{ "source_type": "knesset", "source_id": "plenum", "source_entry_id": "100415", "quality_score": 0.9277, "per_segment_quality_scores": [ { "start": 74.2, "end": 76.4, "probability": 0.8694 }, { "start": 78.84, "end": 80.02, "probability": 0.7722 }, { "start": 80.14, "end": 81.38, "probability": 0.6979 }, { "start": 81.44, "end": 82.9, "probability": 0.8711 }, { "start": 82.92, "end": 83.74, "probability": 0.7429 }, { "start": 83.74, "end": 84.58, "probability": 0.6623 }, { "start": 85.28, "end": 88.24, "probability": 0.9118 }, { "start": 88.5, "end": 91.52, "probability": 0.9262 }, { "start": 92.4, "end": 94.26, "probability": 0.7608 }, { "start": 94.84, "end": 96.6, "probability": 0.5746 }, { "start": 97.18, "end": 99.86, "probability": 0.9964 }, { "start": 99.86, "end": 103.9, "probability": 0.64 }, { "start": 103.92, "end": 109.18, "probability": 0.749 }, { "start": 109.2, "end": 112.04, "probability": 0.9967 }, { "start": 113.0, "end": 117.18, "probability": 0.981 }, { "start": 117.18, "end": 119.62, "probability": 0.9854 }, { "start": 120.54, "end": 123.28, "probability": 0.4803 }, { "start": 125.04, "end": 126.82, "probability": 0.6779 }, { "start": 126.96, "end": 129.06, "probability": 0.8085 }, { "start": 150.94, "end": 154.22, "probability": 0.9229 }, { "start": 155.26, "end": 156.28, "probability": 0.815 }, { "start": 157.48, "end": 161.26, "probability": 0.9924 }, { "start": 162.14, "end": 164.56, "probability": 0.8689 }, { "start": 165.32, "end": 167.1, "probability": 0.966 }, { "start": 167.76, "end": 169.7, "probability": 0.9328 }, { "start": 169.86, "end": 172.82, "probability": 0.9968 }, { "start": 173.54, "end": 175.1, "probability": 0.9928 }, { "start": 175.62, "end": 178.86, "probability": 0.9984 }, { "start": 179.48, "end": 184.54, "probability": 0.9968 }, { "start": 185.06, "end": 187.04, "probability": 0.9015 }, { "start": 187.78, "end": 190.36, "probability": 0.9526 }, { "start": 190.98, "end": 191.6, "probability": 0.5742 }, { "start": 193.56, "end": 197.2, "probability": 0.7561 }, { "start": 197.38, "end": 203.26, "probability": 0.9924 }, { "start": 204.1, "end": 205.24, "probability": 0.7285 }, { "start": 205.48, "end": 205.48, "probability": 0.7294 }, { "start": 205.84, "end": 208.12, "probability": 0.7044 }, { "start": 210.44, "end": 212.32, "probability": 0.7888 }, { "start": 214.94, "end": 217.32, "probability": 0.6559 }, { "start": 217.36, "end": 218.5, "probability": 0.9475 }, { "start": 218.74, "end": 220.8, "probability": 0.6641 }, { "start": 220.86, "end": 224.82, "probability": 0.8882 }, { "start": 224.96, "end": 226.03, "probability": 0.9595 }, { "start": 227.48, "end": 229.0, "probability": 0.3098 }, { "start": 229.32, "end": 230.18, "probability": 0.7806 }, { "start": 230.68, "end": 231.42, "probability": 0.7992 }, { "start": 231.46, "end": 232.68, "probability": 0.712 }, { "start": 232.74, "end": 235.42, "probability": 0.9851 }, { "start": 236.14, "end": 240.26, "probability": 0.9886 }, { "start": 240.62, "end": 242.36, "probability": 0.53 }, { "start": 242.36, "end": 242.75, "probability": 0.0611 }, { "start": 259.54, "end": 259.84, "probability": 0.817 }, { "start": 259.84, "end": 261.62, "probability": 0.03 }, { "start": 261.62, "end": 261.62, "probability": 0.021 }, { "start": 277.2, "end": 284.6, "probability": 0.9169 }, { "start": 285.86, "end": 288.8, "probability": 0.8612 }, { "start": 289.88, "end": 291.06, "probability": 0.9943 }, { "start": 291.78, "end": 293.98, "probability": 0.9751 }, { "start": 294.74, "end": 295.88, "probability": 0.3976 }, { "start": 296.48, "end": 298.84, "probability": 0.5729 }, { "start": 299.86, "end": 301.26, "probability": 0.9595 }, { "start": 302.0, "end": 306.72, "probability": 0.9426 }, { "start": 307.04, "end": 312.54, "probability": 0.9712 }, { "start": 312.74, "end": 314.56, "probability": 0.8093 }, { "start": 315.3, "end": 315.6, "probability": 0.5241 }, { "start": 315.62, "end": 318.34, "probability": 0.9567 }, { "start": 318.44, "end": 323.04, "probability": 0.9973 }, { "start": 323.96, "end": 325.44, "probability": 0.8973 }, { "start": 325.6, "end": 326.84, "probability": 0.9885 }, { "start": 327.14, "end": 328.88, "probability": 0.9944 }, { "start": 329.86, "end": 331.32, "probability": 0.936 }, { "start": 332.74, "end": 336.32, "probability": 0.9805 }, { "start": 336.94, "end": 339.64, "probability": 0.7404 }, { "start": 340.3, "end": 341.54, "probability": 0.7242 }, { "start": 341.72, "end": 343.32, "probability": 0.8343 }, { "start": 343.36, "end": 344.4, "probability": 0.8642 }, { "start": 344.5, "end": 348.28, "probability": 0.9722 }, { "start": 348.44, "end": 349.82, "probability": 0.6795 }, { "start": 350.08, "end": 350.9, "probability": 0.9839 }, { "start": 351.68, "end": 353.82, "probability": 0.7232 }, { "start": 354.44, "end": 355.7, "probability": 0.4235 }, { "start": 356.64, "end": 360.24, "probability": 0.6067 }, { "start": 360.42, "end": 363.18, "probability": 0.7113 }, { "start": 363.66, "end": 365.3, "probability": 0.8322 }, { "start": 366.26, "end": 367.85, "probability": 0.5161 }, { "start": 368.94, "end": 370.74, "probability": 0.7067 }, { "start": 371.4, "end": 374.08, "probability": 0.9206 }, { "start": 374.28, "end": 377.1, "probability": 0.8443 }, { "start": 377.18, "end": 378.24, "probability": 0.5846 }, { "start": 378.76, "end": 380.36, "probability": 0.8823 }, { "start": 380.56, "end": 380.86, "probability": 0.8348 }, { "start": 382.14, "end": 382.78, "probability": 0.7982 }, { "start": 382.9, "end": 387.02, "probability": 0.7848 }, { "start": 387.14, "end": 388.68, "probability": 0.9631 }, { "start": 389.26, "end": 390.7, "probability": 0.8097 }, { "start": 391.02, "end": 396.07, "probability": 0.9769 }, { "start": 396.4, "end": 399.36, "probability": 0.9318 }, { "start": 399.9, "end": 403.36, "probability": 0.8882 }, { "start": 404.6, "end": 409.2, "probability": 0.9561 }, { "start": 409.92, "end": 410.9, "probability": 0.6871 }, { "start": 411.08, "end": 412.54, "probability": 0.9235 }, { "start": 414.5, "end": 415.76, "probability": 0.8927 }, { "start": 427.24, "end": 429.06, "probability": 0.7137 }, { "start": 429.96, "end": 433.86, "probability": 0.9572 }, { "start": 433.9, "end": 434.2, "probability": 0.7552 }, { "start": 434.36, "end": 435.6, "probability": 0.8585 }, { "start": 435.9, "end": 437.54, "probability": 0.6958 }, { "start": 438.04, "end": 439.28, "probability": 0.884 }, { "start": 439.38, "end": 439.96, "probability": 0.7173 }, { "start": 440.16, "end": 441.12, "probability": 0.7476 }, { "start": 441.14, "end": 443.83, "probability": 0.839 }, { "start": 443.96, "end": 445.48, "probability": 0.6214 }, { "start": 446.1, "end": 447.64, "probability": 0.7008 }, { "start": 448.52, "end": 452.04, "probability": 0.7769 }, { "start": 452.62, "end": 455.08, "probability": 0.764 }, { "start": 455.74, "end": 457.02, "probability": 0.7005 }, { "start": 457.58, "end": 458.34, "probability": 0.8005 }, { "start": 459.26, "end": 461.36, "probability": 0.9556 }, { "start": 463.52, "end": 466.24, "probability": 0.8075 }, { "start": 467.36, "end": 468.3, "probability": 0.9168 }, { "start": 469.26, "end": 469.92, "probability": 0.5959 }, { "start": 470.0, "end": 472.23, "probability": 0.8994 }, { "start": 473.2, "end": 475.1, "probability": 0.993 }, { "start": 475.78, "end": 476.78, "probability": 0.8824 }, { "start": 477.5, "end": 482.42, "probability": 0.9788 }, { "start": 482.86, "end": 486.5, "probability": 0.9941 }, { "start": 486.84, "end": 487.66, "probability": 0.6737 }, { "start": 488.18, "end": 488.36, "probability": 0.0024 }, { "start": 489.32, "end": 492.82, "probability": 0.7383 }, { "start": 493.4, "end": 494.68, "probability": 0.5354 }, { "start": 495.44, "end": 498.38, "probability": 0.8739 }, { "start": 498.82, "end": 499.84, "probability": 0.7436 }, { "start": 500.26, "end": 500.66, "probability": 0.7733 }, { "start": 500.74, "end": 503.1, "probability": 0.8734 }, { "start": 503.62, "end": 505.46, "probability": 0.8789 }, { "start": 505.88, "end": 508.46, "probability": 0.8404 }, { "start": 508.9, "end": 510.3, "probability": 0.9875 }, { "start": 510.36, "end": 515.3, "probability": 0.9872 }, { "start": 515.78, "end": 518.4, "probability": 0.7438 }, { "start": 518.44, "end": 519.84, "probability": 0.8423 }, { "start": 520.02, "end": 520.98, "probability": 0.761 }, { "start": 521.8, "end": 522.38, "probability": 0.9133 }, { "start": 522.54, "end": 525.24, "probability": 0.9629 }, { "start": 525.44, "end": 526.12, "probability": 0.7042 }, { "start": 527.16, "end": 528.9, "probability": 0.7316 }, { "start": 530.18, "end": 532.22, "probability": 0.9736 }, { "start": 532.7, "end": 535.4, "probability": 0.4848 }, { "start": 536.12, "end": 536.66, "probability": 0.5811 }, { "start": 536.7, "end": 537.92, "probability": 0.9014 }, { "start": 544.86, "end": 546.78, "probability": 0.7975 }, { "start": 547.08, "end": 547.88, "probability": 0.7283 }, { "start": 548.9, "end": 550.3, "probability": 0.9343 }, { "start": 550.82, "end": 553.76, "probability": 0.9644 }, { "start": 555.26, "end": 558.22, "probability": 0.9869 }, { "start": 559.46, "end": 564.42, "probability": 0.9923 }, { "start": 565.34, "end": 566.12, "probability": 0.9942 }, { "start": 567.02, "end": 568.08, "probability": 0.8726 }, { "start": 569.3, "end": 573.06, "probability": 0.9449 }, { "start": 573.96, "end": 576.48, "probability": 0.9175 }, { "start": 577.1, "end": 580.8, "probability": 0.9954 }, { "start": 581.92, "end": 586.64, "probability": 0.9893 }, { "start": 586.64, "end": 591.8, "probability": 0.8898 }, { "start": 592.24, "end": 594.78, "probability": 0.6495 }, { "start": 595.44, "end": 599.24, "probability": 0.9987 }, { "start": 600.06, "end": 601.12, "probability": 0.9113 }, { "start": 602.32, "end": 604.92, "probability": 0.9709 }, { "start": 605.48, "end": 606.14, "probability": 0.7997 }, { "start": 607.12, "end": 608.04, "probability": 0.9906 }, { "start": 609.06, "end": 610.0, "probability": 0.9969 }, { "start": 610.14, "end": 612.18, "probability": 0.9972 }, { "start": 612.26, "end": 612.98, "probability": 0.2736 }, { "start": 613.88, "end": 618.26, "probability": 0.9424 }, { "start": 618.78, "end": 619.44, "probability": 0.7995 }, { "start": 619.96, "end": 622.64, "probability": 0.9822 }, { "start": 622.84, "end": 623.38, "probability": 0.8297 }, { "start": 623.74, "end": 624.38, "probability": 