start_logit": 6.23828125, "end_logit": 4.6640625, "text": "guarnici\u00f3n del Imperio", "probability": 0.00930023193359375 }, { "start_logit": 6.1640625, "end_logit": 4.72265625, "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico.", "probability": 0.0091552734375 }, { "start_logit": 6.23828125, "end_logit": 4.609375, "text": "guarnici\u00f3n del Imperio Brit\u00e1nico. (En agosto", "probability": 0.00873565673828125 }, { "start_logit": 6.1640625, "end_logit": 4.6640625, "text": "la guarnici\u00f3n del Imperio", "probability": 0.00860595703125 } ], "7b9a205b5ab5dd63dc37bccb4975836f86db87ab": [ { "start_logit": 3.46875, "end_logit": 3.267578125, "text": "ej\u00e9rcito de Kitchener", "probability": 0.330810546875 }, { "start_logit": 2.53125, "end_logit": 3.267578125, "text": "el ej\u00e9rcito de Kitchener", "probability": 0.1295166015625 }, { "start_logit": 3.46875, "end_logit": 2.015625, "text": "ej\u00e9rcito de Kitchener, estaban", "probability": 0.09478759765625 }, { "start_logit": 3.46875, "end_logit": 1.56640625, "text": "ej\u00e9rcito de Kitchener, estaban destinados a entrar en acci\u00f3n en la batalla del Somme", "probability": 0.06048583984375 }, { "start_logit": 3.46875, "end_logit": 1.4541015625, "text": "ej\u00e9rcito de Kitchen", "probability": 0.053985595703125 }, { "start_logit": 1.86328125, "end_logit": 2.9453125, "text": "fuerza expedicionaria brit\u00e1nica", "probability": 0.0482177734375 }, { "start_logit": 1.298828125, "end_logit": 3.267578125, "text": "como el ej\u00e9rcito de Kitchener", "probability": 0.037841796875 }, { "start_logit": 2.53125, "end_logit": 2.015625, "text": "el ej\u00e9rcito de Kitchener, estaban", "probability": 0.037109375 }, { "start_logit": 3.46875, "end_logit": 0.697265625, "text": "ej\u00e9rcito de Kitchener,", "probability": 0.0253143310546875 }, { "start_logit": 3.46875, "end_logit": 0.64208984375, "text": "ej\u00e9rcito de Kit", "probability": 0.023956298828125 }, { "start_logit": 2.53125, "end_logit": 1.56640625, "text": "el ej\u00e9rcito de Kitchener, estaban destinados a entrar en acci\u00f3n en la batalla del Somme", "probability": 0.023681640625 }, { "start_logit": 2.53125, "end_logit": 1.4541015625, "text": "el ej\u00e9rcito de Kitchen", "probability": 0.0211334228515625 }, { "start_logit": 3.46875, "end_logit": 0.435302734375, "text": "ej\u00e9rcito de Kitchener, estaban destinados", "probability": 0.0195159912109375 }, { "start_logit": 0.467529296875, "end_logit": 3.267578125, "text": "El Grupo de Voluntarios en 1914-1915, popularmente conocido como el ej\u00e9rcito de Kitchener", "probability": 0.0164642333984375 }, { "start_logit": 0.45361328125, "end_logit": 3.267578125, "text": "los \u201cantiguo contemptibles\u201d. 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0.01526641845703125 }, { "start_logit": 7.2578125, "end_logit": 3.673828125, "text": "18", "probability": 0.0142364501953125 }, { "start_logit": 5.515625, "end_logit": 5.171875, "text": "De 1827 a 1846 edi", "probability": 0.01116943359375 }, { "start_logit": 3.068359375, "end_logit": 7.4453125, "text": "27 a 1846", "probability": 0.00940704345703125 }, { "start_logit": 7.2578125, "end_logit": 2.994140625, "text": "1827 a 1846 edit\u00f3 el", "probability": 0.007213592529296875 }, { "start_logit": 7.2578125, "end_logit": 2.904296875, "text": "1827 a 1846 edit\u00f3 el Paris", "probability": 0.006618499755859375 }, { "start_logit": 2.65234375, "end_logit": 7.4453125, "text": ". De 1827 a 1846", "probability": 0.006168365478515625 }, { "start_logit": 7.2578125, "end_logit": 2.591796875, "text": "1827 a 1846 edit\u00f3 el Pariser Modebl\u00e4tter ( Peri\u00f3dico de Moda de Par\u00eds )", "probability": 0.004840850830078125 }, { "start_logit": 7.2578125, "end_logit": 2.544921875, "text": "1827", "probability": 0.004619598388671875 }, { "start_logit": 2.3359375, "end_logit": 7.4453125, "text": "46", "probability": 0.004512786865234375 }, { "start_logit": 2.296875, "end_logit": 