{ "source_type": "knesset", "source_id": "plenum", "source_entry_id": "104477", "quality_score": 0.9448, "per_segment_quality_scores": [ { "start": 81.81, "end": 84.92, "probability": 0.6889 }, { "start": 85.38, "end": 86.76, "probability": 0.7589 }, { "start": 87.06, "end": 89.06, "probability": 0.8642 }, { "start": 89.72, "end": 92.72, "probability": 0.994 }, { "start": 92.72, "end": 97.26, "probability": 0.8548 }, { "start": 98.06, "end": 99.3, "probability": 0.0806 }, { "start": 99.86, "end": 104.2, "probability": 0.9126 }, { "start": 104.32, "end": 104.54, "probability": 0.7224 }, { "start": 105.7, "end": 106.44, "probability": 0.2785 }, { "start": 107.92, "end": 110.5, "probability": 0.7549 }, { "start": 110.7, "end": 114.3, "probability": 0.7071 }, { "start": 135.26, "end": 137.08, "probability": 0.4894 }, { "start": 137.38, "end": 139.34, "probability": 0.85 }, { "start": 139.4, "end": 139.8, "probability": 0.9622 }, { "start": 147.66, "end": 149.0, "probability": 0.7442 }, { "start": 149.96, "end": 152.04, "probability": 0.686 }, { "start": 152.5, "end": 154.32, "probability": 0.4847 }, { "start": 154.44, "end": 157.08, "probability": 0.9684 }, { "start": 158.3, "end": 160.38, "probability": 0.9631 }, { "start": 161.16, "end": 164.36, "probability": 0.9986 }, { "start": 164.92, "end": 166.56, "probability": 0.9965 }, { "start": 167.26, "end": 170.4, "probability": 0.7895 }, { "start": 171.08, "end": 173.44, "probability": 0.9663 }, { "start": 173.92, "end": 176.18, "probability": 0.9811 }, { "start": 176.72, "end": 180.6, "probability": 0.8714 }, { "start": 181.2, "end": 183.62, "probability": 0.922 }, { "start": 184.48, "end": 185.6, "probability": 0.7398 }, { "start": 186.54, "end": 187.64, "probability": 0.9831 }, { "start": 188.1, "end": 189.5, "probability": 0.9773 }, { "start": 189.94, "end": 193.16, "probability": 0.9901 }, { "start": 193.96, "end": 195.78, "probability": 0.9888 }, { "start": 196.48, "end": 196.98, "probability": 0.9657 }, { "start": 197.72, "end": 199.06, "probability": 0.9788 }, { "start": 199.46, "end": 201.54, "probability": 0.9853 }, { "start": 201.96, "end": 204.5, "probability": 0.98 }, { "start": 205.0, "end": 209.0, "probability": 0.9957 }, { "start": 209.68, "end": 214.76, "probability": 0.967 }, { "start": 215.48, "end": 220.52, "probability": 0.8393 }, { "start": 220.52, "end": 225.9, "probability": 0.9982 }, { "start": 226.42, "end": 230.36, "probability": 0.9976 }, { "start": 230.48, "end": 230.78, "probability": 0.6667 }, { "start": 232.08, "end": 232.92, "probability": 0.6637 }, { "start": 233.18, "end": 235.0, "probability": 0.9038 }, { "start": 241.25, "end": 244.22, "probability": 0.8387 }, { "start": 245.68, "end": 248.46, "probability": 0.9751 }, { "start": 249.18, "end": 250.2, "probability": 0.8465 }, { "start": 251.34, "end": 252.76, "probability": 0.9659 }, { "start": 253.14, "end": 257.86, "probability": 0.9939 }, { "start": 258.74, "end": 259.58, "probability": 0.6712 }, { "start": 260.42, "end": 263.32, "probability": 0.9944 }, { "start": 264.1, "end": 266.34, "probability": 0.9844 }, { "start": 266.98, "end": 267.85, "probability": 0.9432 }, { "start": 268.34, "end": 270.64, "probability": 0.6631 }, { "start": 271.42, "end": 272.32, "probability": 0.7631 }, { "start": 273.18, "end": 276.34, "probability": 0.9448 }, { "start": 276.84, "end": 278.02, "probability": 0.8438 }, { "start": 278.98, "end": 281.28, "probability": 0.876 }, { "start": 282.26, "end": 283.82, "probability": 0.9255 }, { "start": 284.8, "end": 287.0, "probability": 0.9873 }, { "start": 287.2, "end": 287.5, "probability": 0.5392 }, { "start": 287.58, "end": 288.14, "probability": 0.784 }, { "start": 288.84, "end": 289.43, "probability": 0.4675 }, { "start": 290.2, "end": 290.86, "probability": 0.617 }, { "start": 291.56, "end": 292.26, "probability": 0.789 }, { "start": 293.12, "end": 294.52, "probability": 0.9257 }, { "start": 295.34, "end": 296.28, "probability": 0.7785 }, { "start": 296.38, "end": 300.08, "probability": 0.8597 }, { "start": 300.24, "end": 300.56, "probability": 0.8362 }, { "start": 300.62, "end": 301.92, "probability": 0.9817 }, { "start": 303.4, "end": 304.68, "probability": 0.8233 }, { "start": 305.16, "end": 307.64, "probability": 0.9856 }, { "start": 307.8, "end": 308.82, "probability": 0.9897 }, { "start": 309.7, "end": 310.84, "probability": 0.9788 }, { "start": 311.84, "end": 314.24, "probability": 0.9712 }, { "start": 314.82, "end": 315.78, "probability": 0.9692 }, { "start": 316.44, "end": 318.4, "probability": 0.809 }, { "start": 319.04, "end": 322.36, "probability": 0.9788 }, { "start": 322.94, "end": 324.26, "probability": 0.6709 }, { "start": 324.96, "end": 327.7, "probability": 0.9888 }, { "start": 328.56, "end": 329.74, "probability": 0.9059 }, { "start": 330.56, "end": 332.16, "probability": 0.9858 }, { "start": 332.82, "end": 334.96, "probability": 0.9429 }, { "start": 335.6, "end": 337.4, "probability": 0.9713 }, { "start": 338.04, "end": 339.1, "probability": 0.9683 }, { "start": 339.64, "end": 340.76, "probability": 0.5 }, { "start": 344.37, "end": 344.94, "probability": 0.251 }, { "start": 344.94, "end": 345.26, "probability": 0.2312 }, { "start": 345.74, "end": 346.2, "probability": 0.5734 }, { "start": 347.24, "end": 347.72, "probability": 0.5048 }, { "start": 347.72, "end": 349.45, "probability": 0.9702 }, { "start": 350.62, "end": 352.38, "probability": 0.8838 }, { "start": 358.76, "end": 359.82, "probability": 0.7999 }, { "start": 361.02, "end": 363.82, "probability": 0.6691 }, { "start": 364.92, "end": 368.86, "probability": 0.8329 }, { "start": 368.86, "end": 372.72, "probability": 0.9321 }, { "start": 374.22, "end": 377.68, "probability": 0.9923 }, { "start": 379.08, "end": 380.65, "probability": 0.9792 }, { "start": 381.9, "end": 383.98, "probability": 0.9985 }, { "start": 385.2, "end": 387.64, "probability": 0.9663 }, { "start": 389.32, "end": 390.26, "probability": 0.7398 }, { "start": 391.48, "end": 397.0, "probability": 0.9962 }, { "start": 397.78, "end": 399.22, "probability": 0.7287 }, { "start": 399.82, "end": 400.56, "probability": 0.184 }, { "start": 401.2, "end": 402.38, "probability": 0.9458 }, { "start": 402.98, "end": 406.56, "probability": 0.8891 }, { "start": 407.16, "end": 409.16, "probability": 0.7246 }, { "start": 409.44, "end": 410.31, "probability": 0.99 }, { "start": 410.9, "end": 412.45, "probability": 0.9961 }, { "start": 412.96, "end": 414.26, "probability": 0.9961 }, { "start": 415.48, "end": 416.6, "probability": 0.9052 }, { "start": 416.68, "end": 416.86, "probability": 0.3419 }, { "start": 417.14, "end": 418.14, "probability": 0.2077 }, { "start": 418.52, "end": 420.82, "probability": 0.8855 }, { "start": 421.52, "end": 423.49, "probability": 0.9534 }, { "start": 424.58, "end": 425.7, "probability": 0.8529 }, { "start": 426.22, "end": 428.26, "probability": 0.9138 }, { "start": 428.36, "end": 430.52, "probability": 0.8982 }, { "start": 430.92, "end": 431.5, "probability": 0.8708 }, { "start": 431.66, "end": 433.66, "probability": 0.9102 }, { "start": 433.92, "end": 435.48, "probability": 0.9967 }, { "start": 435.94, "end": 436.52, "probability": 0.5205 }, { "start": 436.58, "end": 437.06, "probability": 0.8013 }, { "start": 437.96, "end": 438.94, "probability": 0.9254 }, { "start": 440.42, "end": 441.64, "probability": 0.9585 }, { "start": 442.44, "end": 443.26, "probability": 0.8524 }, { "start": 443.88, "end": 445.02, "probability": 0.8271 }, { "start": 445.7, "end": 447.08, "probability": 0.5391 }, { "start": 448.0, "end": 449.5, "probability": 0.9902 }, { "start": 450.18, "end": 451.98, "probability": 0.9186 }, { "start": 452.72, "end": 454.48, "probability": 0.9961 }, { "start": 455.22, "end": 456.8, "probability": 0.8923 }, { "start": 457.58, "end": 458.6, "probability": 0.9344 }, { "start": 459.26, "end": 460.1, "probability": 0.854 }, { "start": 460.9, "end": 463.54, "probability": 0.7994 }, { "start": 464.74, "end": 465.22, "probability": 0.5534 }, { "start": 465.36, "end": 467.36, "probability": 0.8404 }, { "start": 467.4, "end": 468.72, "probability": 0.9579 }, { "start": 475.04, "end": 476.18, "probability": 0.6321 }, { "start": 476.74, "end": 479.4, "probability": 0.7996 }, { "start": 481.28, "end": 484.0, "probability": 0.7398 }, { "start": 484.0, "end": 487.3, "probability": 0.9714 }, { "start": 488.16, "end": 492.36, "probability": 0.8748 }, { "start": 492.92, "end": 494.08, "probability": 0.94 }, { "start": 495.3, "end": 501.14, "probability": 0.8745 }, { "start": 501.8, "end": 501.82, "probability": 0.8848 }, { "start": 502.54, "end": 504.26, "probability": 0.9849 }, { "start": 504.78, "end": 508.14, "probability": 0.9962 }, { "start": 508.14, "end": 512.0, "probability": 0.973 }, { "start": 512.7, "end": 517.42, "probability": 0.8928 }, { "start": 518.98, "end": 520.8, "probability": 0.2742 }, { "start": 521.36, "end": 523.7, "probability": 0.8313 }, { "start": 524.32, "end": 528.38, "probability": 0.9163 }, { "start": 528.76, "end": 531.1, "probability": 0.9471 }, { "start": 531.6, "end": 532.04, "probability": 0.8578 }, { "start": 533.34, "end": 533.8, "probability": 0.6698 }, { "start": 533.8, "end": 535.76, "probability": 0.8672 }, { "start": 535.8, "end": 537.78, "probability": 0.9303 }, { "start": 548.4, "end": 549.06, "probability": 0.5278 }, { "start": 550.4, "end": 551.34, "probability": 0.6492 }, { "start": 552.44, "end": 556.18, "probability": 0.9955 }, { "start": 556.96, "end": 566.1, "probability": 0.9971 }, { "start": 566.98, "end": 568.52, "probability": 0.7871 }, { "start": 569.54, "end": 570.1, "probability": 0.7496 }, { "start": 571.22, "end": 575.08, "probability": 0.9993 }, { "start": 575.9, "end": 579.14, "probability": 0.9969 }, { "start": 579.58, "end": 583.36, "probability": 0.9927 }, { "start": 585.1, "end": 590.48, "probability": 0.9333 }, { "start": 591.2, "end": 592.84, "probability": 0.9088 }, { "start": 593.48, "end": 595.36, "probability": 0.8693 }, { "start": 595.54, "end": 599.22, "probability": 0.9469 }, { "start": 599.76, "end": 605.18, "probability": 0.9956 }, { "start": 605.86, "end": 608.76, "probability": 0.8374 }, { "start": 609.72, "end": 611.58, "probability": 0.9929 }, { "start": 612.64, "end": 615.56, "probability": 0.9929 }, { "start": 616.52, "end": 623.38, "probability": 0.9939 }, { "start": 624.16, "end": 628.1, "probability": 0.9967 }, { "start": 628.7, "end": 631.82, "probability": 0.9892 }, { "start": 632.36, "end": 635.68, "probability": 0.9992 }, { "start": 635.68, "end": 640.22, "probability": 0.9971 }, { "start": 640.26, "end": 644.76, "probability": 0.9858 }, { "start": 644.88, "end": 648.8, "probability": 0.9989 }, { "start": 649.42, "end": 650.38, "probability": 0.9559 }, { "start": 650.84, "end": 651.88, "probability": 0.9111 }, { "start": 652.34, "end": 653.48, "probability": 0.9292 }, { "start": 653.88, "end": 654.86, "probability": 0.9851 }, { "start": 654.94, "end": 659.52, "probability": 0.9969 }, { "start": 659.94, "end": 660.8, "probability": 0.9426 }, { "start": 661.42, "end": 662.44, "probability": 0.8869 }, { "start": 663.08, "end": 665.28, "probability": 0.9754 }, { "start": 665.82, "end": 670.1, "probability": 0.9936 }, { "start": 670.56, "end": 673.12, "probability": 0.8859 }, { "start": 673.64, "end": 676.64, "probability": 0.9987 }, { "start": 677.0, "end": 678.16, "probability": 0.9207 }, { "start": 678.6, "end": 679.82, "probability": 0.9606 }, { "start": 680.2, "end": 682.82, "probability": 0.998 }, { "start": 683.9, "end": 684.44, "probability": 0.6155 }, { "start": 684.68, "end": 686.52, "probability": 0.8606 }, { "start": 687.94, "end": 688.22, "probability": 0.2805 }, { "start": 688.96, "end": 691.76, "probability": 0.8696 }, { "start": 700.62, "end": 702.1, "probability": 