0.6921 }, { "start": 624.5, "end": 626.62, "probability": 0.7482 }, { "start": 637.8, "end": 640.34, "probability": 0.7396 }, { "start": 640.86, "end": 641.74, "probability": 0.5433 }, { "start": 642.64, "end": 647.12, "probability": 0.995 }, { "start": 647.12, "end": 651.0, "probability": 0.9949 }, { "start": 652.1, "end": 653.92, "probability": 0.9653 }, { "start": 654.44, "end": 657.78, "probability": 0.6953 }, { "start": 658.36, "end": 660.94, "probability": 0.9338 }, { "start": 661.72, "end": 665.48, "probability": 0.9948 }, { "start": 665.48, "end": 666.02, "probability": 0.8284 }, { "start": 666.66, "end": 672.56, "probability": 0.9899 }, { "start": 673.44, "end": 677.96, "probability": 0.9975 }, { "start": 678.94, "end": 680.96, "probability": 0.9932 }, { "start": 680.96, "end": 684.38, "probability": 0.9997 }, { "start": 685.04, "end": 688.2, "probability": 0.8938 }, { "start": 688.92, "end": 690.56, "probability": 0.8989 }, { "start": 691.44, "end": 695.26, "probability": 0.9639 }, { "start": 695.84, "end": 699.48, "probability": 0.996 }, { "start": 699.48, "end": 703.54, "probability": 0.9894 }, { "start": 704.22, "end": 706.54, "probability": 0.8787 }, { "start": 707.34, "end": 709.52, "probability": 0.9861 }, { "start": 710.26, "end": 712.38, "probability": 0.9588 }, { "start": 712.58, "end": 712.8, "probability": 0.7891 }, { "start": 715.02, "end": 715.74, "probability": 0.6982 }, { "start": 715.86, "end": 716.98, "probability": 0.9773 }, { "start": 729.76, "end": 730.32, "probability": 0.5066 }, { "start": 731.98, "end": 732.2, "probability": 0.3296 }, { "start": 732.2, "end": 732.54, "probability": 0.0306 }, { "start": 732.54, "end": 732.54, "probability": 0.0829 }, { "start": 754.88, "end": 756.56, "probability": 0.2115 }, { "start": 757.24, "end": 761.02, "probability": 0.995 }, { "start": 761.74, "end": 764.16, "probability": 0.7042 }, { "start": 764.86, "end": 765.76, "probability": 0.909 }, { "start": 765.9, "end": 769.92, "probability": 0.9749 }, { "start": 769.92, "end": 773.48, "probability": 0.8187 }, { "start": 773.98, "end": 777.64, "probability": 0.9676 }, { "start": 777.88, "end": 783.44, "probability": 0.8167 }, { "start": 783.68, "end": 784.74, "probability": 0.8922 }, { "start": 785.5, "end": 787.88, "probability": 0.8649 }, { "start": 788.52, "end": 788.76, "probability": 0.0259 }, { "start": 790.66, "end": 793.26, "probability": 0.9998 }, { "start": 794.12, "end": 796.28, "probability": 0.9966 }, { "start": 796.78, "end": 798.1, "probability": 0.7871 }, { "start": 798.24, "end": 799.28, "probability": 0.9918 }, { "start": 799.38, "end": 800.12, "probability": 0.8736 }, { "start": 800.88, "end": 801.97, "probability": 0.9985 }, { "start": 802.7, "end": 807.86, "probability": 0.9943 }, { "start": 808.56, "end": 810.35, "probability": 0.7687 }, { "start": 811.18, "end": 811.96, "probability": 0.7327 }, { "start": 812.12, "end": 816.34, "probability": 0.8983 }, { "start": 817.32, "end": 819.34, "probability": 0.9806 }, { "start": 820.5, "end": 820.52, "probability": 0.3071 }, { "start": 821.06, "end": 822.4, "probability": 0.7513 }, { "start": 822.94, "end": 825.14, "probability": 0.7693 }, { "start": 825.92, "end": 827.48, "probability": 0.8745 }, { "start": 828.04, "end": 830.56, "probability": 0.7727 }, { "start": 831.0, "end": 833.84, "probability": 0.947 }, { "start": 834.64, "end": 837.74, "probability": 0.7983 }, { "start": 838.46, "end": 841.36, "probability": 0.998 }, { "start": 841.54, "end": 842.3, "probability": 0.907 }, { "start": 842.34, "end": 843.98, "probability": 0.9814 }, { "start": 844.46, "end": 848.76, "probability": 0.9834 }, { "start": 849.78, "end": 851.1, "probability": 0.7464 }, { "start": 851.72, "end": 855.1, "probability": 0.6318 }, { "start": 855.56, "end": 859.02, "probability": 0.9512 }, { "start": 859.34, "end": 861.72, "probability": 0.9774 }, { "start": 862.14, "end": 862.62, "probability": 0.4814 }, { "start": 862.88, "end": 863.46, "probability": 0.8607 }, { "start": 863.8, "end": 864.6, "probability": 0.9421 }, { "start": 864.88, "end": 868.52, "probability": 0.9525 }, { "start": 871.24, "end": 873.32, "probability": 0.8005 }, { "start": 873.9, "end": 875.92, "probability": 0.9532 }, { "start": 884.6, "end": 885.69, "probability": 0.5676 }, { "start": 886.42, "end": 887.64, "probability": 0.9561 }, { "start": 888.18, "end": 889.54, "probability": 0.9573 }, { "start": 891.6, "end": 894.75, "probability": 0.9832 }, { "start": 895.4, "end": 897.1, "probability": 0.9626 }, { "start": 897.26, "end": 900.94, "probability": 0.9543 }, { "start": 901.4, "end": 903.06, "probability": 0.8923 }, { "start": 903.46, "end": 904.92, "probability": 0.2033 }, { "start": 905.98, "end": 909.3, "probability": 0.9019 }, { "start": 909.76, "end": 912.12, "probability": 0.8135 }, { "start": 912.16, "end": 913.5, "probability": 0.9927 }, { "start": 914.12, "end": 917.58, "probability": 0.9567 }, { "start": 917.96, "end": 922.72, "probability": 0.8331 }, { "start": 923.26, "end": 926.88, "probability": 0.9137 }, { "start": 927.44, "end": 931.32, "probability": 0.9358 }, { "start": 931.88, "end": 933.52, "probability": 0.9629 }, { "start": 934.7, "end": 938.22, "probability": 0.9541 }, { "start": 938.74, "end": 939.78, "probability": 0.7118 }, { "start": 939.9, "end": 942.12, "probability": 0.9315 }, { "start": 942.58, "end": 947.0, "probability": 0.925 }, { "start": 948.58, "end": 951.66, "probability": 0.9986 }, { "start": 952.42, "end": 956.3, "probability": 0.9733 }, { "start": 956.34, "end": 960.08, "probability": 0.9917 }, { "start": 960.96, "end": 961.52, "probability": 0.7219 }, { "start": 961.68, "end": 962.86, "probability": 0.525 }, { "start": 963.26, "end": 967.3, "probability": 0.827 }, { "start": 967.42, "end": 968.48, "probability": 0.8683 }, { "start": 968.94, "end": 970.22, "probability": 0.9751 }, { "start": 970.78, "end": 973.78, "probability": 0.9504 }, { "start": 974.8, "end": 981.4, "probability": 0.9701 }, { "start": 982.26, "end": 989.2, "probability": 0.9751 }, { "start": 990.54, "end": 995.9, "probability": 0.9079 }, { "start": 996.98, "end": 999.58, "probability": 0.7511 }, { "start": 1000.02, "end": 1000.42, "probability": 0.7526 }, { "start": 1000.58, "end": 1004.86, "probability": 0.9896 }, { "start": 1005.46, "end": 1006.32, "probability": 0.9713 }, { "start": 1007.08, "end": 1007.72, "probability": 0.9984 }, { "start": 1008.36, "end": 1012.4, "probability": 0.9778 }, { "start": 1012.84, "end": 1013.64, "probability": 0.9289 }, { "start": 1014.26, "end": 1015.84, "probability": 0.998 }, { "start": 1016.44, "end": 1019.82, "probability": 0.8883 }, { "start": 1020.34, "end": 1021.08, "probability": 0.7445 }, { "start": 1021.18, "end": 1025.38, "probability": 0.979 }, { "start": 1025.9, "end": 1026.24, "probability": 0.8116 }, { "start": 1027.08, "end": 1027.56, "probability": 0.5937 }, { "start": 1027.58, "end": 1028.72, "probability": 0.9756 }, { "start": 1037.62, "end": 1037.78, "probability": 0.409 }, { "start": 1037.78, "end": 1037.78, "probability": 0.1769 }, { "start": 1044.9, "end": 1046.12, "probability": 0.3937 }, { "start": 1046.16, "end": 1047.04, "probability": 0.5187 }, { "start": 1047.52, "end": 1050.38, "probability": 0.8553 }, { "start": 1050.94, "end": 1054.22, "probability": 0.998 }, { "start": 1054.22, "end": 1058.68, "probability": 0.9937 }, { "start": 1059.42, "end": 1065.2, "probability": 0.9967 }, { "start": 1065.2, "end": 1071.56, "probability": 0.9995 }, { "start": 1072.0, "end": 1073.19, "probability": 0.534 }, { "start": 1073.94, "end": 1075.92, "probability": 0.9877 }, { "start": 1076.1, "end": 1076.52, "probability": 0.9073 }, { "start": 1076.66, "end": 1080.14, "probability": 0.9745 }, { "start": 1080.14, "end": 1084.1, "probability": 0.9946 }, { "start": 1084.66, "end": 1089.24, "probability": 0.9956 }, { "start": 1089.78, "end": 1094.26, "probability": 0.949 }, { "start": 1094.34, "end": 1095.48, "probability": 0.955 }, { "start": 1096.44, "end": 1098.54, "probability": 0.8905 }, { "start": 1098.96, "end": 1100.16, "probability": 0.7439 }, { "start": 1100.26, "end": 1104.52, "probability": 0.977 }, { "start": 1104.94, "end": 1106.9, "probability": 0.9747 }, { "start": 1109.4, "end": 1110.2, "probability": 0.7332 }, { "start": 1110.48, "end": 1112.26, "probability": 0.8765 }, { "start": 1130.6, "end": 1134.12, "probability": 0.7114 }, { "start": 1135.1, "end": 1138.08, "probability": 0.9759 }, { "start": 1139.18, "end": 1141.3, "probability": 0.8813 }, { "start": 1142.06, "end": 1144.66, "probability": 0.9462 }, { "start": 1145.74, "end": 1150.38, "probability": 0.9746 }, { "start": 1151.36, "end": 1156.2, "probability": 0.9871 }, { "start": 1157.14, "end": 1161.3, "probability": 0.9909 }, { "start": 1161.38, "end": 1164.76, "probability": 0.9976 }, { "start": 1165.54, "end": 1168.34, "probability": 0.9797 }, { "start": 1168.58, "end": 1170.28, "probability": 0.9491 }, { "start": 1171.1, "end": 1175.82, "probability": 0.9761 }, { "start": 1176.6, "end": 1179.18, "probability": 0.7654 }, { "start": 1179.76, "end": 1182.2, "probability": 0.877 }, { "start": 1182.86, "end": 1186.4, "probability": 0.9566 }, { "start": 1186.94, "end": 1189.38, "probability": 0.9919 }, { "start": 1190.22, "end": 1192.58, "probability": 0.9572 }, { "start": 1192.58, "end": 1195.68, "probability": 0.9976 }, { "start": 1196.22, "end": 1196.9, "probability": 0.9318 }, { "start": 1197.28, "end": 1197.54, "probability": 0.704 }, { "start": 1200.32, "end": 1202.52, "probability": 0.9858 }, { "start": 1204.2, "end": 1205.46, "probability": 0.9339 }, { "start": 1207.08, "end": 1207.44, "probability": 0.1148 }, { "start": 1207.44, "end": 1209.56, "probability": 0.8316 }, { "start": 1215.74, "end": 1217.26, "probability": 0.5676 }, { "start": 1219.32, "end": 1221.12, "probability": 0.848 }, { "start": 1221.98, "end": 1222.3, "probability": 0.7639 }, { "start": 1223.42, "end": 1225.44, "probability": 0.9235 }, { "start": 1227.12, "end": 1230.78, "probability": 0.9967 }, { "start": 1232.22, "end": 1232.5, "probability": 0.8979 }, { "start": 1233.72, "end": 1234.56, "probability": 0.8981 }, { "start": 1235.78, "end": 1236.32, "probability": 0.629 }, { "start": 1237.54, "end": 1240.18, "probability": 0.9546 }, { "start": 1242.62, "end": 1243.66, "probability": 0.9983 }, { "start": 1244.84, "end": 1247.48, "probability": 