7.4453125, "text": "1846", "probability": 0.00434112548828125 }, { "start_logit": 5.515625, "end_logit": 4.03125, "text": "De 1827 a 1846 edit\u00f3", "probability": 0.003570556640625 }, { "start_logit": 2.025390625, "end_logit": 7.4453125, "text": "a 1846", "probability": 0.0033016204833984375 }, { "start_logit": 7.2578125, "end_logit": 2.03515625, "text": "1827 a", "probability": 0.002780914306640625 }, { "start_logit": 5.515625, "end_logit": 3.673828125, "text": "De 18", "probability": 0.0024929046630859375 } ], "66d3f4f616d9f88513f0a3eb4f776e48596922ed": [ { "start_logit": 4.6171875, "end_logit": 5.8046875, "text": "activista pol\u00edtico de extrema derecha", "probability": 0.421630859375 }, { "start_logit": 4.46875, "end_logit": 5.8046875, "text": "un activista pol\u00edtico de extrema derecha", "probability": 0.363525390625 }, { "start_logit": 2.720703125, "end_logit": 5.8046875, "text": "es un activista pol\u00edtico de extrema derecha", "probability": 0.06317138671875 }, { "start_logit": 4.6171875, "end_logit": 2.96875, "text": "activista", "probability": 0.0247344970703125 }, { "start_logit": 4.46875, "end_logit": 2.96875, "text": "un activista", "probability": 0.021331787109375 }, { "start_logit": 4.6171875, "end_logit": 2.646484375, "text": "activista pol\u00edtico", "probability": 0.0179595947265625 }, { "start_logit": 4.46875, "end_logit": 2.646484375, "text": "un activista pol\u00edtico", "probability": 0.01548004150390625 }, { "start_logit": 4.6171875, "end_logit": 1.9658203125, "text": "activista pol\u00edtico de extrema derecha[1]\u200b[2]\u200b que se desempe\u00f1a como consejero superior del presidente de los Estados Unidos para el presidente Donald Trump", "probability": 0.009063720703125 }, { "start_logit": 4.6171875, "end_logit": 1.81640625, "text": "activista pol\u00edtico de extrema derecha[", "probability": 0.0078125 }, { "start_logit": 4.46875, "end_logit": 1.9658203125, "text": "un activista pol\u00edtico de extrema derecha[1]\u200b[2]\u200b que se desempe\u00f1a como consejero superior del presidente de los Estados Unidos para el presidente Donald Trump", "probability": 0.0078125 }, { "start_logit": 4.46875, "end_logit": 1.81640625, "text": "un activista pol\u00edtico de extrema derecha[", "probability": 0.00673675537109375 }, { "start_logit": 4.6171875, "end_logit": 1.5556640625, "text": "activista pol\u00edtico de extrema", "probability": 0.006015777587890625 }, { "start_logit": 4.6171875, "end_logit": 1.515625, "text": "activista pol\u00edtico de extrema derecha[1", "probability": 0.005786895751953125 }, { "start_logit": 4.46875, "end_logit": 1.5556640625, "text": "un activista pol\u00edtico de extrema", "probability": 0.00518798828125 }, { "start_logit": 4.46875, "end_logit": 1.515625, "text": "un activista pol\u00edtico de extrema derecha[1", "probability": 0.004985809326171875 }, { "start_logit": 4.6171875, "end_logit": 1.1611328125, "text": "activista pol\u00edtico de extrema derecha[1]\u200b[", "probability": 0.004055023193359375 }, { "start_logit": -0.0849609375, "end_logit": 5.8046875, "text": "Stephen Miller (Santa M\u00f3nica, California; 23 de agosto de 1985) es un activista pol\u00edtico de extrema derecha", "probability": 0.00382232666015625 }, { "start_logit": 2.720703125, "end_logit": 2.96875, "text": "es un activista", "probability": 0.0037059783935546875 }, { "start_logit": 4.46875, "end_logit": 1.1611328125, "text": "un activista pol\u00edtico de extrema derecha[1]\u200b[", "probability": 0.0034942626953125 }, { "start_logit": -0.251953125, "end_logit": 5.8046875, "text": "extrema derecha", "probability": 0.0032444000244140625 } ], "bcdf747bd023c7460c7141f032ccda4f885299a0": [ { "start_logit": 5.03125, "end_logit": 4.94140625, "text": "del 12.3", "probability": 0.2325439453125 }, { "start_logit": 4.7265625, "end_logit": 4.94140625, "text": "Alrededor del 12.3", "probability": 0.1728515625 }, { "start_logit": 5.03125, "end_logit": 4.03515625, "text": "del 