0.6525 }, { "start": 704.26, "end": 707.1, "probability": 0.793 }, { "start": 707.72, "end": 708.14, "probability": 0.6087 }, { "start": 708.38, "end": 711.9, "probability": 0.983 }, { "start": 712.32, "end": 713.28, "probability": 0.9629 }, { "start": 713.38, "end": 717.22, "probability": 0.9977 }, { "start": 717.22, "end": 721.24, "probability": 0.9976 }, { "start": 722.14, "end": 725.4, "probability": 0.9928 }, { "start": 725.4, "end": 728.92, "probability": 0.9989 }, { "start": 729.4, "end": 733.3, "probability": 0.9662 }, { "start": 733.94, "end": 736.62, "probability": 0.9863 }, { "start": 736.62, "end": 740.1, "probability": 0.9783 }, { "start": 740.88, "end": 744.42, "probability": 0.9941 }, { "start": 744.42, "end": 747.48, "probability": 0.9995 }, { "start": 747.98, "end": 752.9, "probability": 0.9974 }, { "start": 753.32, "end": 755.66, "probability": 0.9403 }, { "start": 756.24, "end": 757.74, "probability": 0.9088 }, { "start": 758.02, "end": 762.88, "probability": 0.988 }, { "start": 763.4, "end": 767.28, "probability": 0.9658 }, { "start": 767.28, "end": 771.32, "probability": 0.9969 }, { "start": 771.78, "end": 775.32, "probability": 0.979 }, { "start": 775.4, "end": 779.72, "probability": 0.989 }, { "start": 779.72, "end": 784.64, "probability": 0.9856 }, { "start": 785.0, "end": 785.52, "probability": 0.7333 }, { "start": 786.2, "end": 786.68, "probability": 0.5985 }, { "start": 786.7, "end": 788.98, "probability": 0.7837 }, { "start": 789.98, "end": 793.8, "probability": 0.9855 }, { "start": 793.92, "end": 795.8, "probability": 0.9417 }, { "start": 796.02, "end": 796.4, "probability": 0.7729 }, { "start": 796.82, "end": 797.62, "probability": 0.6959 }, { "start": 804.33, "end": 805.8, "probability": 0.884 }, { "start": 806.86, "end": 808.16, "probability": 0.9429 }, { "start": 810.24, "end": 810.44, "probability": 0.6787 }, { "start": 811.83, "end": 812.04, "probability": 0.0655 }, { "start": 812.04, "end": 812.8, "probability": 0.0679 }, { "start": 814.8, "end": 817.32, "probability": 0.7103 }, { "start": 818.3, "end": 822.06, "probability": 0.9866 }, { "start": 823.12, "end": 828.32, "probability": 0.9991 }, { "start": 828.94, "end": 833.0, "probability": 0.97 }, { "start": 834.3, "end": 836.92, "probability": 0.9945 }, { "start": 837.02, "end": 838.4, "probability": 0.9941 }, { "start": 838.52, "end": 840.12, "probability": 0.9536 }, { "start": 840.66, "end": 842.98, "probability": 0.993 }, { "start": 844.46, "end": 848.24, "probability": 0.9965 }, { "start": 848.24, "end": 852.42, "probability": 0.9951 }, { "start": 853.14, "end": 855.2, "probability": 0.9955 }, { "start": 855.54, "end": 856.96, "probability": 0.8547 }, { "start": 857.52, "end": 860.36, "probability": 0.9523 }, { "start": 861.48, "end": 861.76, "probability": 0.3854 }, { "start": 862.4, "end": 866.66, "probability": 0.9581 }, { "start": 867.7, "end": 871.68, "probability": 0.9648 }, { "start": 872.3, "end": 875.66, "probability": 0.9875 }, { "start": 876.6, "end": 878.0, "probability": 0.8541 }, { "start": 878.98, "end": 883.94, "probability": 0.9836 }, { "start": 884.72, "end": 887.36, "probability": 0.9676 }, { "start": 888.4, "end": 892.4, "probability": 0.9948 }, { "start": 892.4, "end": 897.94, "probability": 0.9945 }, { "start": 898.32, "end": 898.5, "probability": 0.4224 }, { "start": 898.64, "end": 901.36, "probability": 0.9789 }, { "start": 902.42, "end": 906.34, "probability": 0.9976 }, { "start": 906.88, "end": 909.64, "probability": 0.8712 }, { "start": 910.2, "end": 913.64, "probability": 0.9888 }, { "start": 914.2, "end": 917.66, "probability": 0.9878 }, { "start": 917.96, "end": 918.2, "probability": 0.9147 }, { "start": 919.6, "end": 920.14, "probability": 0.7209 }, { "start": 920.28, "end": 924.2, "probability": 0.9839 }, { "start": 924.88, "end": 928.4, "probability": 0.969 }, { "start": 929.0, "end": 929.66, "probability": 0.2579 }, { "start": 930.4, "end": 936.06, "probability": 0.2762 }, { "start": 936.7, "end": 940.72, "probability": 0.8862 }, { "start": 940.82, "end": 941.52, "probability": 0.8879 }, { "start": 966.68, "end": 967.4, "probability": 0.7113 }, { "start": 967.58, "end": 968.82, "probability": 0.8378 }, { "start": 969.02, "end": 969.34, "probability": 0.7017 }, { "start": 969.48, "end": 971.03, "probability": 0.9966 }, { "start": 972.06, "end": 974.16, "probability": 0.9708 }, { "start": 974.68, "end": 976.96, "probability": 0.9066 }, { "start": 977.72, "end": 979.77, "probability": 0.993 }, { "start": 980.42, "end": 982.88, "probability": 0.986 }, { "start": 983.74, "end": 986.91, "probability": 0.972 }, { "start": 987.18, "end": 987.58, "probability": 0.8704 }, { "start": 987.78, "end": 988.2, "probability": 0.6195 }, { "start": 988.42, "end": 992.62, "probability": 0.9959 }, { "start": 993.34, "end": 995.02, "probability": 0.9627 }, { "start": 995.22, "end": 1001.48, "probability": 0.9378 }, { "start": 1002.08, "end": 1002.56, "probability": 0.5704 }, { "start": 1002.8, "end": 1007.4, "probability": 0.9699 }, { "start": 1007.4, "end": 1010.34, "probability": 0.9969 }, { "start": 1011.16, "end": 1012.6, "probability": 0.9829 }, { "start": 1012.64, "end": 1013.64, "probability": 0.852 }, { "start": 1014.08, "end": 1019.08, "probability": 0.9917 }, { "start": 1019.98, "end": 1021.0, "probability": 0.8663 }, { "start": 1021.06, "end": 1022.1, "probability": 0.8681 }, { "start": 1022.16, "end": 1022.88, "probability": 0.8495 }, { "start": 1023.1, "end": 1024.66, "probability": 0.9446 }, { "start": 1026.24, "end": 1031.42, "probability": 0.9316 }, { "start": 1031.54, "end": 1032.68, "probability": 0.9458 }, { "start": 1033.1, "end": 1033.42, "probability": 0.728 }, { "start": 1033.5, "end": 1037.68, "probability": 0.9544 }, { "start": 1037.88, "end": 1039.56, "probability": 0.9861 }, { "start": 1040.36, "end": 1044.28, "probability": 0.8677 }, { "start": 1044.44, "end": 1045.04, "probability": 0.7943 }, { "start": 1045.16, "end": 1045.64, "probability": 0.8169 }, { "start": 1045.84, "end": 1046.26, "probability": 0.7578 }, { "start": 1046.36, "end": 1047.32, "probability": 0.9357 }, { "start": 1047.44, "end": 1048.0, "probability": 0.6991 }, { "start": 1049.0, "end": 1050.0, "probability": 0.8134 }, { "start": 1050.06, "end": 1050.52, "probability": 0.8889 }, { "start": 1050.58, "end": 1053.08, "probability": 0.937 }, { "start": 1054.16, "end": 1055.3, "probability": 0.8625 }, { "start": 1055.9, "end": 1057.96, "probability": 0.8199 }, { "start": 1058.5, "end": 1061.24, "probability": 0.8389 }, { "start": 1061.42, "end": 1062.42, "probability": 0.8089 }, { "start": 1062.68, "end": 1063.84, "probability": 0.7764 }, { "start": 1064.17, "end": 1067.8, "probability": 0.8331 }, { "start": 1068.42, "end": 1069.92, "probability": 0.9813 }, { "start": 1070.34, "end": 1071.2, "probability": 0.9772 }, { "start": 1071.84, "end": 1073.72, "probability": 0.9694 }, { "start": 1073.88, "end": 1077.9, "probability": 0.9626 }, { "start": 1078.1, "end": 1079.38, "probability": 0.6835 }, { "start": 1080.1, "end": 1081.32, "probability": 0.8051 }, { "start": 1081.68, "end": 1083.06, "probability": 0.8605 }, { "start": 1083.24, "end": 1085.22, "probability": 0.9294 }, { "start": 1085.42, "end": 1089.2, "probability": 0.7777 }, { "start": 1089.76, "end": 1090.24, "probability": 0.4396 }, { "start": 1090.64, "end": 1092.42, "probability": 0.9971 }, { "start": 1092.7, "end": 1097.2, "probability": 0.9891 }, { "start": 1097.52, "end": 1098.46, "probability": 0.9232 }, { "start": 1099.08, "end": 1099.66, "probability": 0.7866 }, { "start": 1099.74, "end": 1100.34, "probability": 0.5849 }, { "start": 1100.5, "end": 1101.1, "probability": 0.6746 }, { "start": 1101.58, "end": 1103.12, "probability": 0.9832 }, { "start": 1103.24, "end": 1104.52, "probability": 0.9575 }, { "start": 1104.6, "end": 1107.58, "probability": 0.9961 }, { "start": 1108.18, "end": 1109.9, "probability": 0.9491 }, { "start": 1110.04, "end": 1112.0, "probability": 0.9128 }, { "start": 1112.26, "end": 1112.68, "probability": 0.4492 }, { "start": 1113.16, "end": 1113.98, "probability": 0.9504 }, { "start": 1114.9, "end": 1115.26, "probability": 0.4189 }, { "start": 1116.56, "end": 1116.98, "probability": 0.0888 }, { "start": 1116.98, "end": 1116.98, "probability": 0.0558 }, { "start": 1116.98, "end": 1121.52, "probability": 0.7484 }, { "start": 1122.86, "end": 1123.42, "probability": 0.9136 }, { "start": 1125.3, "end": 1129.58, "probability": 0.957 }, { "start": 1130.72, "end": 1131.21, "probability": 0.696 }, { "start": 1131.64, "end": 1132.28, "probability": 0.9397 }, { "start": 1132.56, "end": 1135.16, "probability": 0.9827 }, { "start": 1135.7, "end": 1138.9, "probability": 0.7705 }, { "start": 1139.0, "end": 1143.4, "probability": 0.3483 }, { "start": 1143.94, "end": 1148.8, "probability": 0.9766 }, { "start": 1148.9, "end": 1154.36, "probability": 0.9959 }, { "start": 1154.9, "end": 1158.94, "probability": 0.9842 }, { "start": 1159.58, "end": 1162.28, "probability": 0.7833 }, { "start": 1163.1, "end": 1164.4, "probability": 0.9161 }, { "start": 1164.68, "end": 1165.56, "probability": 0.7842 }, { "start": 1166.02, "end": 1169.96, "probability": 0.9925 }, { "start": 1170.42, "end": 1173.82, "probability": 0.9813 }, { "start": 1174.3, "end": 1175.84, "probability": 0.9955 }, { "start": 1176.26, "end": 1180.4, "probability": 0.9974 }, { "start": 1181.0, "end": 1184.46, "probability": 0.9947 }, { "start": 1185.08, "end": 1189.4, "probability": 0.9966 }, { "start": 1189.4, "end": 1193.24, "probability": 0.9974 }, { "start": 1193.88, "end": 1197.46, "probability": 0.9836 }, { "start": 1197.46, "end": 1202.28, "probability": 0.9502 }, { "start": 1203.26, "end": 1203.72, "probability": 0.6428 }, { "start": 1205.42, "end": 1206.74, "probability": 0.7258 }, { "start": 1208.16, "end": 1210.6, "probability": 0.9041 }, { "start": 1210.74, "end": 1210.98, "probability": 0.5354 }, { "start": 1211.1, "end": 1212.1, "probability": 0.9692 }, { "start": 1212.16, "end": 1212.38, "probability": 0.6201 }, { "start": 1212.46, "end": 1213.48, "probability": 0.9968 }, { "start": 1213.6, "end": 1213.82, "probability": 0.6971 }, { "start": 1214.8, "end": 1216.98, "probability": 0.9845 }, { "start": 1217.04, "end": 1217.38, "probability": 0.5317 }, { "start": 1217.46, "end": 1218.14, "probability": 0.9512 }, { "start": 1218.14, "end": 1218.14, "probability": 0.82 }, { "start": 1218.14, "end": 1218.49, "probability": 0.9401 }, { "start": 1219.82, "end": 1220.44, "probability": 0.9238 }, { "start": 1221.12, "end": 1222.28, "probability": 0.9912 }, { "start": 1222.8, "end": 1223.16, "probability": 0.9751 }, { "start": 1223.72, "end": 1224.84, "probability": 0.9966 }, { "start": 1226.3, "end": 1227.56, "probability": 0.9822 }, { "start": 1228.14, "end": 1229.36, "probability": 0.9493 }, { "start": 1229.88, "end": 1230.39, "probability": 0.5335 }, { "start": 1230.66, "end": 1230.9, "probability": 0.7345 }, { "start": 1231.12, "end": 1232.08, "probability": 0.8213 }, { "start": 1232.22, "end": 1232.32, "probability": 0.7477 }, { "start": 1232.44, "end": 1233.2, "probability": 0.8366 }, { "start": 1233.58, "end": 1233.74, "probability": 0.6486 }, { "start": 1234.44, "end": 1235.52, "probability": 0.9941 }, { "start": 1235.56, "end": 1235.9, "probability": 0.8197 }, { "start": 1235.98, "end": 1237.06, "probability": 0.9954 }, { "start": 1237.34, "end": 1239.52, "probability": 0.8136 }, { "start": 1239.88, "end": 1241.3, "probability": 0.994 }, { "start": 1241.38, "end": 1241.48, "probability": 0.8309 }, { "start": 1242.08, "end": 1242.84, "probability": 0.3819 }, { "start": 1242.84, "end": 1243.1, "probability": 0.1852 }, { "start": 1245.2, "end": 1245.62, "probability": 0.4618 }, { "start": 1246.7, "end": 1247.08, "probability": 0.4064 }, { "start": 