0.8625 }, { "start": 1248.1, "end": 1249.06, "probability": 0.8304 }, { "start": 1250.88, "end": 1251.94, "probability": 0.806 }, { "start": 1253.14, "end": 1258.32, "probability": 0.9587 }, { "start": 1260.12, "end": 1262.22, "probability": 0.8826 }, { "start": 1263.6, "end": 1268.02, "probability": 0.9844 }, { "start": 1269.58, "end": 1270.92, "probability": 0.792 }, { "start": 1272.92, "end": 1275.1, "probability": 0.8021 }, { "start": 1275.8, "end": 1276.38, "probability": 0.9883 }, { "start": 1278.04, "end": 1278.64, "probability": 0.9976 }, { "start": 1280.4, "end": 1283.92, "probability": 0.8856 }, { "start": 1285.54, "end": 1292.56, "probability": 0.7952 }, { "start": 1294.46, "end": 1299.88, "probability": 0.9666 }, { "start": 1301.14, "end": 1304.12, "probability": 0.9961 }, { "start": 1305.54, "end": 1310.3, "probability": 0.9849 }, { "start": 1312.22, "end": 1319.44, "probability": 0.9753 }, { "start": 1321.34, "end": 1321.34, "probability": 0.9731 }, { "start": 1322.64, "end": 1323.4, "probability": 0.9533 }, { "start": 1325.1, "end": 1325.74, "probability": 0.9615 }, { "start": 1327.3, "end": 1328.2, "probability": 0.8892 }, { "start": 1329.54, "end": 1330.1, "probability": 0.7528 }, { "start": 1331.12, "end": 1333.02, "probability": 0.7827 }, { "start": 1334.72, "end": 1335.44, "probability": 0.8746 }, { "start": 1336.88, "end": 1339.9, "probability": 0.9849 }, { "start": 1342.9, "end": 1346.26, "probability": 0.9803 }, { "start": 1347.84, "end": 1350.36, "probability": 0.9987 }, { "start": 1351.4, "end": 1353.5, "probability": 0.3649 }, { "start": 1354.56, "end": 1356.32, "probability": 0.7467 }, { "start": 1357.68, "end": 1360.98, "probability": 0.8232 }, { "start": 1362.84, "end": 1363.74, "probability": 0.616 }, { "start": 1365.3, "end": 1369.24, "probability": 0.9957 }, { "start": 1370.46, "end": 1370.96, "probability": 0.9954 }, { "start": 1372.08, "end": 1378.68, "probability": 0.9742 }, { "start": 1379.48, "end": 1381.88, "probability": 0.886 }, { "start": 1382.74, "end": 1383.6, "probability": 0.8686 }, { "start": 1384.46, "end": 1385.32, "probability": 0.7397 }, { "start": 1386.32, "end": 1387.24, "probability": 0.9251 }, { "start": 1388.04, "end": 1390.72, "probability": 0.9515 }, { "start": 1391.42, "end": 1392.92, "probability": 0.9526 }, { "start": 1393.9, "end": 1394.42, "probability": 0.9235 }, { "start": 1395.36, "end": 1395.96, "probability": 0.9536 }, { "start": 1396.64, "end": 1400.58, "probability": 0.9469 }, { "start": 1401.24, "end": 1404.68, "probability": 0.878 }, { "start": 1405.36, "end": 1405.78, "probability": 0.9147 }, { "start": 1407.02, "end": 1407.84, "probability": 0.6496 }, { "start": 1408.28, "end": 1409.96, "probability": 0.8775 }, { "start": 1411.08, "end": 1412.52, "probability": 0.6428 }, { "start": 1420.4, "end": 1422.86, "probability": 0.6049 }, { "start": 1424.15, "end": 1426.4, "probability": 0.7852 }, { "start": 1427.48, "end": 1429.16, "probability": 0.6225 }, { "start": 1429.34, "end": 1437.58, "probability": 0.8406 }, { "start": 1439.5, "end": 1440.08, "probability": 0.4123 }, { "start": 1440.76, "end": 1441.46, "probability": 0.6739 }, { "start": 1442.18, "end": 1444.22, "probability": 0.7365 }, { "start": 1444.46, "end": 1445.32, "probability": 0.6731 }, { "start": 1445.38, "end": 1451.52, "probability": 0.9109 }, { "start": 1452.98, "end": 1455.04, "probability": 0.9822 }, { "start": 1455.78, "end": 1456.97, "probability": 0.8851 }, { "start": 1457.56, "end": 1459.7, "probability": 0.9212 }, { "start": 1460.56, "end": 1462.86, "probability": 0.9448 }, { "start": 1463.02, "end": 1467.22, "probability": 0.9943 }, { "start": 1467.84, "end": 1469.78, "probability": 0.9843 }, { "start": 1470.38, "end": 1472.66, "probability": 0.9061 }, { "start": 1473.08, "end": 1474.46, "probability": 0.823 }, { "start": 1474.8, "end": 1479.38, "probability": 0.9888 }, { "start": 1479.38, "end": 1486.02, "probability": 0.988 }, { "start": 1486.26, "end": 1488.18, "probability": 0.7583 }, { "start": 1488.46, "end": 1489.5, "probability": 0.9933 }, { "start": 1490.2, "end": 1492.59, "probability": 0.9989 }, { "start": 1495.1, "end": 1497.88, "probability": 0.866 }, { "start": 1498.52, "end": 1500.42, "probability": 0.6439 }, { "start": 1500.86, "end": 1502.86, "probability": 0.99 }, { "start": 1504.32, "end": 1504.94, "probability": 0.3004 }, { "start": 1505.64, "end": 1507.98, "probability": 0.974 }, { "start": 1509.66, "end": 1510.42, "probability": 0.5866 }, { "start": 1510.54, "end": 1512.76, "probability": 0.8574 }, { "start": 1513.46, "end": 1515.36, "probability": 0.963 }, { "start": 1522.92, "end": 1524.26, "probability": 0.6242 }, { "start": 1524.34, "end": 1526.26, "probability": 0.7384 }, { "start": 1526.88, "end": 1527.82, "probability": 0.9944 }, { "start": 1528.9, "end": 1530.6, "probability": 0.9845 }, { "start": 1531.52, "end": 1534.46, "probability": 0.9557 }, { "start": 1535.32, "end": 1537.4, "probability": 0.9959 }, { "start": 1538.64, "end": 1542.36, "probability": 0.994 }, { "start": 1542.5, "end": 1543.66, "probability": 0.9072 }, { "start": 1544.12, "end": 1548.22, "probability": 0.8878 }, { "start": 1548.8, "end": 1553.38, "probability": 0.9781 }, { "start": 1553.94, "end": 1556.6, "probability": 0.9779 }, { "start": 1557.12, "end": 1559.74, "probability": 0.75 }, { "start": 1561.1, "end": 1563.28, "probability": 0.9976 }, { "start": 1563.94, "end": 1566.2, "probability": 0.9966 }, { "start": 1566.24, "end": 1568.9, "probability": 0.9598 }, { "start": 1569.06, "end": 1570.08, "probability": 0.6547 }, { "start": 1570.58, "end": 1573.16, "probability": 0.9581 }, { "start": 1573.92, "end": 1577.78, "probability": 0.8901 }, { "start": 1578.18, "end": 1582.39, "probability": 0.805 }, { "start": 1583.84, "end": 1588.48, "probability": 0.7828 }, { "start": 1588.9, "end": 1591.46, "probability": 0.9952 }, { "start": 1593.12, "end": 1593.54, "probability": 0.2915 }, { "start": 1594.6, "end": 1595.12, "probability": 0.4368 }, { "start": 1596.44, "end": 1597.1, "probability": 0.5816 }, { "start": 1598.02, "end": 1603.38, "probability": 0.8926 }, { "start": 1604.02, "end": 1605.82, "probability": 0.99 }, { "start": 1605.94, "end": 1608.48, "probability": 0.9311 }, { "start": 1608.98, "end": 1611.2, "probability": 0.871 }, { "start": 1611.56, "end": 1614.86, "probability": 0.9902 }, { "start": 1614.94, "end": 1618.04, "probability": 0.9919 }, { "start": 1618.62, "end": 1621.34, "probability": 0.9122 }, { "start": 1621.34, "end": 1624.64, "probability": 0.9946 }, { "start": 1624.74, "end": 1626.82, "probability": 0.9904 }, { "start": 1627.8, "end": 1632.22, "probability": 0.9882 }, { "start": 1632.76, "end": 1633.44, "probability": 0.8065 }, { "start": 1633.5, "end": 1634.66, "probability": 0.8824 }, { "start": 1634.8, "end": 1635.7, "probability": 0.9342 }, { "start": 1636.18, "end": 1638.92, "probability": 0.8167 }, { "start": 1639.68, "end": 1642.46, "probability": 0.9786 }, { "start": 1642.8, "end": 1643.3, "probability": 0.3184 }, { "start": 1643.46, "end": 1643.9, "probability": 0.7769 }, { "start": 1644.58, "end": 1645.56, "probability": 0.9116 }, { "start": 1646.0, "end": 1646.98, "probability": 0.9236 }, { "start": 1647.1, "end": 1647.97, "probability": 0.908 }, { "start": 1648.42, "end": 1649.46, "probability": 0.7561 }, { "start": 1649.94, "end": 1651.2, "probability": 0.9539 }, { "start": 1651.6, "end": 1652.32, "probability": 0.959 }, { "start": 1652.6, "end": 1656.78, "probability": 0.9733 }, { "start": 1657.06, "end": 1658.12, "probability": 0.658 }, { "start": 1658.42, "end": 1659.06, "probability": 0.5161 }, { "start": 1659.28, "end": 1660.18, "probability": 0.6865 }, { "start": 1660.18, "end": 1661.04, "probability": 0.839 }, { "start": 1661.12, "end": 1662.08, "probability": 0.8135 }, { "start": 1662.48, "end": 1664.02, "probability": 0.9938 }, { "start": 1664.56, "end": 1665.28, "probability": 0.9065 }, { "start": 1665.34, "end": 1666.16, "probability": 0.953 }, { "start": 1666.52, "end": 1669.04, "probability": 0.9384 }, { "start": 1669.32, "end": 1670.62, "probability": 0.9626 }, { "start": 1670.7, "end": 1675.3, "probability": 0.9661 }, { "start": 1675.74, "end": 1677.12, "probability": 0.8188 }, { "start": 1677.72, "end": 1678.64, "probability": 0.4037 }, { "start": 1679.02, "end": 1682.72, "probability": 0.9951 }, { "start": 1683.24, "end": 1684.4, "probability": 0.9935 }, { "start": 1684.82, "end": 1685.48, "probability": 0.6875 }, { "start": 1685.78, "end": 1685.78, "probability": 0.2377 }, { "start": 1685.98, "end": 1691.24, "probability": 0.6113 }, { "start": 1691.52, "end": 1692.5, "probability": 0.9248 }, { "start": 1692.5, "end": 1692.78, "probability": 0.2697 }, { "start": 1692.98, "end": 1694.54, "probability": 0.8485 }, { "start": 1694.86, "end": 1694.98, "probability": 0.614 }, { "start": 1695.04, "end": 1695.5, "probability": 0.7531 }, { "start": 1695.94, "end": 1698.38, "probability": 0.5311 }, { "start": 1698.58, "end": 1700.04, "probability": 0.6293 }, { "start": 1700.36, "end": 1703.14, "probability": 0.8151 }, { "start": 1703.5, "end": 1704.1, "probability": 0.4895 }, { "start": 1704.16, "end": 1708.28, "probability": 0.7538 }, { "start": 1708.64, "end": 1710.8, "probability": 0.8621 }, { "start": 1715.34, "end": 1717.08, "probability": 0.7273 }, { "start": 1717.76, "end": 1720.96, "probability": 0.9812 }, { "start": 1721.82, "end": 1723.48, "probability": 0.9646 }, { "start": 1724.22, "end": 1728.1, "probability": 0.9676 }, { "start": 1730.98, "end": 1731.88, "probability": 0.458 }, { "start": 1732.8, "end": 1736.58, "probability": 0.194 }, { "start": 1737.3, "end": 1738.1, "probability": 0.3835 }, { "start": 1738.1, "end": 1738.1, "probability": 0.7072 }, { "start": 1738.32, "end": 1740.5, "probability": 0.9107 }, { "start": 1740.69, "end": 1743.06, "probability": 0.7877 }, { "start": 1743.24, "end": 1743.42, "probability": 0.0059 }, { "start": 1744.6, "end": 1747.16, "probability": 0.7148 }, { "start": 1748.02, "end": 1752.66, "probability": 0.8753 }, { "start": 1753.56, "end": 1755.48, "probability": 0.9891 }, { "start": 1756.02, "end": 1757.7, "probability": 0.7751 }, { "start": 1758.38, "end": 1760.68, "probability": 0.916 }, { "start": 1761.36, "end": 1762.84, "probability": 0.9577 }, { "start": 1763.8, "end": 1766.84, "probability": 0.9597 }, { "start": 1767.62, "end": 1770.68, "probability": 