12.3%", "probability": 0.09393310546875 }, { "start_logit": 4.7265625, "end_logit": 4.03515625, "text": "Alrededor del 12.3%", "probability": 0.06982421875 }, { "start_logit": 5.03125, "end_logit": 3.701171875, "text": "del 12", "probability": 0.06768798828125 }, { "start_logit": 5.03125, "end_logit": 3.515625, "text": "del 12.", "probability": 0.05609130859375 }, { "start_logit": 4.7265625, "end_logit": 3.701171875, "text": "Alrededor del 12", "probability": 0.049896240234375 }, { "start_logit": 5.03125, "end_logit": 3.375, "text": "del 12.3% de", "probability": 0.048736572265625 }, { "start_logit": 4.7265625, "end_logit": 3.515625, "text": "Alrededor del 12.", "probability": 0.041351318359375 }, { "start_logit": 4.7265625, "end_logit": 3.375, "text": "Alrededor del 12.3% de", "probability": 0.035919189453125 }, { "start_logit": 5.03125, "end_logit": 2.859375, "text": "del", "probability": 0.0290985107421875 }, { "start_logit": 4.7265625, "end_logit": 2.859375, "text": "Alrededor del", "probability": 0.021453857421875 }, { "start_logit": 2.58203125, "end_logit": 4.94140625, "text": "12.3", "probability": 0.0201568603515625 }, { "start_logit": 5.03125, "end_logit": 1.96875, "text": "del 12.3% de la", "probability": 0.01194000244140625 }, { "start_logit": 5.03125, "end_logit": 1.794921875, "text": "del 12.3% de la poblaci\u00f3n", "probability": 0.0100555419921875 }, { "start_logit": 4.7265625, "end_logit": 1.96875, "text": "Alrededor del 12.3% de la", "probability": 0.0088043212890625 }, { "start_logit": 2.58203125, "end_logit": 4.03515625, "text": "12.3%", "probability": 0.008148193359375 }, { "start_logit": 4.7265625, "end_logit": 1.8583984375, "text": "Alrededor", "probability": 0.00789642333984375 }, { "start_logit": 4.7265625, "end_logit": 1.794921875, "text": "Alrededor del 12.3% de la poblaci\u00f3n", "probability": 0.007415771484375 }, { "start_logit": 1.4609375, "end_logit": 4.94140625, "text": ". Alrededor del 12.3", "probability": 0.00656890869140625 } ], "b7d51d2bd9c2131832c95ed55e1755bd13072f9d": [ { "start_logit": 3.123046875, "end_logit": 4.42578125, "text": "US$900", "probability": 0.341552734375 }, { "start_logit": 2.392578125, "end_logit": 4.42578125, "text": "aproximadamente US$900", "probability": 0.1651611328125 }, { "start_logit": 3.123046875, "end_logit": 2.97265625, "text": "US$900 en pa\u00edses de bajos ingresos", "probability": 0.07989501953125 }, { "start_logit": 3.123046875, "end_logit": 2.646484375, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000", "probability": 0.0577392578125 }, { "start_logit": 2.392578125, "end_logit": 2.97265625, "text": "aproximadamente US$900 en pa\u00edses de bajos ingresos", "probability": 0.03863525390625 }, { "start_logit": 3.123046875, "end_logit": 2.173828125, "text": "US$9", "probability": 0.0360107421875 }, { "start_logit": 3.123046875, "end_logit": 2.08984375, "text": "US$900 en", "probability": 0.033050537109375 }, { "start_logit": 2.392578125, "end_logit": 2.646484375, "text": "aproximadamente US$900 en pa\u00edses de bajos ingresos, US$3.000", "probability": 0.0278167724609375 }, { "start_logit": 3.123046875, "end_logit": 1.875, "text": "US$", "probability": 0.0267486572265625 }, { "start_logit": 0.56103515625, "end_logit": 4.42578125, "text": "cuesta aproximadamente US$900", "probability": 0.02642822265625 }, { "start_logit": 0.34130859375, "end_logit": 4.42578125, "text": "$900", "probability": 0.0211639404296875 }, { "start_logit": 3.123046875, "end_logit": 1.5595703125, "text": "US$900 en pa\u00edses", "probability": 0.0194854736328125 }, { "start_logit": 1.943359375, "end_logit": 2.646484375, "text": "US$3.000", "probability": 0.0177459716796875 }, { "start_logit": 3.123046875, "end_logit": 1.455078125, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000 en", "probability": 0.017547607421875 }, { "start_logit": 2.392578125, "end_logit": 2.173828125, "text": "aproximadamente US$9", "probability": 0.0173492431640625 }, { "start_logit": 3.123046875, "end_logit": 1.361328125, "text": "US", "probability": 0.0159759521484375 }, { "start_logit": 2.392578125, "end_logit": 2.08984375, "text": "aproximadamente US$900 en", "probability": 0.0159759521484375 }, { "start_logit": 0.0202789306640625, "end_logit": 4.42578125, "text": "00", "probability": 0.0153656005859375 }, { "start_logit": 3.123046875, "end_logit": 1.181640625, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000 en pa\u00edses", "probability": 0.0133514404296875 }, { "start_logit": 2.392578125, "end_logit": 1.875, "text": "aproximadamente US$", "probability": 0.0128326416015625 } ], "4790bc4bd5a8c87fef240065d066adac42a73cb9": [ { "start_logit": 6.59375, "end_logit": 6.6484375, "text": "de 1919", "probability": 0.67919921875 }, { "start_logit": 5.234375, "end_logit": 6.6484375, "text": "1919", "probability": 0.1744384765625 }, { "start_logit": 4.0546875, "end_logit": 6.6484375, "text": "expedici\u00f3n de 1919", "probability": 0.0535888671875 }, { "start_logit": 6.59375, "end_logit": 3.640625, "text": "de 1919 liderada", "probability": 0.033538818359375 }, { "start_logit": 3.0, "end_logit": 6.6484375, "text": "una expedici\u00f3n de 1919", "probability": 0.0186767578125 }, { "start_logit": 6.59375, "end_logit": 2.50390625, "text": "de", "probability": 0.0107269287109375 }, { "start_logit": 5.234375, "end_logit": 3.640625, "text": "1919 liderada", "probability": 0.00861358642578125 }, { "start_logit": 1.9853515625, "end_logit": 6.6484375, "text": "en una expedici\u00f3n de 1919", "probability": 0.0067596435546875 }, { "start_logit": 1.2119140625, "end_logit": 6.6484375, "text": ", en una expedici\u00f3n de 1919", "probability": 0.00312042236328125 }, { "start_logit": 4.0546875, "end_logit": 3.640625, "text": "expedici\u00f3n de 1919 liderada", "probability": 0.0026493072509765625 }, { "start_logit": 4.0546875, "end_logit": 3.38671875, "text": "expedici\u00f3n", "probability": 0.0020542144775390625 }, { "start_logit": 3.138671875, "end_logit": 3.640625, "text": "liderada", "probability": 0.0010614395141601562 }, { "start_logit": 6.59375, "end_logit": 0.11376953125, "text": "de 1919 liderada por Eddington confirmaron la predicci\u00f3n de la relatividad general para la desviaci\u00f3n de la luz estelar", "probability": 0.0009860992431640625 }, { "start_logit": 3.0, "end_logit": 3.640625, "text": "una expedici\u00f3n de 1919 liderada", "probability": 0.0009222030639648438 }, { "start_logit": 4.0546875, "end_logit": 2.50390625, "text": "expedici\u00f3n de", "probability": 0.0008497238159179688 }, { "start_logit": 3.0, "end_logit": 3.38671875, "text": "una expedici\u00f3n", "probability": 0.0007157325744628906 }, { "start_logit": 6.59375, "end_logit": -0.2105712890625, "text": "de 1919 liderada por Eddington confirmaron la predicci\u00f3n de la relatividad general para la desviaci\u00f3n de la luz", "probability": 0.0007128715515136719 }, { "start_logit": 6.59375, "end_logit": -0.40380859375, "text": "de 1919 liderada por Eddington confirmaron la predicci\u00f3n de la relatividad general para la desviaci\u00f3n de la", "probability": 0.0005888938903808594 }, { "start_logit": 6.59375, "end_logit": -0.415771484375, "text": "de 1919 liderada por", "probability": 0.0005817413330078125 }, { "start_logit": 6.59375, "end_logit": -0.420654296875, "text": "de 1919 liderada por Eddington confirmaron", "probability": 0.0005774497985839844 } ], "7a2ebbd66af16e12dee32fdaa5dde39377799ae5": [ { "start_logit": 3.171875, "end_logit": 3.578125, "text": "El \u00e9xodo del Mariel", "probability": 0.19970703125 }, { "start_logit": 2.93359375, "end_logit": 3.578125, "text": "\u00e9xodo del Mariel", "probability": 0.1573486328125 }, { "start_logit": 3.48828125, "end_logit": 2.90625, "text": "los \u201cMarielitos", "probability": 0.139892578125 }, { "start_logit": 3.470703125, "end_logit": 2.90625, "text": "\u201cMarielitos", "probability": 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