1247.14, "end": 1247.48, "probability": 0.3851 }, { "start": 1247.58, "end": 1248.7, "probability": 0.7803 }, { "start": 1252.8, "end": 1253.8, "probability": 0.8004 }, { "start": 1278.3, "end": 1279.04, "probability": 0.0257 }, { "start": 1279.3, "end": 1282.08, "probability": 0.951 }, { "start": 1282.44, "end": 1285.0, "probability": 0.9468 }, { "start": 1285.85, "end": 1287.56, "probability": 0.8361 }, { "start": 1287.76, "end": 1290.36, "probability": 0.5874 }, { "start": 1291.34, "end": 1292.08, "probability": 0.5001 }, { "start": 1292.26, "end": 1293.86, "probability": 0.9331 }, { "start": 1294.0, "end": 1296.18, "probability": 0.9766 }, { "start": 1297.2, "end": 1299.64, "probability": 0.9979 }, { "start": 1301.04, "end": 1304.02, "probability": 0.9681 }, { "start": 1304.32, "end": 1307.2, "probability": 0.8266 }, { "start": 1307.98, "end": 1309.9, "probability": 0.9352 }, { "start": 1310.12, "end": 1312.12, "probability": 0.9932 }, { "start": 1312.78, "end": 1314.56, "probability": 0.7954 }, { "start": 1316.04, "end": 1316.82, "probability": 0.9046 }, { "start": 1317.26, "end": 1317.98, "probability": 0.8046 }, { "start": 1318.12, "end": 1319.04, "probability": 0.6747 }, { "start": 1319.08, "end": 1320.15, "probability": 0.805 }, { "start": 1322.02, "end": 1329.58, "probability": 0.9619 }, { "start": 1329.64, "end": 1336.42, "probability": 0.9755 }, { "start": 1336.52, "end": 1338.04, "probability": 0.8247 }, { "start": 1338.14, "end": 1338.83, "probability": 0.8296 }, { "start": 1339.28, "end": 1341.98, "probability": 0.9152 }, { "start": 1345.36, "end": 1346.26, "probability": 0.8847 }, { "start": 1348.92, "end": 1356.34, "probability": 0.7535 }, { "start": 1356.5, "end": 1356.76, "probability": 0.361 }, { "start": 1356.82, "end": 1357.98, "probability": 0.9917 }, { "start": 1358.14, "end": 1359.78, "probability": 0.9054 }, { "start": 1360.52, "end": 1361.64, "probability": 0.9756 }, { "start": 1363.22, "end": 1365.84, "probability": 0.7102 }, { "start": 1368.68, "end": 1371.7, "probability": 0.9952 }, { "start": 1371.7, "end": 1375.9, "probability": 0.9993 }, { "start": 1376.1, "end": 1380.99, "probability": 0.9658 }, { "start": 1381.16, "end": 1381.82, "probability": 0.7299 }, { "start": 1381.9, "end": 1385.24, "probability": 0.9847 }, { "start": 1385.6, "end": 1387.6, "probability": 0.8198 }, { "start": 1388.12, "end": 1389.88, "probability": 0.5537 }, { "start": 1390.18, "end": 1391.3, "probability": 0.6667 }, { "start": 1391.5, "end": 1394.84, "probability": 0.9784 }, { "start": 1394.84, "end": 1399.89, "probability": 0.9819 }, { "start": 1400.02, "end": 1402.54, "probability": 0.542 }, { "start": 1403.81, "end": 1407.02, "probability": 0.7682 }, { "start": 1408.2, "end": 1409.88, "probability": 0.9336 }, { "start": 1411.1, "end": 1413.44, "probability": 0.8366 }, { "start": 1413.72, "end": 1414.84, "probability": 0.9961 }, { "start": 1414.88, "end": 1417.56, "probability": 0.5915 }, { "start": 1418.56, "end": 1421.78, "probability": 0.976 }, { "start": 1422.28, "end": 1423.12, "probability": 0.5807 }, { "start": 1423.44, "end": 1424.1, "probability": 0.1102 }, { "start": 1425.04, "end": 1427.02, "probability": 0.9945 }, { "start": 1428.06, "end": 1433.06, "probability": 0.993 }, { "start": 1433.64, "end": 1436.84, "probability": 0.8095 }, { "start": 1437.66, "end": 1439.2, "probability": 0.7735 }, { "start": 1439.48, "end": 1441.54, "probability": 0.9915 }, { "start": 1442.43, "end": 1445.5, "probability": 0.857 }, { "start": 1445.6, "end": 1451.74, "probability": 0.8659 }, { "start": 1452.35, "end": 1455.06, "probability": 0.1408 }, { "start": 1455.06, "end": 1455.06, "probability": 0.269 }, { "start": 1455.06, "end": 1461.54, "probability": 0.9324 }, { "start": 1462.18, "end": 1463.38, "probability": 0.9734 }, { "start": 1463.46, "end": 1463.97, "probability": 0.9624 }, { "start": 1464.38, "end": 1465.22, "probability": 0.8354 }, { "start": 1466.32, "end": 1466.86, "probability": 0.9707 }, { "start": 1467.88, "end": 1468.84, "probability": 0.6266 }, { "start": 1468.88, "end": 1470.18, "probability": 0.8679 }, { "start": 1470.22, "end": 1474.36, "probability": 0.8561 }, { "start": 1474.54, "end": 1476.72, "probability": 0.9842 }, { "start": 1476.76, "end": 1479.08, "probability": 0.9798 }, { "start": 1480.02, "end": 1486.18, "probability": 0.916 }, { "start": 1486.62, "end": 1488.14, "probability": 0.8745 }, { "start": 1489.08, "end": 1494.0, "probability": 0.9971 }, { "start": 1494.0, "end": 1497.56, "probability": 0.9896 }, { "start": 1497.64, "end": 1499.0, "probability": 0.8542 }, { "start": 1499.52, "end": 1500.72, "probability": 0.9865 }, { "start": 1500.76, "end": 1502.18, "probability": 0.9565 }, { "start": 1503.24, "end": 1506.24, "probability": 0.995 }, { "start": 1506.24, "end": 1507.32, "probability": 0.5017 }, { "start": 1508.44, "end": 1511.28, "probability": 0.9772 }, { "start": 1513.3, "end": 1514.1, "probability": 0.7244 }, { "start": 1515.46, "end": 1516.82, "probability": 0.7169 }, { "start": 1517.22, "end": 1518.44, "probability": 0.8525 }, { "start": 1536.56, "end": 1538.34, "probability": 0.656 }, { "start": 1538.42, "end": 1539.06, "probability": 0.5447 }, { "start": 1539.2, "end": 1540.42, "probability": 0.5898 }, { "start": 1540.66, "end": 1546.82, "probability": 0.8661 }, { "start": 1547.46, "end": 1551.32, "probability": 0.9432 }, { "start": 1552.66, "end": 1556.06, "probability": 0.9619 }, { "start": 1556.62, "end": 1562.24, "probability": 0.995 }, { "start": 1562.36, "end": 1565.94, "probability": 0.9819 }, { "start": 1566.38, "end": 1567.14, "probability": 0.8435 }, { "start": 1567.36, "end": 1570.78, "probability": 0.9849 }, { "start": 1570.9, "end": 1571.4, "probability": 0.6643 }, { "start": 1571.44, "end": 1574.88, "probability": 0.9898 }, { "start": 1574.88, "end": 1579.04, "probability": 0.9955 }, { "start": 1580.1, "end": 1580.94, "probability": 0.3368 }, { "start": 1581.58, "end": 1584.68, "probability": 0.9956 }, { "start": 1584.68, "end": 1588.82, "probability": 0.9837 }, { "start": 1591.24, "end": 1598.06, "probability": 0.9641 }, { "start": 1598.12, "end": 1598.78, "probability": 0.5065 }, { "start": 1598.94, "end": 1602.2, "probability": 0.9922 }, { "start": 1602.72, "end": 1604.24, "probability": 0.9888 }, { "start": 1604.38, "end": 1606.96, "probability": 0.9851 }, { "start": 1607.18, "end": 1612.56, "probability": 0.9892 }, { "start": 1612.72, "end": 1614.18, "probability": 0.6332 }, { "start": 1614.22, "end": 1614.92, "probability": 0.8542 }, { "start": 1615.12, "end": 1618.78, "probability": 0.7392 }, { "start": 1618.84, "end": 1619.72, "probability": 0.9816 }, { "start": 1619.78, "end": 1621.74, "probability": 0.9183 }, { "start": 1621.74, "end": 1624.72, "probability": 0.6729 }, { "start": 1624.84, "end": 1628.78, "probability": 0.9965 }, { "start": 1628.78, "end": 1632.62, "probability": 0.9871 }, { "start": 1632.74, "end": 1633.66, "probability": 0.9411 }, { "start": 1634.36, "end": 1636.16, "probability": 0.9877 }, { "start": 1637.58, "end": 1640.08, "probability": 0.9951 }, { "start": 1640.38, "end": 1643.46, "probability": 0.9986 }, { "start": 1644.26, "end": 1647.06, "probability": 0.9995 }, { "start": 1647.2, "end": 1651.18, "probability": 0.9798 }, { "start": 1651.26, "end": 1653.14, "probability": 0.9795 }, { "start": 1653.8, "end": 1657.28, "probability": 0.9949 }, { "start": 1657.52, "end": 1661.32, "probability": 0.9966 }, { "start": 1661.32, "end": 1664.94, "probability": 0.9976 }, { "start": 1666.04, "end": 1670.46, "probability": 0.9941 }, { "start": 1670.46, "end": 1674.86, "probability": 0.9966 }, { "start": 1675.06, "end": 1675.26, "probability": 0.4954 }, { "start": 1677.24, "end": 1677.98, "probability": 0.8147 }, { "start": 1678.46, "end": 1680.0, "probability": 0.9184 }, { "start": 1680.06, "end": 1680.28, "probability": 0.54 }, { "start": 1680.38, "end": 1681.38, "probability": 0.9854 }, { "start": 1681.46, "end": 1681.74, "probability": 0.8644 }, { "start": 1681.82, "end": 1682.84, "probability": 0.9939 }, { "start": 1683.58, "end": 1686.16, "probability": 0.8289 }, { "start": 1686.36, "end": 1687.86, "probability": 0.8437 }, { "start": 1717.44, "end": 1719.38, "probability": 0.6925 }, { "start": 1721.64, "end": 1725.72, "probability": 0.9712 }, { "start": 1725.76, "end": 1727.26, "probability": 0.9749 }, { "start": 1728.02, "end": 1732.5, "probability": 0.9946 }, { "start": 1734.47, "end": 1742.7, "probability": 0.9965 }, { "start": 1743.57, "end": 1748.48, "probability": 0.9803 }, { "start": 1749.28, "end": 1754.82, "probability": 0.9976 }, { "start": 1755.68, "end": 1757.92, "probability": 0.8533 }, { "start": 1758.66, "end": 1761.8, "probability": 0.8778 }, { "start": 1762.4, "end": 1763.38, "probability": 0.7609 }, { "start": 1764.2, "end": 1766.9, "probability": 0.9692 }, { "start": 1767.78, "end": 1772.78, "probability": 0.9836 }, { "start": 1774.0, "end": 1778.92, "probability": 0.9964 }, { "start": 1779.0, "end": 1783.32, "probability": 0.9917 }, { "start": 1784.14, "end": 1788.62, "probability": 0.9599 }, { "start": 1789.42, "end": 1790.26, "probability": 0.7098 }, { "start": 1792.08, "end": 1795.68, "probability": 0.8608 }, { "start": 1796.4, "end": 1799.64, "probability": 0.9934 }, { "start": 1799.64, "end": 1805.2, "probability": 0.9849 }, { "start": 1806.54, "end": 1811.4, "probability": 0.9955 }, { "start": 1812.04, "end": 1812.92, "probability": 0.9747 }, { "start": 1814.08, "end": 1816.38, "probability": 0.8147 }, { "start": 1816.66, "end": 1821.36, "probability": 0.7742 }, { "start": 1821.44, "end": 1823.7, "probability": 0.9948 }, { "start": 1824.18, "end": 1825.88, "probability": 0.9775 }, { "start": 1826.84, "end": 1831.46, "probability": 0.98 }, { "start": 1832.06, "end": 1834.82, "probability": 0.8261 }, { "start": 1835.66, "end": 1836.2, "probability": 0.6899 }, { "start": 1836.38, "end": 1838.54, "probability": 0.99 }, { "start": 1839.2, "end": 1840.28, "probability": 0.8747 }, { "start": 1840.36, "end": 1842.89, "probability": 0.9646 }, { "start": 1845.1, "end": 1848.06, "probability": 0.9834 }, { "start": 1848.56, "end": 1850.1, "probability": 0.9415 }, { "start": 1851.52, "end": 1854.24, "probability": 0.8017 }, { "start": 1855.04, "end": 1860.88, "probability": 0.9967 }, { "start": 1861.74, "end": 1865.68, "probability": 0.9932 }, { "start": 1865.74, "end": 1866.54, "probability": 0.8223 }, { "start": 1867.66, "end": 1870.22, "probability": 0.8033 }, { "start": 1871.2, "end": 1874.4, "probability": 0.8394 }, { "start": 1875.38, "end": 1876.88, "probability": 0.8828 }, { "start": 1877.02, "end": 1879.82, "probability": 0.7183 }, { "start": 1880.32, "end": 1886.6, "probability": 0.9783 }, { "start": 1887.24, "end": 1888.23, "probability": 0.7715 }, { "start": 1889.04, "end": 1891.9, "probability": 0.9678 }, { "start": 1892.5, "end": 1897.28, "probability": 0.9945 }, { "start": 1897.9, "end": 1902.48, "probability": 0.9667 }, { "start": 1903.12, "end": 1904.06, "probability": 0.9837 }, { "start": 1904.74, "end": 1905.2, "probability": 0.8438 }, { "start": 1905.94, "end": 1909.72, "probability": 0.96 }, { "start": 1910.76, "end": 1914.3, "probability": 0.9335 }, { "start": 1914.66, "end": 1914.9, "probability": 0.7147 }, { "start": 1915.42, "end": 1915.52, "probability": 0.9445 }, { "start": 1916.92, "end": 1926.22, "probability": 0.9561 }, { "start": 1927.72, "end": 1931.92, "probability": 0.9819 }, { "start": 1932.9, "end": 1935.26, "probability": 0.8979 }, { "start": 1935.3, "end": 1936.06, "probability": 0.5915 }, { "start": 1936.16, "end": 1936.88, "probability": 0.9762 }, { "start": 1936.94, "end": 1937.82, "probability": 0.9466 }, { "start": 1938.3, "end": 1939.55, "probability": 0.9848 }, { "start": 1939.64, "end": 1941.92, "probability": 0.9897 }, { "start": 1943.4, "end": 1944.0, "probability": 0.3837 }, { "start": 1945.02, "end": 1947.52, "probability": 0.6797 }, { "start": 1948.06, "end": 1950.9, "probability": 0.8102 }, { "start": 1951.56, "end": 1955.51, "probability": 0.9575 }, { "start": 1958.22, "end": 1958.92, "probability": 0.863 }, { "start": 1958.92, "end": 1958.92, "probability": 0.7125 }, { "start": 1958.92, "end": 1958.92, "probability": 0.9612 }, { "start": 1958.92, "end": 1958.92, "probability": 0.7017 }, { "start": 1958.92, "end": 1959.24, "probability": 0.9612 }, { "start": 1959.34, "end": 1959.52, "probability": 0.7569 }, { "start": 1960.04, "end": 1961.4, "probability": 0.7168 }, { "start": 1962.22, "end": 1963.48, "probability": 0.8401 }, { "start": 1963.74, "end": 1964.76, "probability": 0.9734 }, { "start": 1966.28, "end": 1967.6, "probability": 0.9951 }, { "start": 1967.6, "end": 1967.84, "probability": 0.6152 }, { "start": 1968.5, "end": 1969.72, "probability": 0.9016 }, { "start": 1992.04, "end": 1992.04, "probability": 0.1721 }, { "start": 1998.64, "end": 1999.86, "probability": 0.4474 }, { "start": 2000.38, "end": 2001.88, "probability": 0.7343 }, { "start": 2003.1, "end": 2008.06, "probability": 0.8987 }, { "start": 2008.52, "end": 2009.98, "probability": 0.1932 }, { "start": 2010.14, "end": 2010.28, "probability": 0.4177 }, { "start": 2010.36, "end": 2010.7, "probability": 0.2281 }, { "start": 2011.84, "end": 2012.14, "probability": 0.4993 }, { "start": 2012.2, "end": 2013.28, "probability": 0.6726 }, { "start": 2013.48, "end": 2017.56, "probability": 0.7997 }, { "start": 2017.72, "end": 2018.38, "probability": 0.0135 }, { "start": 2019.3, "end": 2020.18, "probability": 0.1732 }, { "start": 2021.8, "end": 2024.86, "probability": 0.0781 }, { "start": 2025.88, "end": 2026.44, "probability": 0.1213 }, { "start": 2026.44, "end": 2028.6, "probability": 0.3571 }, { "start": 2028.6, "end": 2029.22, "probability": 0.1103 }, { "start": 2030.96, "end": 2031.8, "probability": 0.1701 }, { "start": 2033.12, "end": 2034.26, "probability": 0.2163 }, { "start": 2035.6, "end": 2038.08, "probability": 0.956 }, { "start": 2038.22, "end": 2038.78, "probability": 0.7234 }, { "start": 2039.0, "end": 2042.72, "probability": 0.9909 }, { "start": 2042.96, "end": 2045.04, "probability": 0.986 }, { "start": 2046.76, "end": 2051.28, "probability": 0.9778 }, { "start": 2052.78, "end": 2053.62, "probability": 0.9563 }, { "start": 2054.2, "end": 2055.06, "probability": 0.897 }, { "start": 2055.84, "end": 2056.6, "probability": 0.7791 }, { "start": 2057.96, "end": 2062.5, "probability": 0.8856 }, { "start": 2062.64, "end": 2063.4, "probability": 0.5924 }, { "start": 2064.02, "end": 2065.04, "probability": 0.5859 }, { "start": 2065.94, "end": 2068.86, "probability": 0.999 }, { "start": 2069.6, "end": 2073.12, "probability": 0.7251 }, { "start": 2073.24, "end": 2073.84, "probability": 0.6997 }, { "start": 2076.68, "end": 2076.78, "probability": 0.1065 }, { "start": 2076.78, "end": 2076.78, "probability": 0.038 }, { "start": 2076.78, "end": 2077.06, "probability": 0.2681 }, { "start": 2079.82, "end": 2081.52, "probability": 0.8464 }, { "start": 2081.72, "end": 2085.76, "probability": 0.7397 }, { "start": 2086.66, "end": 2087.38, "probability": 0.3573 }, { "start": 2087.44, "end": 2088.48, "probability": 0.9601 }, { "start": 2089.5, "end": 2092.38, "probability": 0.9878 }, { "start": 2092.38, "end": 2094.68, "probability": 0.6764 }, { "start": 2095.32, "end": 2096.9, "probability": 0.8557 }, { "start": 2097.66, "end": 2101.42, "probability": 0.9413 }, { "start": 2102.2, "end": 2104.28, "probability": 0.9777 }, { "start": 2105.14, "end": 2108.26, "probability": 0.9966 }, { "start": 2108.44, "end": 2109.15, "probability": 0.9678 }, { "start": 2109.98, "end": 2110.74, "probability": 0.6218 }, { "start": 2111.48, "end": 2111.78, "probability": 0.7327 }, { "start": 2111.82, "end": 2118.52, "probability": 0.9851 }, { "start": 2118.98, "end": 2120.5, "probability": 0.8397 }, { "start": 2120.68, "end": 2121.16, "probability": 0.9034 }, { "start": 2121.56, "end": 2122.32, "probability": 0.7911 }, { "start": 2122.44, "end": 2122.98, "probability": 0.7905 }, { "start": 2123.38, "end": 2127.5, "probability": 0.8142 }, { "start": 2127.54, "end": 2128.52, "probability": 0.9993 }, { "start": 2129.08, "end": 2134.96, "probability": 0.952 }, { "start": 2135.26, "end": 2137.7, "probability": 0.9369 }, { "start": 2139.64, "end": 2144.84, "probability": 0.82 }, { "start": 2145.18, "end": 2145.7, "probability": 0.864 }, { "start": 2146.48, "end": 2147.42, "probability": 0.9795 }, { "start": 2148.24, "end": 2150.4, "probability": 0.5798 }, { "start": 2151.44, "end": 2154.22, "probability": 0.7591 }, { "start": 2155.6, "end": 2156.38, "probability": 0.925 }, { "start": 2157.5, "end": 2159.86, "probability": 0.6496 }, { "start": 2160.62, "end": 2166.04, "probability": 0.7474 }, { "start": 2166.9, "end": 2167.48, "probability": 0.5791 }, { "start": 2167.62, "end": 2169.06, "probability": 0.9156 }, { "start": 2169.42, "end": 2171.0, "probability": 0.8579 }, { "start": 2173.38, "end": 2175.4, "probability": 0.7347 }, { "start": 2176.08, "end": 2177.12, "probability": 0.6799 }, { "start": 2177.88, "end": 2182.9, "probability": 0.9967 }, { "start": 2183.78, "end": 2185.72, "probability": 0.9176 }, { "start": 2187.02, "end": 2188.67, "probability": 0.9901 }, { "start": 2189.74, "end": 2190.34, "probability": 0.5947 }, { "start": 2190.98, "end": 2193.64, "probability": 0.7938 }, { "start": 2194.48, "end": 2195.98, "probability": 0.978 }, { "start": 2196.74, "end": 2201.1, "probability": 0.9746 }, { "start": 2201.1, "end": 2205.06, "probability": 0.9885 }, { "start": 2205.9, "end": 2206.64, "probability": 0.7585 }, { "start": 2207.2, "end": 2209.42, "probability": 0.9775 }, { "start": 2209.46, "end": 2213.54, "probability": 0.9869 }, { "start": 2214.28, "end": 2217.5, "probability": 0.9949 }, { "start": 2218.1, "end": 2222.52, "probability": 0.9788 }, { "start": 2222.94, "end": 2225.62, "probability": 0.9681 }, { "start": 2226.2, "end": 2227.04, "probability": 0.8668 }, { "start": 2227.6, "end": 2230.58, "probability": 0.9509 }, { "start": 2231.68, "end": 2234.0, "probability": 0.7518 }, { "start": 2234.62, "end": 2238.82, "probability": 0.9805 }, { "start": 2239.16, "end": 2243.6, "probability": 0.9548 }, { "start": 2245.42, "end": 2247.88, "probability": 0.923 }, { "start": 2248.82, "end": 2249.5, "probability": 0.675 }, { "start": 2250.94, "end": 2253.14, "probability": 0.7165 }, { "start": 2253.62, "end": 2254.04, "probability": 0.5491 }, { "start": 2254.78, "end": 2257.88, "probability": 0.7942 }, { "start": 2261.7, "end": 2262.46, "probability": 0.9604 }, { "start": 2268.74, "end": 2269.2, "probability": 0.6681 }, { "start": 2270.14, "end": 2270.3, "probability": 0.0309 }, { "start": 2270.3, "end": 2270.82, "probability": 0.0286 }, { "start": 2290.34, "end": 2290.34, "probability": 0.1078 }, { "start": 2290.34, "end": 2291.32, "probability": 0.407 }, { "start": 2292.02, "end": 2294.58, "probability": 0.6896 }, { "start": 2294.7, "end": 2296.74, "probability": 0.7221 }, { "start": 2297.6, "end": 2303.36, "probability": 0.5319 }, { "start": 2303.74, "end": 2305.66, "probability": 0.2027 }, { "start": 2306.16, "end": 2307.6, "probability": 0.9066 }, { "start": 2308.2, "end": 2312.96, "probability": 0.8108 }, { "start": 2314.88, "end": 2315.44, "probability": 0.5716 }, { "start": 2315.6, "end": 2317.96, "probability": 0.9482 }, { "start": 2319.14, "end": 2320.3, "probability": 0.6874 }, { "start": 2321.18, "end": 2323.8, "probability": 0.7491 }, { "start": 2324.44, "end": 2324.86, "probability": 0.4035 }, { "start": 2329.4, "end": 2330.64, "probability": 0.9888 }, { "start": 2334.46, "end": 2335.16, "probability": 0.7603 }, { "start": 2336.74, "end": 2336.98, "probability": 0.3257 }, { "start": 2338.16, "end": 2338.54, "probability": 0.8619 }, { "start": 2339.24, "end": 2340.5, "probability": 0.0116 }, { "start": 2341.7, "end": 2342.48, "probability": 0.0415 }, { "start": 2348.29, "end": 2350.44, "probability": 0.5355 }, { "start": 2350.52, "end": 2351.98, "probability": 0.8986 }, { "start": 2352.42, "end": 2355.26, "probability": 0.8057 }, { "start": 2356.08, "end": 2356.44, "probability": 0.6474 }, { "start": 2357.06, "end": 2357.78, "probability": 0.9718 }, { "start": 2363.02, "end": 2367.3, "probability": 0.6084 }, { "start": 2368.04, "end": 2368.88, "probability": 0.7396 }, { "start": 2379.3, "end": 2380.9, "probability": 0.483 }, { "start": 2382.66, "end": 2386.52, "probability": 0.7701 }, { "start": 2391.52, "end": 2394.32, "probability": 0.6847 }, { "start": 2394.46, "end": 2396.74, "probability": 0.7315 }, { "start": 2397.38, "end": 2398.96, "probability": 0.8246 }, { "start": 2399.56, "end": 2402.12, "probability": 0.7671 }, { "start": 2402.12, "end": 2406.66, "probability": 0.6223 }, { "start": 2407.56, "end": 2410.02, "probability": 0.6675 }, { "start": 2410.24, "end": 2413.92, "probability": 0.9472 }, { "start": 2414.26, "end": 2414.78, "probability": 0.8965 }, { "start": 2415.04, "end": 2418.94, "probability": 0.8648 }, { "start": 2418.94, "end": 2420.16, "probability": 0.97 }, { "start": 2420.46, "end": 2426.02, "probability": 0.9797 }, { "start": 2426.02, "end": 2429.98, "probability": 0.9829 }, { "start": 2432.26, "end": 2432.76, "probability": 0.5328 }, { "start": 2432.76, "end": 2433.16, "probability": 0.8843 }, { "start": 2433.22, "end": 2435.14, "probability": 0.9357 }, { "start": 2436.64, "end": 2440.04, "probability": 0.9912 }, { "start": 2440.94, "end": 2444.68, "probability": 0.9868 }, { "start": 2445.22, "end": 2449.75, "probability": 0.9902 }, { "start": 2450.18, "end": 2452.28, "probability": 0.9607 }, { "start": 2453.48, "end": 2456.18, "probability": 0.9937 }, { "start": 2456.38, "end": 2458.06, "probability": 0.9783 }, { "start": 2461.4, "end": 2463.94, "probability": 0.9801 }, { "start": 2464.46, "end": 2467.68, "probability": 0.994 }, { "start": 2467.81, "end": 2472.04, "probability": 0.9733 }, { "start": 2472.54, "end": 2475.34, "probability": 0.948 }, { "start": 2476.44, "end": 2477.6, "probability": 0.7662 }, { "start": 2478.14, "end": 2479.24, "probability": 0.9448 }, { "start": 2479.34, "end": 2482.5, "probability": 0.8889 }, { "start": 2483.22, "end": 2487.64, "probability": 0.9713 }, { "start": 2487.64, "end": 2490.74, "probability": 0.9829 }, { "start": 2491.04, "end": 2491.18, "probability": 0.0855 }, { "start": 2491.34, "end": 2493.62, "probability": 0.9983 }, { "start": 2494.14, "end": 2497.38, "probability": 0.994 }, { "start": 2497.44, "end": 2499.38, "probability": 0.9044 }, { "start": 2500.5, "end": 2506.2, "probability": 0.9964 }, { "start": 2506.22, "end": 2506.6, "probability": 0.5397 }, { "start": 2506.66, "end": 2507.96, "probability": 0.9381 }, { "start": 2508.24, "end": 2510.68, "probability": 0.9962 }, { "start": 2515.6, "end": 2518.26, "probability": 0.6712 }, { "start": 2522.58, "end": 2525.82, "probability": 0.7453 }, { "start": 2526.66, "end": 2528.68, "probability": 0.3238 }, { "start": 2528.68, "end": 2529.38, "probability": 0.9282 }, { "start": 2529.76, "end": 2531.42, "probability": 0.9457 }, { "start": 2534.7, "end": 2535.98, "probability": 0.8058 }, { "start": 2537.34, "end": 2538.8, "probability": 0.9827 }, { "start": 2540.34, "end": 2542.9, "probability": 0.7363 }, { "start": 2543.64, "end": 2545.92, "probability": 0.9541 }, { "start": 2546.02, "end": 2546.88, "probability": 0.9891 }, { "start": 2546.98, "end": 2548.14, "probability": 0.9902 }, { "start": 2548.3, "end": 2548.94, "probability": 0.6591 }, { "start": 2549.82, "end": 2551.7, "probability": 0.7806 }, { "start": 2557.18, "end": 2559.45, "probability": 0.8666 }, { "start": 2559.76, "end": 2561.53, "probability": 0.993 }, { "start": 