0.9907 }, { "start": 1771.4, "end": 1773.94, "probability": 0.9964 }, { "start": 1774.58, "end": 1776.14, "probability": 0.9993 }, { "start": 1777.04, "end": 1777.9, "probability": 0.6718 }, { "start": 1777.92, "end": 1781.02, "probability": 0.9606 }, { "start": 1781.46, "end": 1781.92, "probability": 0.931 }, { "start": 1782.84, "end": 1785.26, "probability": 0.9746 }, { "start": 1786.24, "end": 1788.54, "probability": 0.9982 }, { "start": 1788.94, "end": 1790.84, "probability": 0.9771 }, { "start": 1791.38, "end": 1792.6, "probability": 0.9562 }, { "start": 1793.1, "end": 1795.4, "probability": 0.8896 }, { "start": 1796.84, "end": 1797.42, "probability": 0.5794 }, { "start": 1797.76, "end": 1798.98, "probability": 0.9761 }, { "start": 1799.14, "end": 1804.28, "probability": 0.9651 }, { "start": 1804.36, "end": 1805.52, "probability": 0.8368 }, { "start": 1807.46, "end": 1809.77, "probability": 0.9744 }, { "start": 1810.6, "end": 1811.79, "probability": 0.9717 }, { "start": 1812.5, "end": 1813.18, "probability": 0.9587 }, { "start": 1813.7, "end": 1814.92, "probability": 0.8721 }, { "start": 1816.16, "end": 1817.48, "probability": 0.9699 }, { "start": 1818.6, "end": 1820.04, "probability": 0.9124 }, { "start": 1820.64, "end": 1823.1, "probability": 0.9488 }, { "start": 1823.1, "end": 1826.94, "probability": 0.9319 }, { "start": 1827.2, "end": 1827.44, "probability": 0.7972 }, { "start": 1829.18, "end": 1830.96, "probability": 0.9293 }, { "start": 1834.18, "end": 1835.14, "probability": 0.5191 }, { "start": 1837.84, "end": 1838.81, "probability": 0.6562 }, { "start": 1839.24, "end": 1840.62, "probability": 0.7898 }, { "start": 1840.66, "end": 1843.33, "probability": 0.9977 }, { "start": 1843.54, "end": 1848.28, "probability": 0.9945 }, { "start": 1849.0, "end": 1850.38, "probability": 0.5013 }, { "start": 1851.28, "end": 1854.38, "probability": 0.9058 }, { "start": 1854.48, "end": 1855.82, "probability": 0.8909 }, { "start": 1857.0, "end": 1857.96, "probability": 0.2572 }, { "start": 1858.76, "end": 1859.34, "probability": 0.3355 }, { "start": 1860.38, "end": 1862.22, "probability": 0.797 }, { "start": 1862.94, "end": 1865.12, "probability": 0.9304 }, { "start": 1865.66, "end": 1868.3, "probability": 0.9888 }, { "start": 1869.36, "end": 1871.2, "probability": 0.9613 }, { "start": 1871.8, "end": 1873.82, "probability": 0.7426 }, { "start": 1875.6, "end": 1880.02, "probability": 0.9861 }, { "start": 1880.78, "end": 1884.66, "probability": 0.9946 }, { "start": 1885.78, "end": 1887.94, "probability": 0.9689 }, { "start": 1888.7, "end": 1890.98, "probability": 0.7578 }, { "start": 1891.68, "end": 1892.5, "probability": 0.7694 }, { "start": 1893.2, "end": 1895.52, "probability": 0.9955 }, { "start": 1896.28, "end": 1898.1, "probability": 0.9939 }, { "start": 1898.9, "end": 1902.56, "probability": 0.9944 }, { "start": 1903.32, "end": 1907.54, "probability": 0.9908 }, { "start": 1908.92, "end": 1911.3, "probability": 0.99 }, { "start": 1912.22, "end": 1914.96, "probability": 0.9897 }, { "start": 1915.82, "end": 1918.48, "probability": 0.9684 }, { "start": 1919.34, "end": 1921.46, "probability": 0.8541 }, { "start": 1922.24, "end": 1925.06, "probability": 0.9364 }, { "start": 1926.04, "end": 1929.74, "probability": 0.9927 }, { "start": 1931.14, "end": 1933.22, "probability": 0.9949 }, { "start": 1933.76, "end": 1938.16, "probability": 0.985 }, { "start": 1938.16, "end": 1939.2, "probability": 0.8433 }, { "start": 1939.78, "end": 1942.5, "probability": 0.7225 }, { "start": 1942.66, "end": 1944.28, "probability": 0.8534 }, { "start": 1944.76, "end": 1946.42, "probability": 0.9836 }, { "start": 1946.46, "end": 1948.2, "probability": 0.9819 }, { "start": 1948.7, "end": 1949.54, "probability": 0.7681 }, { "start": 1949.72, "end": 1950.24, "probability": 0.8712 }, { "start": 1950.36, "end": 1950.68, "probability": 0.4224 }, { "start": 1950.74, "end": 1951.74, "probability": 0.7882 }, { "start": 1952.34, "end": 1954.94, "probability": 0.9584 }, { "start": 1955.3, "end": 1955.68, "probability": 0.8195 }, { "start": 1957.84, "end": 1958.52, "probability": 0.8367 }, { "start": 1959.48, "end": 1961.44, "probability": 0.9703 }, { "start": 1972.5, "end": 1973.29, "probability": 0.1751 }, { "start": 1974.86, "end": 1976.66, "probability": 0.3611 }, { "start": 1978.98, "end": 1979.8, "probability": 0.0423 }, { "start": 1985.8, "end": 1987.8, "probability": 0.8145 }, { "start": 1996.84, "end": 1998.1, "probability": 0.8478 }, { "start": 1998.34, "end": 1998.58, "probability": 0.6526 }, { "start": 1999.04, "end": 1999.3, "probability": 0.6639 }, { "start": 1999.78, "end": 2000.2, "probability": 0.8346 }, { "start": 2000.62, "end": 2000.9, "probability": 0.4857 }, { "start": 2001.88, "end": 2002.6, "probability": 0.5502 }, { "start": 2003.32, "end": 2004.74, "probability": 0.6648 }, { "start": 2005.78, "end": 2012.14, "probability": 0.9612 }, { "start": 2013.0, "end": 2015.82, "probability": 0.6778 }, { "start": 2015.92, "end": 2016.42, "probability": 0.8754 }, { "start": 2016.86, "end": 2021.3, "probability": 0.9964 }, { "start": 2021.52, "end": 2023.76, "probability": 0.9036 }, { "start": 2024.76, "end": 2025.9, "probability": 0.6992 }, { "start": 2026.22, "end": 2027.5, "probability": 0.5345 }, { "start": 2028.12, "end": 2029.86, "probability": 0.6822 }, { "start": 2030.48, "end": 2031.58, "probability": 0.8541 }, { "start": 2031.72, "end": 2035.38, "probability": 0.9688 }, { "start": 2035.72, "end": 2037.84, "probability": 0.7656 }, { "start": 2038.12, "end": 2039.9, "probability": 0.9684 }, { "start": 2040.64, "end": 2044.12, "probability": 0.9704 }, { "start": 2045.14, "end": 2045.78, "probability": 0.7348 }, { "start": 2045.94, "end": 2049.1, "probability": 0.991 }, { "start": 2049.22, "end": 2050.28, "probability": 0.7572 }, { "start": 2050.86, "end": 2053.1, "probability": 0.9263 }, { "start": 2053.18, "end": 2057.24, "probability": 0.9966 }, { "start": 2057.66, "end": 2058.66, "probability": 0.993 }, { "start": 2059.96, "end": 2062.48, "probability": 0.99 }, { "start": 2062.96, "end": 2063.78, "probability": 0.754 }, { "start": 2063.96, "end": 2064.74, "probability": 0.8721 }, { "start": 2065.24, "end": 2068.76, "probability": 0.9771 }, { "start": 2068.76, "end": 2072.52, "probability": 0.9762 }, { "start": 2072.64, "end": 2073.31, "probability": 0.9209 }, { "start": 2074.22, "end": 2074.83, "probability": 0.9823 }, { "start": 2075.96, "end": 2082.4, "probability": 0.8426 }, { "start": 2082.66, "end": 2086.16, "probability": 0.9093 }, { "start": 2086.24, "end": 2090.08, "probability": 0.9613 }, { "start": 2090.12, "end": 2091.6, "probability": 0.974 }, { "start": 2091.98, "end": 2095.56, "probability": 0.9152 }, { "start": 2096.02, "end": 2100.72, "probability": 0.9956 }, { "start": 2101.12, "end": 2107.04, "probability": 0.9884 }, { "start": 2107.28, "end": 2107.68, "probability": 0.8022 }, { "start": 2108.56, "end": 2109.26, "probability": 0.7349 }, { "start": 2109.66, "end": 2111.88, "probability": 0.7136 }, { "start": 2121.7, "end": 2123.66, "probability": 0.5367 }, { "start": 2124.68, "end": 2130.3, "probability": 0.991 }, { "start": 2130.64, "end": 2131.24, "probability": 0.9567 }, { "start": 2131.46, "end": 2132.02, "probability": 0.547 }, { "start": 2132.94, "end": 2136.52, "probability": 0.7978 }, { "start": 2137.44, "end": 2140.4, "probability": 0.9694 }, { "start": 2140.68, "end": 2143.18, "probability": 0.8752 }, { "start": 2143.22, "end": 2145.0, "probability": 0.8351 }, { "start": 2145.78, "end": 2148.18, "probability": 0.9854 }, { "start": 2149.26, "end": 2150.42, "probability": 0.9216 }, { "start": 2150.96, "end": 2156.38, "probability": 0.9934 }, { "start": 2156.66, "end": 2157.54, "probability": 0.9592 }, { "start": 2157.68, "end": 2159.22, "probability": 0.6834 }, { "start": 2160.12, "end": 2162.28, "probability": 0.9487 }, { "start": 2162.98, "end": 2163.32, "probability": 0.8311 }, { "start": 2163.74, "end": 2167.68, "probability": 0.9756 }, { "start": 2168.26, "end": 2171.44, "probability": 0.9868 }, { "start": 2172.38, "end": 2177.15, "probability": 0.9944 }, { "start": 2177.66, "end": 2180.86, "probability": 0.9927 }, { "start": 2181.6, "end": 2182.57, "probability": 0.9985 }, { "start": 2183.42, "end": 2186.74, "probability": 0.9862 }, { "start": 2186.98, "end": 2189.4, "probability": 0.9948 }, { "start": 2190.28, "end": 2194.82, "probability": 0.9418 }, { "start": 2195.44, "end": 2196.32, "probability": 0.9596 }, { "start": 2196.48, "end": 2199.28, "probability": 0.9932 }, { "start": 2199.28, "end": 2203.82, "probability": 0.9868 }, { "start": 2204.2, "end": 2206.8, "probability": 0.955 }, { "start": 2207.42, "end": 2209.42, "probability": 0.9888 }, { "start": 2209.46, "end": 2209.9, "probability": 0.8187 }, { "start": 2210.6, "end": 2211.22, "probability": 0.8215 }, { "start": 2211.46, "end": 2213.78, "probability": 0.9486 }, { "start": 2214.45, "end": 2217.84, "probability": 0.8557 }, { "start": 2219.26, "end": 2222.8, "probability": 0.7833 }, { "start": 2223.36, "end": 2227.18, "probability": 0.9861 }, { "start": 2227.46, "end": 2231.48, "probability": 0.9477 }, { "start": 2231.78, "end": 2232.52, "probability": 0.8036 }, { "start": 2232.6, "end": 2234.6, "probability": 0.9253 }, { "start": 2234.78, "end": 2235.24, "probability": 0.5011 }, { "start": 2235.8, "end": 2238.29, "probability": 0.9916 }, { "start": 2238.5, "end": 2241.04, "probability": 0.8596 }, { "start": 2241.52, "end": 2244.26, "probability": 0.9928 }, { "start": 2244.78, "end": 2247.34, "probability": 0.9966 }, { "start": 2247.54, "end": 2250.48, "probability": 0.9934 }, { "start": 2251.0, "end": 2252.18, "probability": 0.8806 }, { "start": 2252.38, "end": 2255.28, "probability": 0.7725 }, { "start": 2256.0, "end": 2256.38, "probability": 0.955 }, { "start": 2256.46, "end": 2257.48, "probability": 0.9862 }, { "start": 2257.52, "end": 2258.65, "probability": 0.9773 }, { "start": 2258.86, "end": 2262.22, "probability": 0.9704 }, { "start": 2262.3, "end": 2263.4, "probability": 0.6731 }, { "start": 2263.5, "end": 2269.34, "probability": 0.9816 }, { "start": 2269.48, "end": 2273.44, "probability": 0.98 }, { "start": 2273.96, "end": 2275.28, "probability": 0.5878 }, { "start": 2275.86, "end": 2279.08, "probability": 0.9966 }, { "start": 2279.72, "end": 2283.14, "probability": 0.998 }, { "start": 2283.2, "end": 