2562.56, "end": 2563.44, "probability": 0.4973 }, { "start": 2564.52, "end": 2567.92, "probability": 0.5482 }, { "start": 2568.3, "end": 2572.04, "probability": 0.8771 }, { "start": 2572.5, "end": 2574.18, "probability": 0.4993 }, { "start": 2574.36, "end": 2577.02, "probability": 0.9375 }, { "start": 2577.3, "end": 2578.0, "probability": 0.3508 }, { "start": 2578.3, "end": 2580.12, "probability": 0.9819 }, { "start": 2580.62, "end": 2583.42, "probability": 0.9443 }, { "start": 2584.34, "end": 2586.4, "probability": 0.4962 }, { "start": 2586.76, "end": 2589.42, "probability": 0.9878 }, { "start": 2590.34, "end": 2592.32, "probability": 0.646 }, { "start": 2592.6, "end": 2599.24, "probability": 0.9914 }, { "start": 2599.4, "end": 2603.78, "probability": 0.9967 }, { "start": 2604.24, "end": 2608.82, "probability": 0.9893 }, { "start": 2608.88, "end": 2611.14, "probability": 0.1266 }, { "start": 2611.64, "end": 2612.54, "probability": 0.7935 }, { "start": 2612.68, "end": 2616.82, "probability": 0.8038 }, { "start": 2616.96, "end": 2623.34, "probability": 0.9985 }, { "start": 2624.26, "end": 2632.88, "probability": 0.9985 }, { "start": 2633.02, "end": 2635.1, "probability": 0.9907 }, { "start": 2635.26, "end": 2635.52, "probability": 0.6924 }, { "start": 2635.66, "end": 2641.32, "probability": 0.9993 }, { "start": 2641.96, "end": 2644.1, "probability": 0.9908 }, { "start": 2644.98, "end": 2649.32, "probability": 0.9961 }, { "start": 2650.9, "end": 2653.68, "probability": 0.9948 }, { "start": 2653.98, "end": 2656.2, "probability": 0.9926 }, { "start": 2656.84, "end": 2657.0, "probability": 0.6749 }, { "start": 2658.25, "end": 2658.92, "probability": 0.9673 }, { "start": 2659.34, "end": 2660.44, "probability": 0.8132 }, { "start": 2660.88, "end": 2661.76, "probability": 0.7277 }, { "start": 2668.7, "end": 2670.56, "probability": 0.6068 }, { "start": 2673.04, "end": 2674.42, "probability": 0.7641 }, { "start": 2676.08, "end": 2676.5, "probability": 0.767 }, { "start": 2677.74, "end": 2679.82, "probability": 0.6786 }, { "start": 2680.76, "end": 2682.06, "probability": 0.0521 }, { "start": 2683.46, "end": 2684.32, "probability": 0.7827 }, { "start": 2693.16, "end": 2695.04, "probability": 0.7318 }, { "start": 2695.92, "end": 2701.0, "probability": 0.6848 }, { "start": 2701.74, "end": 2707.1, "probability": 0.9702 }, { "start": 2708.06, "end": 2714.44, "probability": 0.9533 }, { "start": 2714.58, "end": 2718.26, "probability": 0.9905 }, { "start": 2718.58, "end": 2719.24, "probability": 0.653 }, { "start": 2720.0, "end": 2723.18, "probability": 0.9891 }, { "start": 2723.74, "end": 2725.48, "probability": 0.876 }, { "start": 2727.16, "end": 2727.46, "probability": 0.7958 }, { "start": 2727.96, "end": 2733.06, "probability": 0.9722 }, { "start": 2733.06, "end": 2737.46, "probability": 0.9958 }, { "start": 2738.02, "end": 2738.32, "probability": 0.6208 }, { "start": 2738.38, "end": 2739.72, "probability": 0.7978 }, { "start": 2739.78, "end": 2742.28, "probability": 0.9912 }, { "start": 2742.7, "end": 2745.46, "probability": 0.9934 }, { "start": 2745.92, "end": 2748.08, "probability": 0.8938 }, { "start": 2748.08, "end": 2751.2, "probability": 0.9117 }, { "start": 2751.7, "end": 2754.0, "probability": 0.9907 }, { "start": 2754.1, "end": 2754.5, "probability": 0.8455 }, { "start": 2754.54, "end": 2756.02, "probability": 0.5267 }, { "start": 2756.26, "end": 2760.16, "probability": 0.9377 }, { "start": 2760.54, "end": 2761.24, "probability": 0.6724 }, { "start": 2761.52, "end": 2763.7, "probability": 0.9678 }, { "start": 2765.42, "end": 2769.52, "probability": 0.999 }, { "start": 2769.98, "end": 2772.32, "probability": 0.9918 }, { "start": 2772.56, "end": 2776.48, "probability": 0.9806 }, { "start": 2777.1, "end": 2780.8, "probability": 0.9876 }, { "start": 2780.88, "end": 2784.66, "probability": 0.9982 }, { "start": 2785.68, "end": 2786.24, "probability": 0.942 }, { "start": 2786.4, "end": 2789.68, "probability": 0.9978 }, { "start": 2789.68, "end": 2793.28, "probability": 0.9443 }, { "start": 2793.36, "end": 2794.2, "probability": 0.6417 }, { "start": 2795.04, "end": 2798.58, "probability": 0.9957 }, { "start": 2798.58, "end": 2802.04, "probability": 0.9984 }, { "start": 2802.4, "end": 2806.06, "probability": 0.9194 }, { "start": 2806.7, "end": 2809.78, "probability": 0.9939 }, { "start": 2809.78, "end": 2812.2, "probability": 0.9824 }, { "start": 2813.8, "end": 2816.82, "probability": 0.9968 }, { "start": 2816.88, "end": 2818.94, "probability": 0.8514 }, { "start": 2819.36, "end": 2822.3, "probability": 0.9883 }, { "start": 2822.3, "end": 2825.52, "probability": 0.9855 }, { "start": 2826.06, "end": 2830.44, "probability": 0.9935 }, { "start": 2830.44, "end": 2835.58, "probability": 0.9984 }, { "start": 2835.64, "end": 2837.64, "probability": 0.9793 }, { "start": 2838.96, "end": 2840.78, "probability": 0.8937 }, { "start": 2840.92, "end": 2845.12, "probability": 0.9808 }, { "start": 2845.74, "end": 2847.64, "probability": 0.9089 }, { "start": 2848.06, "end": 2853.06, "probability": 0.9937 }, { "start": 2853.52, "end": 2855.76, "probability": 0.9905 }, { "start": 2856.28, "end": 2859.5, "probability": 0.9967 }, { "start": 2860.32, "end": 2863.42, "probability": 0.8903 }, { "start": 2863.42, "end": 2866.44, "probability": 0.9985 }, { "start": 2866.98, "end": 2870.88, "probability": 0.9481 }, { "start": 2871.34, "end": 2876.12, "probability": 0.9283 }, { "start": 2876.72, "end": 2878.84, "probability": 0.9713 }, { "start": 2879.64, "end": 2882.58, "probability": 0.8346 }, { "start": 2882.58, "end": 2885.34, "probability": 0.9915 }, { "start": 2885.9, "end": 2891.14, "probability": 0.997 }, { "start": 2891.4, "end": 2892.44, "probability": 0.923 }, { "start": 2892.52, "end": 2894.13, "probability": 0.9956 }, { "start": 2894.32, "end": 2897.44, "probability": 0.9975 }, { "start": 2898.08, "end": 2900.46, "probability": 0.9949 }, { "start": 2900.66, "end": 2903.16, "probability": 0.9932 }, { "start": 2903.28, "end": 2905.48, "probability": 0.9623 }, { "start": 2905.58, "end": 2906.18, "probability": 0.8491 }, { "start": 2906.26, "end": 2910.5, "probability": 0.7858 }, { "start": 2910.5, "end": 2915.04, "probability": 0.9784 }, { "start": 2915.96, "end": 2919.78, "probability": 0.9279 }, { "start": 2919.86, "end": 2922.82, "probability": 0.9939 }, { "start": 2922.96, "end": 2925.62, "probability": 0.9946 }, { "start": 2925.68, "end": 2930.62, "probability": 0.9829 }, { "start": 2931.96, "end": 2932.7, "probability": 0.0502 }, { "start": 2932.7, "end": 2934.7, "probability": 0.7893 }, { "start": 2934.94, "end": 2935.22, "probability": 0.7864 }, { "start": 2935.34, "end": 2936.0, "probability": 0.8071 }, { "start": 2936.46, "end": 2937.68, "probability": 0.9296 }, { "start": 2937.8, "end": 2942.32, "probability": 0.9807 }, { "start": 2942.54, "end": 2943.98, "probability": 0.9284 }, { "start": 2944.62, "end": 2948.5, "probability": 0.9959 }, { "start": 2948.5, "end": 2953.8, "probability": 0.9974 }, { "start": 2953.82, "end": 2959.62, "probability": 0.9697 }, { "start": 2960.14, "end": 2961.84, "probability": 0.915 }, { "start": 2961.94, "end": 2963.98, "probability": 0.9924 }, { "start": 2965.32, "end": 2967.32, "probability": 0.721 }, { "start": 2968.5, "end": 2969.42, "probability": 0.8311 }, { "start": 2969.48, "end": 2969.84, "probability": 0.9709 }, { "start": 2969.92, "end": 2973.0, "probability": 0.9974 }, { "start": 2973.2, "end": 2980.04, "probability": 0.995 }, { "start": 2980.22, "end": 2981.8, "probability": 0.983 }, { "start": 2991.8, "end": 2996.28, "probability": 0.6216 }, { "start": 2997.34, "end": 3000.88, "probability": 0.8113 }, { "start": 3001.06, "end": 3004.78, "probability": 0.9509 }, { "start": 3005.08, "end": 3005.44, "probability": 0.7056 }, { "start": 3005.46, "end": 3008.44, "probability": 0.8357 }, { "start": 3008.54, "end": 3014.66, "probability": 0.6949 }, { "start": 3014.72, "end": 3019.47, "probability": 0.8477 }, { "start": 3021.0, "end": 3026.82, "probability": 0.8632 }, { "start": 3026.88, "end": 3037.66, "probability": 0.9071 }, { "start": 3037.74, "end": 3038.22, "probability": 0.8037 }, { "start": 3038.22, "end": 3043.88, "probability": 0.7376 }, { "start": 3043.96, "end": 3045.67, "probability": 0.981 }, { "start": 3047.64, "end": 3049.78, "probability": 0.8946 }, { "start": 3050.38, "end": 3052.56, "probability": 0.4703 }, { "start": 3053.26, "end": 3056.78, "probability": 0.9934 }, { "start": 3057.0, "end": 3061.76, "probability": 0.9841 }, { "start": 3062.58, "end": 3063.02, "probability": 0.6622 }, { "start": 3063.36, "end": 3063.7, "probability": 0.4814 }, { "start": 3063.76, "end": 3064.72, "probability": 0.9576 }, { "start": 3065.34, "end": 3066.02, "probability": 0.7939 }, { "start": 3066.16, "end": 3066.82, "probability": 0.5644 }, { "start": 3066.82, "end": 3067.78, "probability": 0.6134 }, { "start": 3067.84, "end": 3071.8, "probability": 0.9051 }, { "start": 3071.98, "end": 3072.46, "probability": 0.7738 }, { "start": 3088.28, "end": 3090.08, "probability": 0.6618 }, { "start": 3090.1, "end": 3091.32, "probability": 0.7697 }, { "start": 3091.52, "end": 3095.4, "probability": 0.8388 }, { "start": 3095.5, "end": 3096.74, "probability": 0.3752 }, { "start": 3097.7, "end": 3100.1, "probability": 0.9961 }, { "start": 3100.1, "end": 3103.1, "probability": 0.9941 }, { "start": 3103.84, "end": 3107.86, "probability": 0.9291 }, { "start": 3108.54, "end": 3112.48, "probability": 0.9447 }, { "start": 3112.54, "end": 3112.96, "probability": 0.7459 }, { "start": 3113.02, "end": 3114.5, "probability": 0.9289 }, { "start": 3116.58, "end": 3118.04, "probability": 0.6973 }, { "start": 3118.14, "end": 3120.5, "probability": 0.9429 }, { "start": 3120.58, "end": 3123.88, "probability": 0.9919 }, { "start": 3124.62, "end": 3128.46, "probability": 0.91 }, { "start": 3128.78, "end": 3130.06, "probability": 0.4638 }, { "start": 3130.66, "end": 3132.82, "probability": 0.991 }, { "start": 3134.1, "end": 3137.9, "probability": 0.9878 }, { "start": 3137.9, "end": 3141.26, "probability": 0.9297 }, { "start": 3141.94, "end": 3144.6, "probability": 0.9899 }, { "start": 3144.9, "end": 3146.96, "probability": 0.9509 }, { "start": 3147.46, "end": 3151.46, "probability": 0.9878 }, { "start": 3151.46, "end": 3154.54, "probability": 0.9983 }, { "start": 3154.54, "end": 3158.78, "probability": 0.9706 }, { "start": 3159.36, "end": 3161.38, "probability": 0.9958 }, { "start": 3161.38, "end": 3163.52, "probability": 0.9946 }, { "start": 3164.1, "end": 3168.1, "probability": 0.9766 }, { "start": 3168.1, "end": 3173.3, "probability": 0.9972 }, { "start": 3173.3, "end": 3174.54, "probability": 0.8785 }, { "start": 3176.36, "end": 3178.84, "probability": 0.8249 }, { "start": 3178.84, "end": 3182.26, "probability": 0.9858 }, { "start": 3182.92, "end": 3185.94, "probability": 0.8817 }, { "start": 3186.44, "end": 3188.46, "probability": 0.9779 }, { "start": 3188.82, "end": 3189.9, "probability": 0.9939 }, { "start": 3190.02, "end": 3192.52, "probability": 0.9961 }, { "start": 3192.52, "end": 3195.8, "probability": 0.9953 }, { "start": 3196.32, "end": 3200.22, "probability": 0.9749 }, { "start": 3200.82, "end": 3202.67, "probability": 0.6951 }, { "start": 3203.38, "end": 3207.32, "probability": 0.9561 }, { "start": 3208.04, "end": 3214.66, "probability": 0.8872 }, { "start": 3216.2, "end": 3218.24, "probability": 0.9224 }, { "start": 3218.86, "end": 3223.22, "probability": 0.9657 }, { "start": 3223.32, "end": 3223.72, "probability": 0.8386 }, { "start": 3223.78, "end": 3224.24, "probability": 0.9438 }, { "start": 3224.36, "end": 3225.02, "probability": 0.9026 }, { "start": 3225.06, "end": 3225.78, "probability": 0.7612 }, { "start": 3226.82, "end": 3229.3, "probability": 0.7526 }, { "start": 