2283.84, "probability": 0.9938 }, { "start": 2284.42, "end": 2285.92, "probability": 0.9414 }, { "start": 2286.56, "end": 2289.92, "probability": 0.9868 }, { "start": 2290.7, "end": 2292.76, "probability": 0.8918 }, { "start": 2293.24, "end": 2295.46, "probability": 0.9175 }, { "start": 2295.68, "end": 2298.56, "probability": 0.9839 }, { "start": 2299.06, "end": 2301.58, "probability": 0.8445 }, { "start": 2302.3, "end": 2302.94, "probability": 0.1336 }, { "start": 2303.04, "end": 2303.14, "probability": 0.3306 }, { "start": 2303.14, "end": 2308.04, "probability": 0.7445 }, { "start": 2308.88, "end": 2314.12, "probability": 0.9327 }, { "start": 2314.68, "end": 2316.87, "probability": 0.948 }, { "start": 2317.12, "end": 2318.02, "probability": 0.9595 }, { "start": 2318.06, "end": 2320.22, "probability": 0.9954 }, { "start": 2320.82, "end": 2321.62, "probability": 0.7779 }, { "start": 2322.18, "end": 2322.9, "probability": 0.801 }, { "start": 2323.18, "end": 2323.78, "probability": 0.9728 }, { "start": 2326.64, "end": 2327.24, "probability": 0.5489 }, { "start": 2327.42, "end": 2328.4, "probability": 0.5926 }, { "start": 2328.82, "end": 2330.75, "probability": 0.3335 }, { "start": 2332.04, "end": 2337.34, "probability": 0.8547 }, { "start": 2337.34, "end": 2337.34, "probability": 0.199 }, { "start": 2337.34, "end": 2337.83, "probability": 0.549 }, { "start": 2338.12, "end": 2340.46, "probability": 0.7229 }, { "start": 2340.46, "end": 2341.2, "probability": 0.6905 }, { "start": 2341.3, "end": 2343.4, "probability": 0.6998 }, { "start": 2344.14, "end": 2345.26, "probability": 0.6505 }, { "start": 2345.26, "end": 2345.8, "probability": 0.2991 }, { "start": 2345.82, "end": 2345.98, "probability": 0.6357 }, { "start": 2346.36, "end": 2348.06, "probability": 0.6136 }, { "start": 2348.36, "end": 2351.2, "probability": 0.7975 }, { "start": 2353.8, "end": 2353.96, "probability": 0.4784 }, { "start": 2354.64, "end": 2354.78, "probability": 0.0862 }, { "start": 2354.78, "end": 2354.85, "probability": 0.3404 }, { "start": 2355.7, "end": 2357.2, "probability": 0.7587 }, { "start": 2357.2, "end": 2357.2, "probability": 0.2886 }, { "start": 2357.2, "end": 2358.92, "probability": 0.4798 }, { "start": 2358.94, "end": 2359.18, "probability": 0.1026 }, { "start": 2359.18, "end": 2359.68, "probability": 0.1653 }, { "start": 2359.68, "end": 2359.76, "probability": 0.1755 }, { "start": 2359.76, "end": 2359.9, "probability": 0.8608 }, { "start": 2360.44, "end": 2360.44, "probability": 0.0403 }, { "start": 2360.44, "end": 2360.44, "probability": 0.1955 }, { "start": 2360.44, "end": 2360.86, "probability": 0.6867 }, { "start": 2360.86, "end": 2361.7, "probability": 0.5138 }, { "start": 2362.04, "end": 2363.12, "probability": 0.6691 }, { "start": 2363.4, "end": 2364.08, "probability": 0.7124 }, { "start": 2364.42, "end": 2364.52, "probability": 0.3076 }, { "start": 2364.52, "end": 2364.52, "probability": 0.4115 }, { "start": 2364.52, "end": 2365.82, "probability": 0.5901 }, { "start": 2366.44, "end": 2366.9, "probability": 0.8022 }, { "start": 2366.9, "end": 2367.32, "probability": 0.5353 }, { "start": 2367.32, "end": 2368.14, "probability": 0.9212 }, { "start": 2370.18, "end": 2373.1, "probability": 0.0476 }, { "start": 2374.36, "end": 2374.5, "probability": 0.0493 }, { "start": 2374.5, "end": 2376.54, "probability": 0.3605 }, { "start": 2377.84, "end": 2377.84, "probability": 0.0641 }, { "start": 2378.36, "end": 2380.28, "probability": 0.7874 }, { "start": 2380.42, "end": 2381.22, "probability": 0.5978 }, { "start": 2382.18, "end": 2382.76, "probability": 0.9801 }, { "start": 2384.38, "end": 2385.58, "probability": 0.7466 }, { "start": 2386.86, "end": 2389.46, "probability": 0.8762 }, { "start": 2389.58, "end": 2391.82, "probability": 0.907 }, { "start": 2392.36, "end": 2394.58, "probability": 0.7502 }, { "start": 2395.36, "end": 2397.4, "probability": 0.9522 }, { "start": 2397.9, "end": 2399.26, "probability": 0.9556 }, { "start": 2399.42, "end": 2402.22, "probability": 0.8219 }, { "start": 2403.3, "end": 2405.64, "probability": 0.9597 }, { "start": 2406.62, "end": 2407.22, "probability": 0.6346 }, { "start": 2408.2, "end": 2411.84, "probability": 0.8821 }, { "start": 2414.65, "end": 2415.96, "probability": 0.896 }, { "start": 2416.04, "end": 2416.62, "probability": 0.8481 }, { "start": 2416.7, "end": 2418.26, "probability": 0.5921 }, { "start": 2418.36, "end": 2418.84, "probability": 0.7359 }, { "start": 2419.02, "end": 2420.54, "probability": 0.8002 }, { "start": 2420.56, "end": 2421.76, "probability": 0.959 }, { "start": 2421.96, "end": 2422.56, "probability": 0.8441 }, { "start": 2422.92, "end": 2425.76, "probability": 0.9857 }, { "start": 2426.56, "end": 2430.22, "probability": 0.9175 }, { "start": 2430.3, "end": 2431.14, "probability": 0.9432 }, { "start": 2431.28, "end": 2432.0, "probability": 0.5031 }, { "start": 2432.04, "end": 2433.48, "probability": 0.8371 }, { "start": 2433.58, "end": 2434.4, "probability": 0.7816 }, { "start": 2434.98, "end": 2435.76, "probability": 0.9641 }, { "start": 2436.24, "end": 2437.84, "probability": 0.8757 }, { "start": 2437.94, "end": 2439.26, "probability": 0.7706 }, { "start": 2439.34, "end": 2440.0, "probability": 0.7819 }, { "start": 2440.32, "end": 2441.42, "probability": 0.4743 }, { "start": 2441.44, "end": 2441.9, "probability": 0.6668 }, { "start": 2442.28, "end": 2443.94, "probability": 0.9075 }, { "start": 2444.24, "end": 2444.62, "probability": 0.9313 }, { "start": 2444.92, "end": 2445.5, "probability": 0.8552 }, { "start": 2445.96, "end": 2448.7, "probability": 0.9482 }, { "start": 2448.72, "end": 2450.12, "probability": 0.9951 }, { "start": 2450.7, "end": 2452.6, "probability": 0.8067 }, { "start": 2453.18, "end": 2457.82, "probability": 0.5472 }, { "start": 2459.7, "end": 2461.3, "probability": 0.0888 }, { "start": 2462.06, "end": 2465.42, "probability": 0.9258 }, { "start": 2466.06, "end": 2467.56, "probability": 0.7485 }, { "start": 2468.18, "end": 2468.86, "probability": 0.7897 }, { "start": 2469.44, "end": 2471.18, "probability": 0.5353 }, { "start": 2472.28, "end": 2478.68, "probability": 0.9805 }, { "start": 2479.34, "end": 2482.88, "probability": 0.874 }, { "start": 2483.42, "end": 2489.34, "probability": 0.9847 }, { "start": 2489.46, "end": 2489.88, "probability": 0.7387 }, { "start": 2490.06, "end": 2491.26, "probability": 0.8252 }, { "start": 2491.68, "end": 2492.46, "probability": 0.5911 }, { "start": 2492.48, "end": 2498.1, "probability": 0.9873 }, { "start": 2498.24, "end": 2498.88, "probability": 0.6433 }, { "start": 2499.02, "end": 2499.48, "probability": 0.8867 }, { "start": 2500.38, "end": 2505.68, "probability": 0.9779 }, { "start": 2506.38, "end": 2510.0, "probability": 0.8696 }, { "start": 2510.1, "end": 2511.34, "probability": 0.9842 }, { "start": 2512.0, "end": 2514.26, "probability": 0.9639 }, { "start": 2515.28, "end": 2517.34, "probability": 0.9985 }, { "start": 2518.08, "end": 2520.34, "probability": 0.9952 }, { "start": 2521.06, "end": 2523.32, "probability": 0.9946 }, { "start": 2523.52, "end": 2525.08, "probability": 0.8325 }, { "start": 2525.28, "end": 2526.04, "probability": 0.8593 }, { "start": 2526.08, "end": 2527.08, "probability": 0.9498 }, { "start": 2527.3, "end": 2528.3, "probability": 0.8785 }, { "start": 2528.74, "end": 2535.22, "probability": 0.9786 }, { "start": 2535.68, "end": 2538.06, "probability": 0.9688 }, { "start": 2538.88, "end": 2539.44, "probability": 0.3112 }, { "start": 2540.2, "end": 2541.3, "probability": 0.8418 }, { "start": 2541.46, "end": 2542.24, "probability": 0.4963 }, { "start": 2542.34, "end": 2544.32, "probability": 0.9325 }, { "start": 2544.62, "end": 2545.36, "probability": 0.9904 }, { "start": 2545.4, "end": 2546.76, "probability": 0.9041 }, { "start": 2547.28, "end": 2549.7, "probability": 0.8261 }, { "start": 2549.7, "end": 2550.66, "probability": 0.8452 }, { "start": 2550.8, "end": 2553.74, "probability": 0.9951 }, { "start": 2554.4, "end": 2556.14, "probability": 0.9949 }, { "start": 2556.62, "end": 2560.18, "probability": 0.9805 }, { "start": 2560.94, "end": 2561.74, "probability": 0.7548 }, { "start": 2562.68, "end": 2563.62, "probability": 0.877 }, { "start": 2564.94, "end": 2568.74, "probability": 0.9332 }, { "start": 2569.58, "end": 2574.46, "probability": 0.9679 }, { "start": 2575.2, "end": 2578.8, "probability": 0.9725 }, { "start": 2578.84, "end": 2582.0, "probability": 0.0396 }, { "start": 2582.0, "end": 2583.66, "probability": 0.7952 }, { "start": 2584.12, "end": 2586.67, "probability": 0.9862 }, { "start": 2587.44, "end": 2588.74, "probability": 0.9238 }, { "start": 2589.32, "end": 2591.16, "probability": 0.9532 }, { "start": 2591.34, "end": 2594.02, "probability": 0.8838 }, { "start": 2594.08, "end": 2594.34, "probability": 0.4662 }, { "start": 2594.5, "end": 2595.58, "probability": 0.8267 }, { "start": 2595.72, "end": 2596.1, "probability": 0.9229 }, { "start": 2596.22, "end": 2598.34, "probability": 0.9952 }, { "start": 2598.86, "end": 2601.68, "probability": 0.936 }, { "start": 2602.22, "end": 2602.88, "probability": 0.6028 }, { "start": 2603.12, "end": 2605.84, "probability": 0.9681 }, { "start": 2606.3, "end": 2607.24, "probability": 0.9503 }, { "start": 2607.32, "end": 2608.58, "probability": 0.9449 }, { "start": 2609.0, "end": 2611.98, "probability": 0.9773 }, { "start": 2612.66, "end": 2615.84, "probability": 0.9386 }, { "start": 2616.38, "end": 2617.66, "probability": 0.8401 }, { "start": 2618.12, "end": 2620.46, "probability": 0.9595 }, { "start": 2620.94, "end": 2623.4, "probability": 0.991 }, { "start": 2623.62, "end": 2628.3, "probability": 0.9839 }, { "start": 2628.82, "end": 2630.58, "probability": 0.8109 }, { "start": 2630.72, "end": 2631.6, "probability": 0.4865 }, { "start": 2631.9, "end": 2633.1, "probability": 0.9728 }, { "start": 2633.2, "end": 2633.46, "probability": 0.7795 }, { "start": 2635.32, "end": 2637.28, "probability": 0.8816 }, { "start": 2637.36, "end": 2642.84, "probability": 0.6452 }, { "start": 2642.9, "end": 2643.48, "probability": 0.0302 }, { "start": 2645.84, "end": 2647.98, "probability": 0.6859 }, { "start": 2653.47, "end": 2655.17, "probability": 0.0385 }, { "start": 2655.17, "end": 2655.75, "probability": 0.3719 }, { "start": 2655.75, "end": 2655.75, "probability": 0.3596 }, { "start": 2655.75, "end": 2655.75, "probability": 0.3882 }, { "start": 2655.75, "end": 2655.75, "probability": 0.3998 }, { "start": 2655.75, "end": 2655.75, "probability": 0.4379 }, { "start": 2655.75, "end": 2655.75, "probability": 0.4282 }, { "start": 2655.75, "end": 2655.75, "probability": 0.4866 }, { "start": 2655.75, "end": 2655.75, "probability": 0.534 }, { "start": 2655.75, "end": 2655.75, "probability": 0.4824 }, { "start": 2655.75, "end": 2655.75, "probability": 0.0636 }, { "start": 2655.84, "end": 2658.25, "probability": 0.6192 }, { "start": 2658.27, "end": 2659.52, "probability": 0.0678 }, { "start": 2660.47, "end": 2661.39, "probability": 0.2294 }, { "start": 2661.45, "end": 2663.71, "probability": 0.5205 }, { "start": 2665.39, "end": 2667.55, "probability": 0.7608 }, { "start": 2667.65, "end": 2668.49, "probability": 0.9393 }, { "start": 2668.59, "end": 2669.93, "probability": 0.7641 }, { "start": 2670.01, "end": 2670.29, "probability": 0.8876 }, { "start": 2687.71, "end": 2689.71, "probability": 0.2457 }, { "start": 2690.23, "end": 2691.2, "probability": 0.4536 }, { "start": 2691.49, "end": 2693.95, "probability": 0.778 }, { "start": 2695.23, "end": 2698.55, "probability": 0.9763 }, { "start": 2699.31, "end": 2707.31, "probability": 0.9598 }, { "start": 2708.39, "end": 2712.47, "probability": 0.9897 }, { "start": 2712.79, "end": 2714.61, "probability": 0.9841 }, { "start": 2728.43, "end": 2729.27, "probability": 0.732 }, { "start": 2729.55, "end": 2732.57, "probability": 0.9071 }, { "start": 2733.29, "end": 2734.63, "probability": 0.8414 }, { "start": 2735.11, "end": 2737.41, "probability": 0.9827 }, { "start": 2738.49, "end": 2740.05, "probability": 0.8328 }, { "start": 2741.45, "end": 2741.87, "probability": 0.5976 }, { "start": 2741.91, "end": 2743.77, "probability": 0.9255 }, { "start": 2743.89, "end": 2744.91, "probability": 0.5582 }, { "start": 2745.41, "end": 2745.97, "probability": 0.1521 }, { "start": 2746.01, "end": 2746.25, "probability": 0.8729 }, { "start": 2748.05, "end": 2750.97, "probability": 0.9987 }, { "start": 2752.73, "end": 2755.87, "probability": 0.9981 }, { "start": 2756.63, "end": 2757.53, "probability": 0.9766 }, { "start": 2758.49, "end": 2760.17, "probability": 0.9757 }, { "start": 2761.59, "end": 2763.05, "probability": 0.6139 }, { "start": 2764.39, "end": 2767.49, "probability": 0.9531 }, { "start": 2768.25, "end": 2769.93, "probability": 0.9775 }, { "start": 2770.83, "end": 2772.87, "probability": 0.8765 }, { "start": 2775.17, "end": 2780.57, "probability": 0.9445 }, { "start": 2781.15, "end": 2783.81, "probability": 0.9367 }, { "start": 2784.55, "end": 2784.91, "probability": 0.9033 }, { "start": 2786.71, "end": 2791.65, "probability": 0.9854 }, { "start": 2793.41, "end": 2793.93, "probability": 0.8765 }, { "start": 2795.77, "end": 2796.81, "probability": 0.9757 }, { "start": 2797.95, "end": 2800.75, "probability": 0.9858 }, { "start": 2800.81, "end": 2801.71, "probability": 0.9217 }, { "start": 2801.71, "end": 2802.39, "probability": 0.9694 }, { "start": 2802.43, "end": 2802.97, "probability": 0.7058 }, { "start": 2804.31, "end": 2808.43, "probability": 0.801 }, { "start": 2809.57, "end": 2811.51, "probability": 0.9382 }, { "start": 2813.95, "end": 2814.63, "probability": 0.7375 }, { "start": 2814.89, "end": 2815.85, "probability": 0.9316 }, { "start": 2816.05, "end": 2818.37, "probability": 0.891 }, { "start": 2818.99, "end": 2821.13, "probability": 0.7094 }, { "start": 2821.93, "end": 2823.05, "probability": 0.9062 }, { "start": 2824.75, "end": 2828.27, "probability": 0.9707 }, { "start": 2829.39, "end": 2831.93, "probability": 0.8823 }, { "start": 2832.93, "end": 2836.43, "probability": 0.9976 }, { "start": 2836.47, "end": 2837.55, "probability": 0.9771 }, { "start": 2838.43, "end": 2840.35, "probability": 0.9689 }, { "start": 2841.05, "end": 2842.67, "probability": 0.9692 }, { "start": 2844.75, "end": 2846.29, "probability": 0.9217 }, { "start": 2847.21, "end": 2849.53, "probability": 0.6217 }, { "start": 2850.99, "end": 2852.23, "probability": 0.9774 }, { "start": 2852.35, "end": 2857.43, "probability": 0.9739 }, { "start": 2858.95, "end": 2862.25, "probability": 0.9907 }, { "start": 2862.25, "end": 2865.19, "probability": 0.9448 }, { "start": 2866.03, "end": 2869.64, "probability": 0.9167 }, { "start": 2870.39, "end": 2873.95, "probability": 0.9976 }, { "start": 2874.73, "end": 2878.61, "probability": 0.9632 }, { "start": 2878.61, "end": 2881.55, "probability": 0.9991 }, { "start": 2882.37, "end": 2883.85, "probability": 0.953 }, { "start": 2885.37, "end": 2887.51, "probability": 0.9982 }, { "start": 2887.57, "end": 2888.23, "probability": 0.6955 }, { "start": 2888.27, "end": 2888.69, "probability": 0.5595 }, { "start": 2889.45, "end": 2890.97, "probability": 0.8063 }, { "start": 2892.09, "end": 2895.71, "probability": 0.8689 }, { "start": 2896.89, "end": 2899.01, "probability": 0.3017 }, { "start": 2899.99, "end": 2901.81, "probability": 0.8825 }, { "start": 2903.27, "end": 2906.21, "probability": 0.9763 }, { "start": 2906.27, "end": 2908.63, "probability": 0.5353 }, { "start": 2910.31, "end": 2911.23, "probability": 0.9531 }, { "start": 2912.57, "end": 2915.35, "probability": 0.9751 }, { "start": 2916.21, "end": 2918.45, "probability": 0.9957 }, { "start": 2919.95, "end": 2922.17, "probability": 0.9966 }, { "start": 2923.29, "end": 2924.78, "probability": 0.921 }, { "start": 2925.07, "end": 2927.77, "probability": 0.285 }, { "start": 2927.77, "end": 2928.23, "probability": 0.3626 }, { "start": 2929.97, "end": 2933.85, "probability": 0.9971 }, { "start": 2934.93, "end": 2935.85, "probability": 0.8872 }, { "start": 2935.87, "end": 2937.61, "probability": 0.9458 }, { "start": 2937.73, "end": 2940.11, "probability": 0.5854 }, { "start": 2940.93, "end": 2943.2, "probability": 0.9966 }, { "start": 2944.99, "end": 2945.75, "probability": 0.6328 }, { "start": 2946.49, "end": 2947.09, "probability": 0.98 }, { "start": 2947.89, "end": 2949.95, "probability": 0.9923 }, { "start": 2950.03, "end": 2950.61, "probability": 0.9918 }, { "start": 2950.85, "end": 2951.91, "probability": 0.9937 }, { "start": 2951.99, "end": 2954.13, "probability": 0.9731 }, { "start": 2955.07, "end": 2956.85, "probability": 0.9958 }, { "start": 2957.61, "end": 2958.27, "probability": 0.7066 }, { "start": 2960.19, "end": 2961.07, "probability": 0.9915 }, { "start": 2961.07, "end": 2961.49, "probability": 0.5946 }, { "start": 2961.95, "end": 2962.33, "probability": 0.3013 }, { "start": 2963.85, "end": 2967.45, "probability": 0.988 }, { "start": 2967.95, "end": 2971.89, "probability": 0.91 }, { "start": 2971.99, "end": 2973.97, "probability": 0.9656 }, { "start": 2974.11, "end": 2974.67, "probability": 0.8794 }, { "start": 2974.93, "end": 2975.91, "probability": 0.9917 }, { "start": 2976.33, "end": 2977.79, "probability": 0.9968 }, { "start": 2978.17, "end": 2979.39, "probability": 0.9846 }, { "start": 2980.05, "end": 2983.29, "probability": 0.7534 }, { "start": 2984.39, "end": 2987.15, "probability": 0.85 }, { "start": 2987.15, "end": 2990.33, "probability": 0.9971 }, { "start": 2990.59, "end": 2992.06, "probability": 0.9578 }, { "start": 2992.97, "end": 2994.07, "probability": 0.9081 }, { "start": 2994.53, "end": 2995.08, "probability": 0.9077 }, { "start": 2995.27, "end": 2995.87, "probability": 0.4571 }, { "start": 2995.91, "end": 2996.85, "probability": 0.5636 }, { "start": 2997.09, "end": 2998.31, "probability": 0.9592 }, { "start": 2999.45, "end": 3002.81, "probability": 0.9937 }, { "start": 3003.43, "end": 3005.21, "probability": 0.9961 }, { "start": 3005.51, "end": 3008.73, "probability": 0.9762 }, { "start": 3010.05, "end": 3010.87, "probability": 0.751 }, { "start": 3011.97, "end": 3013.55, "probability": 0.883 }, { "start": 3013.61, "end": 3017.29, "probability": 0.9842 }, { "start": 3018.11, "end": 3020.37, "probability": 0.9934 }, { "start": 3020.49, "end": 3025.51, "probability": 0.9941 }, { "start": 3026.87, "end": 3030.07, "probability": 0.7633 }, { "start": 3030.47, "end": 3030.57, "probability": 0.6847 }, { "start": 3030.57, "end": 3032.13, "probability": 0.7475 }, { "start": 3032.29, "end": 3033.25, "probability": 0.9633 }, { "start": 3033.85, "end": 3036.75, "probability": 0.9596 }, { "start": 3036.87, "end": 3039.23, "probability": 0.5785 }, { "start": 3039.99, "end": 3043.43, "probability": 0.997 }, { "start": 3043.97, "end": 3045.18, "probability": 0.9629 }, { "start": 3046.09, "end": 3051.79, "probability": 0.9038 }, { "start": 3052.11, "end": 3053.41, "probability": 0.6591 }, { "start": 3054.07, "end": 3054.61, "probability": 0.5882 }, { "start": 3054.67, "end": 3055.83, "probability": 0.9242 }, { "start": 3055.93, "end": 3058.47, "probability": 0.96 }, { "start": 3058.65, "end": 3062.59, "probability": 0.7497 }, { "start": 3062.7, "end": 3065.67, "probability": 0.9851 }, { "start": 3065.71, "end": 3066.91, "probability": 0.6747 }, { "start": 3067.39, "end": 3072.79, "probability": 0.9722 }, { "start": 3073.05, "end": 3073.05, "probability": 0.2522 }, { "start": 3073.13, "end": 3073.63, "probability": 0.4185 }, { "start": 3073.69, "end": 3074.05, "probability": 0.751 }, { "start": 3074.07, "end": 3078.81, "probability": 0.8762 }, { "start": 3079.35, "end": 3082.57, "probability": 0.9548 }, { "start": 3082.57, "end": 3085.83, "probability": 0.9913 }, { "start": 3086.29, "end": 3087.93, "probability": 0.9873 }, { "start": 3088.35, "end": 3089.56, "probability": 0.9404 }, { "start": 3090.35, "end": 3091.55, "probability": 0.4661 }, { "start": 3091.67, "end": 3095.89, "probability": 0.8958 }, { "start": 3096.51, "end": 3098.13, "probability": 0.9183 }, { "start": 3098.19, "end": 3100.31, "probability": 0.9716 }, { "start": 3100.79, "end": 3102.75, "probability": 0.7218 }, { "start": 3102.77, "end": 3103.69, "probability": 0.9355 }, { "start": 3104.03, "end": 3104.85, "probability": 0.3152 }, { "start": 3105.47, "end": 3107.69, "probability": 0.9951 }, { "start": 3108.27, "end": 3110.17, "probability": 0.9413 }, { "start": 3110.93, "end": 3112.41, "probability": 0.9949 }, { "start": 3113.19, "end": 3117.87, "probability": 0.9734 }, { "start": 3118.19, "end": 3118.41, "probability": 0.2623 }, { "start": 3118.41, "end": 3120.55, "probability": 0.9165 }, { "start": 3120.91, "end": 3122.15, "probability": 0.8388 }, { "start": 3122.63, "end": 3123.11, "probability": 0.3708 }, { "start": 3123.13, "end": 3124.51, "probability": 