3229.9, "end": 3234.35, "probability": 0.9956 }, { "start": 3234.72, "end": 3235.22, "probability": 0.2873 }, { "start": 3235.3, "end": 3236.24, "probability": 0.8665 }, { "start": 3236.72, "end": 3238.02, "probability": 0.8732 }, { "start": 3238.42, "end": 3241.14, "probability": 0.9678 }, { "start": 3241.2, "end": 3241.36, "probability": 0.6247 }, { "start": 3241.36, "end": 3243.67, "probability": 0.7633 }, { "start": 3244.82, "end": 3251.44, "probability": 0.6157 }, { "start": 3251.48, "end": 3253.18, "probability": 0.7586 }, { "start": 3253.28, "end": 3255.3, "probability": 0.9225 }, { "start": 3255.9, "end": 3260.76, "probability": 0.9572 }, { "start": 3261.52, "end": 3262.54, "probability": 0.8102 }, { "start": 3263.06, "end": 3264.06, "probability": 0.7722 }, { "start": 3264.46, "end": 3265.64, "probability": 0.8462 }, { "start": 3265.74, "end": 3270.14, "probability": 0.9821 }, { "start": 3271.2, "end": 3273.7, "probability": 0.8495 }, { "start": 3274.42, "end": 3279.2, "probability": 0.887 }, { "start": 3283.66, "end": 3284.42, "probability": 0.7777 }, { "start": 3285.02, "end": 3287.2, "probability": 0.9982 }, { "start": 3287.3, "end": 3288.56, "probability": 0.9569 }, { "start": 3288.94, "end": 3290.54, "probability": 0.9608 }, { "start": 3292.46, "end": 3292.78, "probability": 0.4712 }, { "start": 3297.54, "end": 3299.7, "probability": 0.7929 }, { "start": 3301.28, "end": 3304.24, "probability": 0.9423 }, { "start": 3304.24, "end": 3307.68, "probability": 0.9702 }, { "start": 3307.8, "end": 3309.22, "probability": 0.7702 }, { "start": 3309.66, "end": 3316.54, "probability": 0.61 }, { "start": 3318.36, "end": 3319.88, "probability": 0.5959 }, { "start": 3319.92, "end": 3320.68, "probability": 0.7543 }, { "start": 3320.84, "end": 3322.38, "probability": 0.783 }, { "start": 3322.38, "end": 3324.58, "probability": 0.8075 }, { "start": 3324.96, "end": 3327.1, "probability": 0.5208 }, { "start": 3327.14, "end": 3327.3, "probability": 0.2685 }, { "start": 3327.3, "end": 3327.44, "probability": 0.5842 }, { "start": 3327.46, "end": 3327.9, "probability": 0.8607 }, { "start": 3328.66, "end": 3330.28, "probability": 0.9048 }, { "start": 3330.28, "end": 3330.94, "probability": 0.82 }, { "start": 3331.2, "end": 3332.76, "probability": 0.4948 }, { "start": 3333.84, "end": 3336.88, "probability": 0.5741 }, { "start": 3337.9, "end": 3338.54, "probability": 0.5408 }, { "start": 3338.54, "end": 3343.34, "probability": 0.9922 }, { "start": 3344.02, "end": 3349.16, "probability": 0.9937 }, { "start": 3350.08, "end": 3354.78, "probability": 0.9877 }, { "start": 3354.92, "end": 3357.12, "probability": 0.9771 }, { "start": 3357.24, "end": 3360.02, "probability": 0.9812 }, { "start": 3360.08, "end": 3364.66, "probability": 0.9765 }, { "start": 3365.7, "end": 3368.82, "probability": 0.9976 }, { "start": 3368.84, "end": 3371.08, "probability": 0.9946 }, { "start": 3371.2, "end": 3372.0, "probability": 0.7585 }, { "start": 3372.14, "end": 3372.92, "probability": 0.4538 }, { "start": 3373.02, "end": 3374.14, "probability": 0.9824 }, { "start": 3375.22, "end": 3380.7, "probability": 0.9596 }, { "start": 3380.84, "end": 3384.6, "probability": 0.8057 }, { "start": 3386.58, "end": 3391.04, "probability": 0.6931 }, { "start": 3391.24, "end": 3394.77, "probability": 0.9795 }, { "start": 3394.96, "end": 3395.4, "probability": 0.2496 }, { "start": 3397.14, "end": 3398.68, "probability": 0.9454 }, { "start": 3398.72, "end": 3400.3, "probability": 0.9927 }, { "start": 3400.8, "end": 3406.26, "probability": 0.9679 }, { "start": 3407.1, "end": 3407.74, "probability": 0.2942 }, { "start": 3407.82, "end": 3408.82, "probability": 0.5991 }, { "start": 3409.04, "end": 3413.02, "probability": 0.9744 }, { "start": 3413.14, "end": 3416.26, "probability": 0.9912 }, { "start": 3416.78, "end": 3420.34, "probability": 0.7924 }, { "start": 3420.44, "end": 3420.88, "probability": 0.5216 }, { "start": 3420.92, "end": 3425.22, "probability": 0.8207 }, { "start": 3425.26, "end": 3428.78, "probability": 0.9888 }, { "start": 3428.98, "end": 3432.6, "probability": 0.9991 }, { "start": 3432.68, "end": 3435.88, "probability": 0.9923 }, { "start": 3436.98, "end": 3441.02, "probability": 0.9987 }, { "start": 3441.02, "end": 3444.42, "probability": 0.993 }, { "start": 3444.9, "end": 3448.76, "probability": 0.9985 }, { "start": 3448.76, "end": 3454.04, "probability": 0.9847 }, { "start": 3454.12, "end": 3455.76, "probability": 0.6766 }, { "start": 3456.06, "end": 3456.58, "probability": 0.5056 }, { "start": 3457.06, "end": 3459.84, "probability": 0.8566 }, { "start": 3459.92, "end": 3461.48, "probability": 0.9957 }, { "start": 3462.44, "end": 3466.3, "probability": 0.9954 }, { "start": 3466.6, "end": 3467.78, "probability": 0.7141 }, { "start": 3467.9, "end": 3472.02, "probability": 0.7733 }, { "start": 3472.7, "end": 3475.89, "probability": 0.988 }, { "start": 3476.64, "end": 3478.52, "probability": 0.8183 }, { "start": 3478.62, "end": 3480.34, "probability": 0.9105 }, { "start": 3480.42, "end": 3485.14, "probability": 0.8184 }, { "start": 3485.72, "end": 3486.98, "probability": 0.5682 }, { "start": 3487.42, "end": 3489.14, "probability": 0.9434 }, { "start": 3489.82, "end": 3492.0, "probability": 0.8188 }, { "start": 3492.22, "end": 3493.08, "probability": 0.9692 }, { "start": 3493.16, "end": 3495.28, "probability": 0.9503 }, { "start": 3495.28, "end": 3497.16, "probability": 0.9728 }, { "start": 3497.64, "end": 3498.42, "probability": 0.6757 }, { "start": 3498.64, "end": 3500.08, "probability": 0.9889 }, { "start": 3500.4, "end": 3503.52, "probability": 0.9699 }, { "start": 3503.64, "end": 3506.04, "probability": 0.9917 }, { "start": 3506.12, "end": 3509.36, "probability": 0.9966 }, { "start": 3509.76, "end": 3512.96, "probability": 0.9006 }, { "start": 3513.72, "end": 3516.8, "probability": 0.8247 }, { "start": 3517.5, "end": 3517.5, "probability": 0.025 }, { "start": 3517.7, "end": 3520.46, "probability": 0.9648 }, { "start": 3520.74, "end": 3521.86, "probability": 0.8022 }, { "start": 3521.94, "end": 3522.66, "probability": 0.9798 }, { "start": 3522.9, "end": 3524.26, "probability": 0.8908 }, { "start": 3524.34, "end": 3528.21, "probability": 0.9927 }, { "start": 3529.88, "end": 3534.16, "probability": 0.9882 }, { "start": 3534.24, "end": 3541.2, "probability": 0.9662 }, { "start": 3542.6, "end": 3543.18, "probability": 0.619 }, { "start": 3543.28, "end": 3546.34, "probability": 0.9585 }, { "start": 3546.94, "end": 3550.36, "probability": 0.7097 }, { "start": 3550.42, "end": 3550.58, "probability": 0.8682 }, { "start": 3552.1, "end": 3553.7, "probability": 0.6657 }, { "start": 3554.06, "end": 3554.68, "probability": 0.7598 }, { "start": 3554.78, "end": 3558.96, "probability": 0.9953 }, { "start": 3558.96, "end": 3562.58, "probability": 0.9899 }, { "start": 3563.48, "end": 3565.46, "probability": 0.7549 }, { "start": 3565.54, "end": 3570.04, "probability": 0.9961 }, { "start": 3570.64, "end": 3573.62, "probability": 0.9036 }, { "start": 3573.74, "end": 3577.08, "probability": 0.9578 }, { "start": 3578.12, "end": 3579.79, "probability": 0.868 }, { "start": 3579.9, "end": 3581.1, "probability": 0.9626 }, { "start": 3581.14, "end": 3586.62, "probability": 0.9785 }, { "start": 3588.02, "end": 3588.7, "probability": 0.5209 }, { "start": 3591.25, "end": 3595.04, "probability": 0.9937 }, { "start": 3595.72, "end": 3597.1, "probability": 0.9941 }, { "start": 3597.48, "end": 3599.04, "probability": 0.9812 }, { "start": 3599.34, "end": 3603.3, "probability": 0.9943 }, { "start": 3604.0, "end": 3607.94, "probability": 0.9388 }, { "start": 3608.08, "end": 3609.46, "probability": 0.8703 }, { "start": 3609.98, "end": 3614.66, "probability": 0.9781 }, { "start": 3614.82, "end": 3616.46, "probability": 0.8907 }, { "start": 3617.32, "end": 3620.74, "probability": 0.7988 }, { "start": 3621.22, "end": 3624.7, "probability": 0.9495 }, { "start": 3624.7, "end": 3628.98, "probability": 0.9742 }, { "start": 3629.82, "end": 3632.66, "probability": 0.9169 }, { "start": 3633.14, "end": 3637.2, "probability": 0.9199 }, { "start": 3637.2, "end": 3640.76, "probability": 0.9909 }, { "start": 3641.4, "end": 3647.66, "probability": 0.9884 }, { "start": 3648.56, "end": 3652.72, "probability": 0.9152 }, { "start": 3652.72, "end": 3656.06, "probability": 0.9735 }, { "start": 3657.8, "end": 3660.36, "probability": 0.9987 }, { "start": 3660.66, "end": 3663.3, "probability": 0.9869 }, { "start": 3663.7, "end": 3667.12, "probability": 0.9902 }, { "start": 3667.76, "end": 3668.14, "probability": 0.6777 }, { "start": 3668.28, "end": 3672.14, "probability": 0.9755 }, { "start": 3672.14, "end": 3675.58, "probability": 0.9551 }, { "start": 3675.98, "end": 3678.42, "probability": 0.9865 }, { "start": 3679.1, "end": 3681.7, "probability": 0.939 }, { "start": 3681.7, "end": 3684.7, "probability": 0.9865 }, { "start": 3685.3, "end": 3689.08, "probability": 0.9097 }, { "start": 3689.08, "end": 3691.96, "probability": 0.9774 }, { "start": 3692.68, "end": 3698.28, "probability": 0.9789 }, { "start": 3698.8, "end": 3699.94, "probability": 0.8479 }, { "start": 3700.9, "end": 3703.72, "probability": 0.996 }, { "start": 3703.74, "end": 3706.58, "probability": 0.9876 }, { "start": 3707.14, "end": 3709.96, "probability": 0.9856 }, { "start": 3709.96, "end": 3712.9, "probability": 0.9909 }, { "start": 3713.26, "end": 3715.8, "probability": 0.9937 }, { "start": 3715.92, "end": 3718.46, "probability": 0.9363 }, { "start": 3719.26, "end": 3719.56, "probability": 0.31 }, { "start": 3720.16, "end": 3724.08, "probability": 0.8362 }, { "start": 3724.6, "end": 3727.54, "probability": 0.9778 }, { "start": 3727.62, "end": 3730.54, "probability": 0.9865 }, { "start": 3730.62, "end": 3730.94, "probability": 0.4181 }, { "start": 3731.04, "end": 3735.94, "probability": 0.9619 }, { "start": 3737.36, "end": 3740.22, "probability": 0.9676 }, { "start": 3740.52, "end": 3743.42, "probability": 0.981 }, { "start": 3743.42, "end": 3747.52, "probability": 0.9863 }, { "start": 3748.56, "end": 3748.82, "probability": 0.3656 }, { "start": 3748.9, "end": 3753.26, "probability": 0.9623 }, { "start": 3753.62, "end": 3755.66, "probability": 0.9963 }, { "start": 3756.62, "end": 3759.2, "probability": 0.9889 }, { "start": 3759.46, "end": 3763.88, "probability": 0.9982 }, { "start": 3763.88, "end": 3767.64, "probability": 0.9954 }, { "start": 3767.64, "end": 3772.78, "probability": 0.9425 }, { "start": 3772.9, "end": 3776.7, "probability": 0.9961 }, { "start": 3776.7, "end": 3780.98, "probability": 0.994 }, { "start": 3780.98, "end": 3783.98, "probability": 0.9815 }, { "start": 3784.48, "end": 3789.06, "probability": 0.9966 }, { "start": 3789.18, "end": 3792.38, "probability": 0.9963 }, { "start": 3792.78, "end": 3794.64, "probability": 0.9858 }, { "start": 3798.76, "end": 3800.96, "probability": 0.6217 }, { "start": 3801.5, "end": 3802.24, "probability": 0.6416 }, { "start": 3802.32, "end": 3802.72, "probability": 0.7059 }, { "start": 3802.78, "end": 3806.98, "probability": 0.9695 }, { "start": 3807.1, "end": 3811.54, "probability": 0.9596 }, { "start": 3813.0, "end": 3814.6, "probability": 0.9939 }, { "start": 3816.08, "end": 3816.72, "probability": 0.7682 }, { "start": 3816.82, "end": 3816.92, "probability": 0.7063 }, { "start": 3816.92, "end": 3817.44, "probability": 0.8475 }, { "start": 3817.74, "end": 3819.94, "probability": 0.9744 }, { "start": 3820.04, "end": 3820.84, "probability": 0.524 }, { "start": 3821.34, "end": 3824.14, "probability": 0.9239 }, { "start": 3824.26, "end": 3828.2, "probability": 0.9601 }, { "start": 3828.92, "end": 3831.08, "probability": 0.7993 }, { "start": 3832.23, "end": 3835.34, "probability": 0.977 }, { "start": 3836.36, "end": 3840.92, "probability": 0.968 }, { "start": 3840.92, "end": 3844.86, "probability": 0.9933 }, { "start": 3844.9, "end": 3846.09, "probability": 0.96 }, { "start": 3846.34, "end": 3847.42, "probability": 0.9355 }, { "start": 3848.52, "end": 3851.54, "probability": 0.991 }, { "start": 3851.62, "end": 3856.25, "probability": 0.98 }, { "start": 3856.58, "end": 3860.56, "probability": 0.9054 }, { "start": 3860.56, "end": 3864.5, "probability": 0.9985 }, { "start": 3864.58, "end": 3866.62, "probability": 0.7812 }, { "start": 3867.2, "end": 3871.48, "probability": 0.9161 }, { "start": 3872.28, "end": 3875.0, "probability": 0.9878 }, { "start": 3875.14, "end": 3878.64, "probability": 0.9834 }, { "start": 3878.64, "end": 3881.76, "probability": 0.9962 }, { "start": 3882.54, "end": 3885.16, "probability": 0.7554 }, { "start": 3885.74, "end": 3891.06, "probability": 0.9696 }, { "start": 3891.38, "end": 3894.88, "probability": 0.9514 }, { "start": 3895.4, "end": 3899.52, "probability": 0.9821 }, { "start": 3899.52, "end": 3903.92, "probability": 0.9852 }, { "start": 3904.98, "end": 3908.33, "probability": 0.9976 }, { "start": 3909.12, "end": 3915.44, "probability": 0.9919 }, { "start": 3915.44, "end": 3919.82, "probability": 0.9959 }, { "start": 3920.66, "end": 3921.4, "probability": 0.6405 }, { "start": 3921.48, "end": 3922.42, "probability": 0.9409 }, { "start": 3922.48, "end": 3923.72, "probability": 0.8221 }, { "start": 3924.52, "end": 3928.92, "probability": 0.9941 }, { "start": 3929.08, "end": 3929.48, "probability": 0.6697 }, { "start": 3930.44, "end": 3931.28, "probability": 0.4372 }, { "start": 3931.48, "end": 3931.78, "probability": 0.7808 }, { "start": 3931.84, "end": 3933.56, "probability": 0.7571 }, { "start": 3933.72, "end": 3935.5, "probability": 0.9883 }, { "start": 3935.6, "end": 3936.24, "probability": 0.8136 }, { "start": 3937.1, "end": 3941.62, "probability": 0.9128 }, { "start": 3941.62, "end": 3945.92, "probability": 0.9829 }, { "start": 3946.2, "end": 3949.16, "probability": 0.9365 }, { "start": 3949.16, "end": 3951.56, "probability": 0.9899 }, { "start": 3951.72, "end": 3952.76, "probability": 0.4305 }, { "start": 3953.46, "end": 3957.72, "probability": 0.9795 }, { "start": 3958.24, "end": 3959.2, "probability": 0.7788 }, { "start": 3959.34, "end": 3960.18, "probability": 0.6828 }, { "start": 3960.26, "end": 3962.78, "probability": 0.7622 }, { "start": 3962.78, "end": 3965.92, "probability": 0.9297 }, { "start": 3966.38, "end": 3968.75, "probability": 0.9958 }, { "start": 3969.48, "end": 3971.12, "probability": 0.9966 }, { "start": 3971.2, "end": 3974.22, "probability": 0.9788 }, { "start": 3974.34, "end": 3978.91, "probability": 0.9608 }, { "start": 3979.16, "end": 3982.66, "probability": 0.9719 }, { "start": 3983.46, "end": 3985.94, "probability": 0.979 }, { "start": 3986.04, "end": 3990.34, "probability": 0.9974 }, { "start": 3991.24, "end": 3993.28, "probability": 0.9894 }, { "start": 3993.46, "end": 3999.78, "probability": 0.9993 }, { "start": 3999.78, "end": 4005.7, "probability": 0.9657 }, { "start": 4005.76, "end": 4009.1, "probability": 0.9959 }, { "start": 4009.64, "end": 4010.94, "probability": 0.9644 }, { "start": 4011.94, "end": 4013.98, "probability": 0.9126 }, { "start": 4014.08, "end": 4015.72, "probability": 0.9946 }, { "start": 4015.88, "end": 4017.66, "probability": 0.9249 }, { "start": 4019.63, "end": 4022.88, "probability": 0.8252 }, { "start": 4023.5, "end": 4026.94, "probability": 0.9955 }, { "start": 4027.24, "end": 4031.68, "probability": 0.9924 }, { "start": 4032.95, "end": 4034.94, "probability": 0.6862 }, { "start": 4035.1, "end": 4036.64, "probability": 0.9435 }, { "start": 4037.2, "end": 4041.96, "probability": 0.9752 }, { "start": 4041.96, "end": 4045.22, "probability": 0.9944 }, { "start": 4045.58, "end": 4047.06, "probability": 0.7503 }, { "start": 4047.08, "end": 4049.68, "probability": 0.901 }, { "start": 4051.0, "end": 4056.96, "probability": 0.9988 }, { "start": 4057.16, "end": 4058.24, "probability": 0.8481 }, { "start": 4058.34, "end": 4058.6, "probability": 0.5712 }, { "start": 4058.68, "end": 4060.3, "probability": 0.9941 }, { "start": 4060.88, "end": 4062.86, "probability": 0.839 }, { "start": 4063.98, "end": 4065.4, "probability": 0.9877 }, { "start": 4066.1, "end": 4069.12, "probability": 0.9973 }, { "start": 4069.24, "end": 4074.03, "probability": 0.9942 }, { "start": 4074.24, "end": 4074.96, "probability": 0.4505 }, { "start": 4075.34, "end": 4078.16, "probability": 0.9613 }, { "start": 4078.82, "end": 4083.32, "probability": 0.9897 }, { "start": 4083.88, "end": 4085.02, "probability": 0.989 }, { "start": 4085.56, "end": 4086.36, "probability": 0.8342 }, { "start": 4086.4, "end": 4087.46, "probability": 0.9407 }, { "start": 4087.94, "end": 4090.51, "probability": 0.8421 }, { "start": 4090.72, "end": 4091.6, "probability": 0.8232 }, { "start": 4091.66, "end": 4092.22, "probability": 0.9715 }, { "start": 4092.3, "end": 4093.64, "probability": 0.9921 }, { "start": 4094.34, "end": 4099.46, "probability": 0.9897 }, { "start": 4099.88, "end": 4100.5, "probability": 0.8053 }, { "start": 4100.64, "end": 4104.48, "probability": 0.9932 }, { "start": 4104.8, "end": 4108.22, "probability": 0.7369 }, { "start": 4108.7, "end": 4111.5, "probability": 0.9634 }, { "start": 4111.93, "end": 4115.64, "probability": 0.9739 }, { "start": 4116.92, "end": 4120.22, "probability": 0.991 }, { "start": 4120.38, "end": 4124.28, "probability": 0.9023 }, { "start": 4125.18, "end": 4130.24, "probability": 0.9284 }, { "start": 4131.02, "end": 4133.56, "probability": 0.8598 }, { "start": 4133.66, "end": 4134.98, "probability": 0.8586 }, { "start": 4135.12, "end": 4136.3, "probability": 0.9872 }, { "start": 4136.68, "end": 4139.96, "probability": 0.9839 }, { "start": 4140.3, "end": 4143.7, "probability": 0.9819 }, { "start": 4144.28, "end": 4144.28, "probability": 0.4809 }, { "start": 4145.18, "end": 4148.05, "probability": 0.9541 }, { "start": 4150.26, "end": 4150.34, "probability": 0.135 }, { "start": 4150.34, "end": 4152.3, "probability": 0.7446 }, { "start": 4152.5, "end": 4156.12, "probability": 0.9912 }, { "start": 4156.34, "end": 4158.06, "probability": 0.9066 }, { "start": 4158.1, "end": 4161.1, "probability": 0.8942 }, { "start": 4161.62, "end": 4162.28, "probability": 0.0036 }, { "start": 4162.82, "end": 4167.96, "probability": 0.9945 }, { "start": 4168.16, "end": 4168.92, "probability": 0.9023 }, { "start": 4168.92, "end": 4169.68, "probability": 0.8844 }, { "start": 4169.78, "end": 4170.56, "probability": 0.9103 }, { "start": 4170.74, "end": 4171.76, "probability": 0.9645 }, { "start": 4171.9, "end": 4173.02, "probability": 0.9883 }, { "start": 4174.76, "end": 4175.08, "probability": 0.8226 }, { "start": 4177.06, "end": 4178.32, "probability": 0.0774 }, { "start": 4178.48, "end": 4178.48, "probability": 0.5122 }, { "start": 4178.48, "end": 4184.36, "probability": 0.7341 }, { "start": 4184.98, "end": 4187.56, "probability": 0.7905 }, { "start": 4187.92, "end": 4194.5, "probability": 0.8534 }, { "start": 4194.86, "end": 4197.22, "probability": 0.9917 }, { "start": 4197.68, "end": 4198.2, "probability": 0.6557 }, { "start": 4198.68, "end": 4200.72, "probability": 0.8825 }, { "start": 4200.98, "end": 4201.64, "probability": 0.568 }, { "start": 4201.76, "end": 4202.12, "probability": 0.4893 }, { "start": 4202.56, "end": 4206.32, "probability": 0.9494 }, { "start": 4206.88, "end": 4208.94, "probability": 0.8632 }, { "start": 4209.02, "end": 4210.06, "probability": 0.8843 }, { "start": 4210.54, "end": 4211.58, "probability": 0.7166 }, { "start": 4212.3, "end": 4212.64, "probability": 0.2642 }, { "start": 4212.68, "end": 4216.64, "probability": 0.9289 }, { "start": 4217.18, "end": 4219.6, "probability": 0.9824 }, { "start": 4219.68, "end": 4220.0, "probability": 0.8726 }, { "start": 4220.9, "end": 4221.76, "probability": 0.6015 }, { "start": 4221.88, "end": 4225.64, "probability": 0.7554 }, { "start": 4225.64, "end": 4228.83, "probability": 0.9673 }, { "start": 4229.36, "end": 4231.14, "probability": 0.6855 }, { "start": 4231.2, "end": 4232.68, "probability": 0.976 }, { "start": 4232.8, "end": 4236.76, "probability": 0.6528 }, { "start": 4237.42, "end": 4240.62, "probability": 0.9366 }, { "start": 4241.06, "end": 4244.4, "probability": 0.9197 }, { "start": 4244.5, "end": 4249.1, "probability": 0.979 }, { "start": 4249.1, "end": 4255.72, "probability": 0.9884 }, { "start": 4256.26, "end": 4259.88, "probability": 0.6685 }, { "start": 4259.96, "end": 4260.26, "probability": 0.8452 }, { "start": 4260.42, "end": 4261.86, "probability": 0.9492 }, { "start": 4261.98, "end": 4265.36, "probability": 0.915 }, { "start": 4265.56, "end": 4268.02, "probability": 0.9219 }, { "start": 4268.42, "end": 4271.36, "probability": 0.9325 }, { "start": 4271.72, "end": 4273.74, "probability": 0.9827 }, { "start": 4273.94, "end": 4276.57, "probability": 0.6507 }, { "start": 4277.68, "end": 4279.29, "probability": 0.5339 }, { "start": 4279.88, "end": 4283.58, "probability": 0.9372 }, { "start": 4285.46, "end": 4287.66, "probability": 0.4963 }, { "start": 4288.32, "end": 4291.16, "probability": 0.4003 }, { "start": 4291.58, "end": 4296.8, "probability": 0.9564 }, { "start": 4296.92, "end": 4297.3, "probability": 0.9244 }, { "start": 4297.38, "end": 4298.22, "probability": 0.784 }, { "start": 4298.34, "end": 4299.7, "probability": 0.8153 }, { "start": 4299.76, "end": 4300.7, "probability": 0.6152 }, { "start": 4301.56, "end": 4304.24, "probability": 0.918 }, { "start": 4304.24, "end": 4307.58, "probability": 0.9886 }, { "start": 4308.16, "end": 4311.46, "probability": 0.8918 }, { "start": 4311.46, "end": 4315.86, "probability": 0.9934 }, { "start": 4317.44, "end": 4317.76, "probability": 0.0809 }, { "start": 4318.46, "end": 4322.16, "probability": 0.9415 }, { "start": 4322.16, "end": 4326.6, "probability": 0.9381 }, { "start": 4326.74, "end": 4328.68, "probability": 0.9878 }, { "start": 4329.48, "end": 4332.52, "probability": 0.8404 }, { "start": 4333.38, "end": 4334.58, "probability": 0.7446 }, { "start": 4334.7, "end": 4335.25, "probability": 0.906 }, { "start": 4335.72, "end": 4342.54, "probability": 0.9582 }, { "start": 4342.66, "end": 4346.62, "probability": 0.9395 }, { "start": 4347.24, "end": 4349.76, "probability": 0.875 }, { "start": 4350.42, "end": 4353.34, "probability": 0.9617 }, { "start": 4353.34, "end": 4356.44, "probability": 0.9357 }, { "start": 4356.52, "end": 4360.44, "probability": 0.7434 }, { "start": 4360.62, "end": 4365.14, "probability": 0.8262 }, { "start": 4365.44, "end": 4367.96, "probability": 0.9783 }, { "start": 4368.5, "end": 4372.56, "probability": 0.9625 }, { "start": 4373.18, "end": 4375.24, "probability": 0.4904 }, { "start": 4375.88, "end": 4377.7, "probability": 0.342 }, { "start": 4378.16, "end": 4379.74, "probability": 0.7035 }, { "start": 4380.14, "end": 4384.66, "probability": 0.9932 }, { "start": 4384.78, "end": 4388.36, "probability": 0.8792 }, { "start": 4388.38, "end": 4391.36, "probability": 0.9938 }, { "start": 4391.9, "end": 4395.18, "probability": 0.8756 }, { "start": 4395.7, "end": 4397.18, "probability": 0.9946 }, { "start": 4397.82, "end": 4399.44, "probability": 0.9946 }, { "start": 4400.04, "end": 4401.76, "probability": 0.9883 }, { "start": 4402.02, "end": 4405.46, "probability": 0.9497 }, { "start": 4405.48, "end": 4409.5, "probability": 0.9972 }, { "start": 4410.34, "end": 4412.1, "probability": 0.8983 }, { "start": 4413.26, "end": 4415.86, "probability": 0.7299 }, { "start": 4416.58, "end": 4418.24, "probability": 0.9345 }, { "start": 4418.46, "end": 4421.8, "probability": 0.8264 }, { "start": 4421.92, "end": 4425.08, "probability": 0.9017 }, { "start": 4425.28, "end": 4426.52, "probability": 0.9958 }, { "start": 4427.1, "end": 4429.78, "probability": 0.948 }, { "start": 