0.9934 }, { "start": 3151.99, "end": 3152.73, "probability": 0.7007 }, { "start": 3153.27, "end": 3153.85, "probability": 0.7785 }, { "start": 3154.85, "end": 3155.91, "probability": 0.6292 }, { "start": 3156.79, "end": 3157.81, "probability": 0.9032 }, { "start": 3159.01, "end": 3161.49, "probability": 0.8255 }, { "start": 3164.55, "end": 3167.21, "probability": 0.8093 }, { "start": 3169.69, "end": 3172.83, "probability": 0.9437 }, { "start": 3174.61, "end": 3178.57, "probability": 0.9264 }, { "start": 3182.11, "end": 3182.61, "probability": 0.6628 }, { "start": 3183.41, "end": 3184.77, "probability": 0.7075 }, { "start": 3187.23, "end": 3190.69, "probability": 0.8831 }, { "start": 3192.11, "end": 3192.87, "probability": 0.9588 }, { "start": 3194.31, "end": 3199.27, "probability": 0.9987 }, { "start": 3200.79, "end": 3201.63, "probability": 0.9064 }, { "start": 3203.59, "end": 3205.13, "probability": 0.9944 }, { "start": 3205.21, "end": 3206.15, "probability": 0.9995 }, { "start": 3207.07, "end": 3210.33, "probability": 0.984 }, { "start": 3212.53, "end": 3213.93, "probability": 0.9616 }, { "start": 3214.07, "end": 3215.97, "probability": 0.9945 }, { "start": 3217.47, "end": 3219.05, "probability": 0.734 }, { "start": 3220.61, "end": 3225.27, "probability": 0.9579 }, { "start": 3225.49, "end": 3227.13, "probability": 0.9857 }, { "start": 3227.23, "end": 3229.31, "probability": 0.9885 }, { "start": 3229.37, "end": 3230.03, "probability": 0.7491 }, { "start": 3231.01, "end": 3235.35, "probability": 0.9792 }, { "start": 3236.53, "end": 3240.41, "probability": 0.9684 }, { "start": 3241.39, "end": 3243.31, "probability": 0.9819 }, { "start": 3243.49, "end": 3245.71, "probability": 0.8021 }, { "start": 3246.31, "end": 3248.68, "probability": 0.9668 }, { "start": 3250.48, "end": 3253.29, "probability": 0.9814 }, { "start": 3254.71, "end": 3255.89, "probability": 0.9482 }, { "start": 3256.73, "end": 3258.38, "probability": 0.9611 }, { "start": 3259.33, "end": 3261.71, "probability": 0.9951 }, { "start": 3262.87, "end": 3263.95, "probability": 0.9749 }, { "start": 3264.15, "end": 3267.28, "probability": 0.908 }, { "start": 3268.33, "end": 3273.41, "probability": 0.9779 }, { "start": 3273.71, "end": 3276.65, "probability": 0.9962 }, { "start": 3277.73, "end": 3280.95, "probability": 0.9827 }, { "start": 3281.55, "end": 3283.61, "probability": 0.9538 }, { "start": 3283.83, "end": 3289.33, "probability": 0.9972 }, { "start": 3289.41, "end": 3290.05, "probability": 0.3388 }, { "start": 3290.15, "end": 3290.87, "probability": 0.6825 }, { "start": 3291.45, "end": 3293.47, "probability": 0.7485 }, { "start": 3293.99, "end": 3296.55, "probability": 0.9565 }, { "start": 3297.77, "end": 3299.71, "probability": 0.785 }, { "start": 3300.21, "end": 3304.5, "probability": 0.9948 }, { "start": 3304.71, "end": 3306.33, "probability": 0.8663 }, { "start": 3307.63, "end": 3310.49, "probability": 0.9928 }, { "start": 3312.05, "end": 3313.73, "probability": 0.9011 }, { "start": 3314.57, "end": 3316.01, "probability": 0.9168 }, { "start": 3318.39, "end": 3319.39, "probability": 0.8447 }, { "start": 3320.89, "end": 3324.61, "probability": 0.6673 }, { "start": 3324.61, "end": 3325.56, "probability": 0.938 }, { "start": 3325.69, "end": 3327.35, "probability": 0.6558 }, { "start": 3328.71, "end": 3331.75, "probability": 0.7662 }, { "start": 3331.83, "end": 3332.41, "probability": 0.9531 }, { "start": 3332.43, "end": 3336.63, "probability": 0.9913 }, { "start": 3336.71, "end": 3338.59, "probability": 0.9863 }, { "start": 3339.59, "end": 3340.5, "probability": 0.989 }, { "start": 3341.53, "end": 3343.35, "probability": 0.9849 }, { "start": 3343.89, "end": 3346.93, "probability": 0.9671 }, { "start": 3347.01, "end": 3347.79, "probability": 0.8447 }, { "start": 3349.15, "end": 3354.97, "probability": 0.9954 }, { "start": 3355.03, "end": 3356.25, "probability": 0.8867 }, { "start": 3356.99, "end": 3359.49, "probability": 0.9928 }, { "start": 3360.09, "end": 3362.49, "probability": 0.9375 }, { "start": 3363.17, "end": 3364.85, "probability": 0.894 }, { "start": 3366.51, "end": 3367.61, "probability": 0.9817 }, { "start": 3368.57, "end": 3371.67, "probability": 0.9434 }, { "start": 3372.75, "end": 3373.17, "probability": 0.6646 }, { "start": 3373.25, "end": 3374.07, "probability": 0.7335 }, { "start": 3374.57, "end": 3375.36, "probability": 0.9747 }, { "start": 3375.53, "end": 3376.34, "probability": 0.9362 }, { "start": 3378.17, "end": 3379.97, "probability": 0.8311 }, { "start": 3381.03, "end": 3382.05, "probability": 0.9954 }, { "start": 3383.61, "end": 3391.39, "probability": 0.9987 }, { "start": 3391.55, "end": 3392.33, "probability": 0.5487 }, { "start": 3393.03, "end": 3394.03, "probability": 0.9475 }, { "start": 3394.19, "end": 3398.55, "probability": 0.9231 }, { "start": 3398.63, "end": 3399.39, "probability": 0.7447 }, { "start": 3399.99, "end": 3401.62, "probability": 0.561 }, { "start": 3403.01, "end": 3404.93, "probability": 0.6204 }, { "start": 3405.03, "end": 3406.13, "probability": 0.9408 }, { "start": 3406.23, "end": 3408.87, "probability": 0.9431 }, { "start": 3410.27, "end": 3411.27, "probability": 0.4895 }, { "start": 3413.39, "end": 3414.45, "probability": 0.8888 }, { "start": 3414.67, "end": 3417.09, "probability": 0.6531 }, { "start": 3418.25, "end": 3420.81, "probability": 0.9719 }, { "start": 3421.73, "end": 3423.71, "probability": 0.9992 }, { "start": 3424.77, "end": 3425.69, "probability": 0.4929 }, { "start": 3426.25, "end": 3426.87, "probability": 0.305 }, { "start": 3427.65, "end": 3429.09, "probability": 0.9982 }, { "start": 3430.25, "end": 3434.43, "probability": 0.9697 }, { "start": 3435.23, "end": 3439.01, "probability": 0.9744 }, { "start": 3439.81, "end": 3440.95, "probability": 0.83 }, { "start": 3441.05, "end": 3441.99, "probability": 0.6056 }, { "start": 3441.99, "end": 3444.73, "probability": 0.7139 }, { "start": 3444.83, "end": 3448.25, "probability": 0.9249 }, { "start": 3448.29, "end": 3449.25, "probability": 0.685 }, { "start": 3451.85, "end": 3452.47, "probability": 0.9634 }, { "start": 3453.05, "end": 3453.39, "probability": 0.0028 }, { "start": 3453.41, "end": 3453.41, "probability": 0.0747 }, { "start": 3453.41, "end": 3453.75, "probability": 0.3027 }, { "start": 3454.07, "end": 3455.32, "probability": 0.4631 }, { "start": 3457.53, "end": 3458.61, "probability": 0.894 }, { "start": 3459.25, "end": 3460.33, "probability": 0.9976 }, { "start": 3460.75, "end": 3461.09, "probability": 0.5028 }, { "start": 3462.29, "end": 3465.49, "probability": 0.8383 }, { "start": 3466.63, "end": 3468.05, "probability": 0.9673 }, { "start": 3469.13, "end": 3471.43, "probability": 0.9301 }, { "start": 3472.11, "end": 3473.09, "probability": 0.8644 }, { "start": 3473.83, "end": 3474.61, "probability": 0.9592 }, { "start": 3475.29, "end": 3476.15, "probability": 0.991 }, { "start": 3476.65, "end": 3477.89, "probability": 0.967 }, { "start": 3478.37, "end": 3481.41, "probability": 0.9263 }, { "start": 3482.59, "end": 3483.87, "probability": 0.9978 }, { "start": 3484.65, "end": 3487.01, "probability": 0.8609 }, { "start": 3487.67, "end": 3488.55, "probability": 0.7173 }, { "start": 3488.63, "end": 3489.41, "probability": 0.8511 }, { "start": 3489.41, "end": 3491.47, "probability": 0.8101 }, { "start": 3492.13, "end": 3492.13, "probability": 0.255 }, { "start": 3492.17, "end": 3494.19, "probability": 0.9811 }, { "start": 3494.81, "end": 3495.61, "probability": 0.8633 }, { "start": 3496.13, "end": 3499.37, "probability": 0.8963 }, { "start": 3501.27, "end": 3504.69, "probability": 0.9995 }, { "start": 3505.39, "end": 3507.69, "probability": 0.7049 }, { "start": 3508.49, "end": 3510.73, "probability": 0.7218 }, { "start": 3511.27, "end": 3513.71, "probability": 0.9835 }, { "start": 3514.47, "end": 3516.31, "probability": 0.7852 }, { "start": 3516.77, "end": 3517.96, "probability": 0.8706 }, { "start": 3518.25, "end": 3521.16, "probability": 0.9728 }, { "start": 3521.87, "end": 3526.55, "probability": 0.9963 }, { "start": 3526.63, "end": 3526.83, "probability": 0.8213 }, { "start": 3527.23, "end": 3530.29, "probability": 0.6325 }, { "start": 3530.29, "end": 3530.63, "probability": 0.7 }, { "start": 3531.91, "end": 3534.37, "probability": 0.5187 }, { "start": 3551.93, "end": 3553.37, "probability": 0.8481 }, { "start": 3556.47, "end": 3559.77, "probability": 0.8161 }, { "start": 3560.71, "end": 3562.77, "probability": 0.9121 }, { "start": 3563.73, "end": 3565.35, "probability": 0.9299 }, { "start": 3565.47, "end": 3570.61, "probability": 0.9876 }, { "start": 3571.63, "end": 3575.39, "probability": 0.7506 }, { "start": 3576.29, "end": 3579.99, "probability": 0.9165 }, { "start": 3581.07, "end": 3581.71, "probability": 0.6418 }, { "start": 3581.83, "end": 3582.51, "probability": 0.6948 }, { "start": 3582.61, "end": 3588.77, "probability": 0.866 }, { "start": 3588.81, "end": 3597.87, "probability": 0.8423 }, { "start": 3598.71, "end": 3601.85, "probability": 0.8569 }, { "start": 3602.04, "end": 3605.75, "probability": 0.9963 }, { "start": 3606.49, "end": 3610.11, "probability": 0.9881 }, { "start": 3610.11, "end": 3613.51, "probability": 0.9937 }, { "start": 3614.53, "end": 3615.65, "probability": 0.5911 }, { "start": 3615.77, "end": 3616.23, "probability": 0.6291 }, { "start": 3616.57, "end": 3617.43, "probability": 0.9746 }, { "start": 3617.55, "end": 3618.44, "probability": 0.4734 }, { "start": 3619.39, "end": 3621.47, "probability": 0.9246 }, { "start": 3622.15, "end": 3623.87, "probability": 0.7764 }, { "start": 3624.25, "end": 3627.61, "probability": 0.8909 }, { "start": 3628.35, "end": 3628.81, "probability": 0.6966 }, { "start": 3629.69, "end": 3632.49, "probability": 0.9587 }, { "start": 3633.93, "end": 3637.83, "probability": 0.9679 }, { "start": 3638.37, "end": 3639.85, "probability": 0.9164 }, { "start": 3640.09, "end": 3640.53, "probability": 0.8939 }, { "start": 3640.63, "end": 3641.57, "probability": 0.7491 }, { "start": 3641.65, "end": 3642.11, "probability": 0.7704 }, { "start": 3643.05, "end": 3646.33, "probability": 0.9814 }, { "start": 3646.83, "end": 3652.53, "probability": 0.9932 }, { "start": 3653.41, "end": 3658.45, "probability": 0.997 }, { "start": 3659.33, "end": 3664.35, "probability": 0.9683 }, { "start": 3664.91, "end": 3666.03, "probability": 0.6596 }, { "start": 3666.55, "end": 