4429.94, "end": 4430.34, "probability": 0.6554 }, { "start": 4430.84, "end": 4431.2, "probability": 0.622 }, { "start": 4431.48, "end": 4433.13, "probability": 0.7534 }, { "start": 4434.54, "end": 4435.78, "probability": 0.9757 }, { "start": 4436.32, "end": 4439.38, "probability": 0.8931 }, { "start": 4439.74, "end": 4441.72, "probability": 0.9439 }, { "start": 4465.7, "end": 4466.36, "probability": 0.5283 }, { "start": 4466.58, "end": 4467.44, "probability": 0.6594 }, { "start": 4467.66, "end": 4468.8, "probability": 0.6915 }, { "start": 4470.8, "end": 4472.12, "probability": 0.9978 }, { "start": 4473.26, "end": 4474.94, "probability": 0.9182 }, { "start": 4476.2, "end": 4478.04, "probability": 0.9912 }, { "start": 4479.32, "end": 4481.64, "probability": 0.9547 }, { "start": 4482.64, "end": 4484.4, "probability": 0.9271 }, { "start": 4485.54, "end": 4486.62, "probability": 0.7033 }, { "start": 4488.26, "end": 4490.54, "probability": 0.9977 }, { "start": 4492.46, "end": 4496.5, "probability": 0.9767 }, { "start": 4497.16, "end": 4502.42, "probability": 0.9972 }, { "start": 4503.7, "end": 4504.32, "probability": 0.9326 }, { "start": 4504.96, "end": 4507.58, "probability": 0.668 }, { "start": 4507.66, "end": 4508.08, "probability": 0.845 }, { "start": 4509.2, "end": 4510.38, "probability": 0.9065 }, { "start": 4510.62, "end": 4513.2, "probability": 0.9857 }, { "start": 4513.8, "end": 4514.9, "probability": 0.9648 }, { "start": 4516.5, "end": 4521.28, "probability": 0.9702 }, { "start": 4522.74, "end": 4526.5, "probability": 0.9953 }, { "start": 4527.42, "end": 4528.74, "probability": 0.8877 }, { "start": 4528.8, "end": 4533.72, "probability": 0.9188 }, { "start": 4534.4, "end": 4535.48, "probability": 0.9668 }, { "start": 4536.12, "end": 4538.42, "probability": 0.9818 }, { "start": 4539.64, "end": 4544.46, "probability": 0.9357 }, { "start": 4545.04, "end": 4546.42, "probability": 0.9052 }, { "start": 4546.54, "end": 4547.48, "probability": 0.8299 }, { "start": 4548.44, "end": 4551.46, "probability": 0.7241 }, { "start": 4551.54, "end": 4552.64, "probability": 0.9194 }, { "start": 4552.64, "end": 4554.1, "probability": 0.667 }, { "start": 4554.36, "end": 4555.78, "probability": 0.5871 }, { "start": 4556.82, "end": 4559.34, "probability": 0.6291 }, { "start": 4560.28, "end": 4562.58, "probability": 0.9065 }, { "start": 4562.72, "end": 4563.42, "probability": 0.8997 }, { "start": 4563.86, "end": 4564.8, "probability": 0.8328 }, { "start": 4564.86, "end": 4565.48, "probability": 0.9799 }, { "start": 4565.86, "end": 4567.18, "probability": 0.9771 }, { "start": 4567.38, "end": 4568.22, "probability": 0.9893 }, { "start": 4568.36, "end": 4569.78, "probability": 0.9028 }, { "start": 4570.26, "end": 4573.47, "probability": 0.9976 }, { "start": 4573.66, "end": 4574.42, "probability": 0.9963 }, { "start": 4575.68, "end": 4579.54, "probability": 0.8744 }, { "start": 4580.16, "end": 4581.04, "probability": 0.4359 }, { "start": 4581.12, "end": 4584.68, "probability": 0.9507 }, { "start": 4585.12, "end": 4587.22, "probability": 0.993 }, { "start": 4588.1, "end": 4590.56, "probability": 0.7147 }, { "start": 4591.16, "end": 4591.84, "probability": 0.843 }, { "start": 4592.4, "end": 4595.2, "probability": 0.9408 }, { "start": 4596.02, "end": 4598.54, "probability": 0.6328 }, { "start": 4599.44, "end": 4600.56, "probability": 0.6312 }, { "start": 4601.28, "end": 4604.94, "probability": 0.6745 }, { "start": 4606.06, "end": 4607.36, "probability": 0.9787 }, { "start": 4608.02, "end": 4609.54, "probability": 0.9865 }, { "start": 4610.9, "end": 4614.74, "probability": 0.5213 }, { "start": 4615.44, "end": 4621.02, "probability": 0.9875 }, { "start": 4621.24, "end": 4621.91, "probability": 0.9938 }, { "start": 4623.12, "end": 4626.8, "probability": 0.9076 }, { "start": 4627.6, "end": 4628.42, "probability": 0.9058 }, { "start": 4628.94, "end": 4631.06, "probability": 0.1279 }, { "start": 4632.08, "end": 4635.74, "probability": 0.9862 }, { "start": 4636.06, "end": 4636.44, "probability": 0.8116 }, { "start": 4637.66, "end": 4638.38, "probability": 0.7621 }, { "start": 4641.62, "end": 4645.76, "probability": 0.9444 }, { "start": 4646.38, "end": 4648.08, "probability": 0.9639 }, { "start": 4648.78, "end": 4649.48, "probability": 0.9101 }, { "start": 4650.02, "end": 4651.46, "probability": 0.5448 }, { "start": 4652.32, "end": 4653.4, "probability": 0.7077 }, { "start": 4654.32, "end": 4654.42, "probability": 0.4362 }, { "start": 4657.36, "end": 4660.1, "probability": 0.8146 }, { "start": 4660.72, "end": 4661.1, "probability": 0.7227 }, { "start": 4663.58, "end": 4665.22, "probability": 0.9402 }, { "start": 4667.18, "end": 4667.88, "probability": 0.8786 }, { "start": 4667.9, "end": 4668.5, "probability": 0.8327 }, { "start": 4668.5, "end": 4668.92, "probability": 0.7746 }, { "start": 4668.98, "end": 4669.6, "probability": 0.8818 }, { "start": 4669.72, "end": 4670.08, "probability": 0.5741 }, { "start": 4670.3, "end": 4670.7, "probability": 0.7384 }, { "start": 4671.04, "end": 4671.66, "probability": 0.704 }, { "start": 4671.86, "end": 4672.18, "probability": 0.6975 }, { "start": 4672.38, "end": 4672.72, "probability": 0.9845 }, { "start": 4673.32, "end": 4676.8, "probability": 0.9541 }, { "start": 4677.44, "end": 4680.92, "probability": 0.9608 }, { "start": 4682.04, "end": 4687.38, "probability": 0.8877 }, { "start": 4687.38, "end": 4687.86, "probability": 0.595 }, { "start": 4703.22, "end": 4704.04, "probability": 0.6251 }, { "start": 4704.9, "end": 4705.5, "probability": 0.6016 }, { "start": 4706.76, "end": 4708.92, "probability": 0.6788 }, { "start": 4708.98, "end": 4709.52, "probability": 0.6466 }, { "start": 4710.24, "end": 4712.34, "probability": 0.8586 }, { "start": 4713.04, "end": 4715.48, "probability": 0.7 }, { "start": 4715.54, "end": 4718.7, "probability": 0.7798 }, { "start": 4719.48, "end": 4720.58, "probability": 0.8306 }, { "start": 4721.16, "end": 4722.94, "probability": 0.9482 }, { "start": 4726.56, "end": 4728.88, "probability": 0.6387 }, { "start": 4730.22, "end": 4732.16, "probability": 0.6057 }, { "start": 4732.2, "end": 4734.86, "probability": 0.705 }, { "start": 4734.98, "end": 4735.9, "probability": 0.9325 }, { "start": 4735.98, "end": 4737.14, "probability": 0.6317 }, { "start": 4738.84, "end": 4740.96, "probability": 0.9412 }, { "start": 4741.08, "end": 4741.98, "probability": 0.5946 }, { "start": 4742.6, "end": 4744.52, "probability": 0.602 }, { "start": 4744.66, "end": 4745.54, "probability": 0.8919 }, { "start": 4745.76, "end": 4745.9, "probability": 0.2023 }, { "start": 4745.94, "end": 4746.57, "probability": 0.2351 }, { "start": 4746.96, "end": 4749.02, "probability": 0.4008 }, { "start": 4749.28, "end": 4750.54, "probability": 0.4773 }, { "start": 4752.79, "end": 4754.42, "probability": 0.3216 }, { "start": 4754.98, "end": 4755.4, "probability": 0.4106 }, { "start": 4755.5, "end": 4757.64, "probability": 0.8142 }, { "start": 4757.74, "end": 4759.7, "probability": 0.6308 }, { "start": 4760.24, "end": 4766.84, "probability": 0.5178 }, { "start": 4767.08, "end": 4768.86, "probability": 0.5307 }, { "start": 4769.12, "end": 4770.16, "probability": 0.1187 }, { "start": 4770.7, "end": 4771.04, "probability": 0.4348 }, { "start": 4771.48, "end": 4775.06, "probability": 0.6898 }, { "start": 4775.64, "end": 4779.42, "probability": 0.8301 }, { "start": 4779.52, "end": 4779.74, "probability": 0.6293 }, { "start": 4780.56, "end": 4781.16, "probability": 0.3169 }, { "start": 4781.8, "end": 4784.24, "probability": 0.9243 }, { "start": 4784.42, "end": 4785.82, "probability": 0.9039 }, { "start": 4785.84, "end": 4786.97, "probability": 0.2068 }, { "start": 4787.8, "end": 4790.2, "probability": 0.3674 }, { "start": 4790.3, "end": 4793.8, "probability": 0.7444 }, { "start": 4794.62, "end": 4795.82, "probability": 0.8671 }, { "start": 4796.84, "end": 4798.3, "probability": 0.7381 }, { "start": 4798.48, "end": 4799.64, "probability": 0.7137 }, { "start": 4799.72, "end": 4800.06, "probability": 0.6142 }, { "start": 4800.44, "end": 4801.82, "probability": 0.893 }, { "start": 4801.9, "end": 4802.11, "probability": 0.5018 }, { "start": 4802.54, "end": 4804.86, "probability": 0.9315 }, { "start": 4805.7, "end": 4807.46, "probability": 0.7923 }, { "start": 4807.6, "end": 4810.38, "probability": 0.8446 }, { "start": 4810.46, "end": 4811.9, "probability": 0.7586 }, { "start": 4812.0, "end": 4813.08, "probability": 0.8602 }, { "start": 4813.24, "end": 4813.86, "probability": 0.8501 }, { "start": 4813.9, "end": 4814.72, "probability": 0.666 }, { "start": 4814.72, "end": 4815.18, "probability": 0.656 }, { "start": 4816.52, "end": 4817.56, "probability": 0.8442 }, { "start": 4817.64, "end": 4817.92, "probability": 0.8111 }, { "start": 4818.14, "end": 4819.52, "probability": 0.9631 }, { "start": 4819.66, "end": 4820.9, "probability": 0.866 }, { "start": 4821.0, "end": 4821.58, "probability": 0.9396 }, { "start": 4822.18, "end": 4822.92, "probability": 0.7475 }, { "start": 4823.04, "end": 4824.32, "probability": 0.9629 }, { "start": 4825.12, "end": 4828.6, "probability": 0.6647 }, { "start": 4828.68, "end": 4829.3, "probability": 0.7663 }, { "start": 4829.78, "end": 4830.12, "probability": 0.4952 }, { "start": 4830.16, "end": 4831.87, "probability": 0.8843 }, { "start": 4831.94, "end": 4835.1, "probability": 0.993 }, { "start": 4835.52, "end": 4837.3, "probability": 0.9416 }, { "start": 4839.32, "end": 4841.12, "probability": 0.6841 }, { "start": 4841.24, "end": 4841.96, "probability": 0.7722 }, { "start": 4845.1, "end": 4852.5, "probability": 0.6436 }, { "start": 4852.54, "end": 4853.84, "probability": 0.6313 }, { "start": 4858.5, "end": 4860.62, "probability": 0.8025 }, { "start": 4880.34, "end": 4885.16, "probability": 0.2847 }, { "start": 4885.16, "end": 4888.04, "probability": 0.3134 }, { "start": 4888.16, "end": 4888.86, "probability": 0.4919 }, { "start": 4889.5, "end": 4891.78, "probability": 0.0576 }, { "start": 4892.72, "end": 4898.46, "probability": 0.095 }, { "start": 4903.56, "end": 4903.7, "probability": 0.0274 }, { "start": 4904.4, "end": 4907.54, "probability": 0.1587 }, { "start": 4909.36, "end": 4910.26, "probability": 0.2366 }, { "start": 4910.89, "end": 4914.84, "probability": 0.1356 }, { "start": 4915.84, "end": 4916.14, "probability": 0.0236 }, { "start": 4916.14, "end": 4916.7, "probability": 0.0353 }, { "start": 4916.7, "end": 4918.22, "probability": 0.0517 }, { "start": 4918.46, "end": 4918.64, "probability": 0.0223 }, { "start": 4923.08, "end": 4925.18, "probability": 0.08 }, { "start": 4925.18, "end": 4925.5, "probability": 0.0189 }, { "start": 4925.5, "end": 4925.5, "probability": 0.1358 }, { "start": 4925.5, "end": 4925.56, "probability": 0.0479 }, { "start": 4925.76, "end": 4926.53, "probability": 0.0392 }, { "start": 4928.55, "end": 4929.42, "probability": 0.0642 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.0, "end": 4934.0, "probability": 0.0 }, { "start": 4934.16, "end": 4937.1, "probability": 0.8139 }, { "start": 4937.36, "end": 4937.46, "probability": 0.8166 }, { "start": 4938.68, "end": 4939.78, "probability": 0.9632 }, { "start": 4941.0, "end": 4942.0, "probability": 0.5764 }, { "start": 4942.14, "end": 4944.36, "probability": 0.9811 }, { "start": 4944.58, "end": 4945.4, "probability": 0.7841 }, { "start": 4945.72, "end": 4948.62, "probability": 0.3695 }, { "start": 4948.86, "end": 4951.44, "probability": 0.9062 }, { "start": 4952.16, "end": 4955.18, "probability": 0.7701 }, { "start": 4955.68, "end": 4955.78, "probability": 0.1901 } ], "segments_count": 1570, "words_count": 8214, "avg_words_per_segment": 5.2318, "avg_segment_duration": 2.307, "avg_words_per_minute": 99.1032, "plenum_id": "104477", "duration": 4973.0, "title": null, "plenum_date": "2022-01-18" }