3668.97, "probability": 0.9787 }, { "start": 3669.73, "end": 3670.49, "probability": 0.664 }, { "start": 3671.05, "end": 3671.61, "probability": 0.8713 }, { "start": 3672.15, "end": 3674.07, "probability": 0.89 }, { "start": 3674.97, "end": 3676.83, "probability": 0.9831 }, { "start": 3677.09, "end": 3678.17, "probability": 0.8564 }, { "start": 3678.79, "end": 3680.83, "probability": 0.9929 }, { "start": 3681.53, "end": 3683.63, "probability": 0.9043 }, { "start": 3685.19, "end": 3686.29, "probability": 0.9969 }, { "start": 3687.53, "end": 3690.15, "probability": 0.9636 }, { "start": 3690.21, "end": 3693.89, "probability": 0.9274 }, { "start": 3694.89, "end": 3695.81, "probability": 0.8803 }, { "start": 3695.97, "end": 3697.93, "probability": 0.8481 }, { "start": 3698.81, "end": 3700.53, "probability": 0.6747 }, { "start": 3701.15, "end": 3703.55, "probability": 0.9539 }, { "start": 3704.83, "end": 3709.13, "probability": 0.663 }, { "start": 3709.41, "end": 3712.21, "probability": 0.8062 }, { "start": 3713.69, "end": 3715.07, "probability": 0.8278 }, { "start": 3716.09, "end": 3721.35, "probability": 0.8049 }, { "start": 3721.37, "end": 3721.69, "probability": 0.8188 }, { "start": 3721.75, "end": 3722.83, "probability": 0.7237 }, { "start": 3724.01, "end": 3726.11, "probability": 0.9612 }, { "start": 3726.15, "end": 3727.23, "probability": 0.9968 }, { "start": 3728.01, "end": 3729.57, "probability": 0.6829 }, { "start": 3729.87, "end": 3731.71, "probability": 0.9127 }, { "start": 3732.65, "end": 3733.95, "probability": 0.9272 }, { "start": 3734.39, "end": 3737.91, "probability": 0.9923 }, { "start": 3738.67, "end": 3740.95, "probability": 0.9883 }, { "start": 3741.71, "end": 3742.99, "probability": 0.9478 }, { "start": 3743.67, "end": 3746.37, "probability": 0.9926 }, { "start": 3746.93, "end": 3749.21, "probability": 0.9976 }, { "start": 3749.91, "end": 3750.67, "probability": 0.6053 }, { "start": 3750.75, "end": 3753.07, "probability": 0.8555 }, { "start": 3753.63, "end": 3759.15, "probability": 0.8359 }, { "start": 3759.79, "end": 3762.13, "probability": 0.9485 }, { "start": 3762.65, "end": 3764.35, "probability": 0.8481 }, { "start": 3764.95, "end": 3767.39, "probability": 0.8818 }, { "start": 3767.45, "end": 3768.47, "probability": 0.3388 }, { "start": 3768.71, "end": 3771.37, "probability": 0.8744 }, { "start": 3772.07, "end": 3774.29, "probability": 0.8992 }, { "start": 3774.97, "end": 3776.87, "probability": 0.7386 }, { "start": 3777.41, "end": 3780.87, "probability": 0.9202 }, { "start": 3781.59, "end": 3782.6, "probability": 0.7263 }, { "start": 3783.05, "end": 3788.37, "probability": 0.9385 }, { "start": 3789.01, "end": 3790.97, "probability": 0.983 }, { "start": 3791.29, "end": 3794.07, "probability": 0.9258 }, { "start": 3794.07, "end": 3798.33, "probability": 0.1044 }, { "start": 3798.33, "end": 3799.34, "probability": 0.5046 }, { "start": 3799.75, "end": 3800.45, "probability": 0.7133 }, { "start": 3800.53, "end": 3801.97, "probability": 0.9919 }, { "start": 3802.45, "end": 3805.71, "probability": 0.9476 }, { "start": 3806.01, "end": 3809.59, "probability": 0.9692 }, { "start": 3809.79, "end": 3810.71, "probability": 0.9558 }, { "start": 3810.75, "end": 3811.37, "probability": 0.7761 }, { "start": 3811.45, "end": 3813.83, "probability": 0.8975 }, { "start": 3813.83, "end": 3814.93, "probability": 0.7275 }, { "start": 3814.97, "end": 3815.63, "probability": 0.9898 }, { "start": 3816.27, "end": 3817.93, "probability": 0.894 }, { "start": 3818.87, "end": 3820.37, "probability": 0.6099 }, { "start": 3820.43, "end": 3822.99, "probability": 0.8933 }, { "start": 3823.03, "end": 3825.29, "probability": 0.9716 }, { "start": 3826.03, "end": 3828.37, "probability": 0.6791 }, { "start": 3828.69, "end": 3834.79, "probability": 0.8031 }, { "start": 3834.83, "end": 3837.21, "probability": 0.8755 }, { "start": 3838.32, "end": 3841.49, "probability": 0.9805 }, { "start": 3842.17, "end": 3848.15, "probability": 0.8791 }, { "start": 3848.83, "end": 3852.03, "probability": 0.9936 }, { "start": 3853.21, "end": 3856.81, "probability": 0.7524 }, { "start": 3857.51, "end": 3860.87, "probability": 0.9866 }, { "start": 3861.38, "end": 3863.29, "probability": 0.8147 }, { "start": 3863.41, "end": 3865.71, "probability": 0.7457 }, { "start": 3866.15, "end": 3866.87, "probability": 0.9285 }, { "start": 3868.56, "end": 3871.81, "probability": 0.8772 }, { "start": 3872.07, "end": 3872.65, "probability": 0.8412 }, { "start": 3873.23, "end": 3875.59, "probability": 0.5299 }, { "start": 3876.91, "end": 3881.84, "probability": 0.9673 }, { "start": 3882.49, "end": 3884.31, "probability": 0.8633 }, { "start": 3884.91, "end": 3888.89, "probability": 0.8673 }, { "start": 3888.97, "end": 3891.45, "probability": 0.8488 }, { "start": 3892.01, "end": 3892.77, "probability": 0.736 }, { "start": 3893.11, "end": 3897.17, "probability": 0.9642 }, { "start": 3897.17, "end": 3900.49, "probability": 0.9961 }, { "start": 3900.69, "end": 3903.45, "probability": 0.8269 }, { "start": 3903.83, "end": 3906.05, "probability": 0.8433 }, { "start": 3906.11, "end": 3908.77, "probability": 0.5467 }, { "start": 3909.61, "end": 3910.87, "probability": 0.8065 }, { "start": 3922.03, "end": 3922.93, "probability": 0.7199 }, { "start": 3923.55, "end": 3924.57, "probability": 0.8253 }, { "start": 3924.93, "end": 3928.63, "probability": 0.5566 }, { "start": 3928.69, "end": 3929.61, "probability": 0.8913 }, { "start": 3930.45, "end": 3934.89, "probability": 0.9839 }, { "start": 3935.87, "end": 3940.75, "probability": 0.9172 }, { "start": 3941.43, "end": 3946.95, "probability": 0.9412 }, { "start": 3947.71, "end": 3952.21, "probability": 0.9956 }, { "start": 3952.21, "end": 3957.25, "probability": 0.9491 }, { "start": 3957.71, "end": 3960.11, "probability": 0.9875 }, { "start": 3960.73, "end": 3970.92, "probability": 0.9874 }, { "start": 3971.57, "end": 3975.89, "probability": 0.9955 }, { "start": 3976.59, "end": 3981.25, "probability": 0.993 }, { "start": 3981.25, "end": 3986.23, "probability": 0.9749 }, { "start": 3986.89, "end": 3990.39, "probability": 0.9894 }, { "start": 3990.67, "end": 3993.33, "probability": 0.7968 }, { "start": 3994.09, "end": 3996.97, "probability": 0.9683 }, { "start": 3997.53, "end": 4001.17, "probability": 0.7878 }, { "start": 4001.79, "end": 4005.39, "probability": 0.9683 }, { "start": 4005.93, "end": 4013.08, "probability": 0.9839 }, { "start": 4013.27, "end": 4014.37, "probability": 0.5094 }, { "start": 4015.45, "end": 4020.85, "probability": 0.9836 }, { "start": 4021.67, "end": 4025.27, "probability": 0.9962 }, { "start": 4025.79, "end": 4026.79, "probability": 0.9707 }, { "start": 4027.51, "end": 4029.21, "probability": 0.9858 }, { "start": 4029.43, "end": 4031.97, "probability": 0.953 }, { "start": 4032.53, "end": 4038.95, "probability": 0.9946 }, { "start": 4039.61, "end": 4045.57, "probability": 0.9967 }, { "start": 4046.29, "end": 4048.01, "probability": 0.8535 }, { "start": 4048.55, "end": 4050.63, "probability": 0.9937 }, { "start": 4051.45, "end": 4053.81, "probability": 0.9882 }, { "start": 4054.53, "end": 4059.61, "probability": 0.9995 }, { "start": 4060.43, "end": 4061.17, "probability": 0.6822 }, { "start": 4061.33, "end": 4066.27, "probability": 0.9923 }, { "start": 4066.91, "end": 4070.11, "probability": 0.9312 }, { "start": 4070.87, "end": 4073.11, "probability": 0.9944 }, { "start": 4073.63, "end": 4077.13, "probability": 0.8312 }, { "start": 4077.21, "end": 4078.61, "probability": 0.97 }, { "start": 4079.73, "end": 4083.61, "probability": 0.9808 }, { "start": 4083.61, "end": 4089.27, "probability": 0.9465 }, { "start": 4090.53, "end": 4091.23, "probability": 0.789 }, { "start": 4091.93, "end": 4095.35, "probability": 0.9767 }, { "start": 4095.35, "end": 4099.05, "probability": 0.999 }, { "start": 4099.29, "end": 4104.07, "probability": 0.8828 }, { "start": 4104.71, "end": 4108.97, "probability": 0.9852 }, { "start": 4108.97, "end": 4113.93, "probability": 0.9971 }, { "start": 4114.25, "end": 4114.43, "probability": 0.7023 }, { "start": 4115.27, "end": 4115.85, "probability": 0.7771 }, { "start": 4116.59, "end": 4118.71, "probability": 0.6826 }, { "start": 4119.97, "end": 4123.35, "probability": 0.5672 }, { "start": 4142.25, "end": 4143.52, "probability": 0.5948 }, { "start": 4143.97, "end": 4147.27, "probability": 0.8553 }, { "start": 4148.85, "end": 4155.95, "probability": 0.9218 }, { "start": 4156.03, "end": 4156.71, "probability": 0.6699 }, { "start": 4156.71, "end": 4158.29, "probability": 0.8831 }, { "start": 4158.73, "end": 4159.49, "probability": 0.9692 }, { "start": 4159.57, "end": 4160.31, "probability": 0.5059 }, { "start": 4170.75, "end": 4171.11, "probability": 0.0416 }, { "start": 4171.11, "end": 4171.11, "probability": 0.0477 }, { "start": 4171.11, "end": 4171.11, "probability": 0.0251 }, { "start": 4171.11, "end": 4173.99, "probability": 0.5695 }, { "start": 4174.01, "end": 4177.69, "probability": 0.8501 }, { "start": 4178.57, "end": 4180.55, "probability": 0.9102 }, { "start": 4180.55, "end": 4184.79, "probability": 0.9013 }, { "start": 4186.71, "end": 4187.45, "probability": 0.6024 }, { "start": 4187.59, "end": 4188.59, "probability": 0.8207 }, { "start": 4188.67, "end": 4191.79, "probability": 0.7266 }, { "start": 4193.41, "end": 4196.49, "probability": 0.6533 }, { "start": 4196.83, "end": 4204.55, "probability": 0.8049 }, { "start": 4204.65, "end": 4206.89, "probability": 0.7849 }, { "start": 4207.55, "end": 4209.15, "probability": 0.9956 }, { "start": 4209.77, "end": 4210.79, "probability": 0.8033 }, { "start": 4211.43, "end": 4214.71, "probability": 0.7686 }, { "start": 4215.59, "end": 4216.63, "probability": 0.955 }, { "start": 4218.03, "end": 4221.03, "probability": 0.7769 }, { "start": 4221.03, "end": 4226.13, "probability": 0.986 }, { "start": 4226.25, "end": 4226.53, "probability": 0.9115 }, { "start": 4228.41, "end": 4230.95, "probability": 0.8732 }, { "start": 4231.97, "end": 4235.73, "probability": 0.9844 }, { "start": 4236.79, "end": 4239.71, "probability": 0.901 }, { "start": 4240.21, "end": 4243.63, "probability": 0.9735 }, { "start": 4243.83, "end": 4244.71, "probability": 0.8425 }, { "start": 4245.55, "end": 4246.43, "probability": 0.8459 }, { "start": 4247.69, "end": 4251.21, "probability": 0.9176 }, { "start": 4251.33, "end": 4256.77, "probability": 0.9927 }, { "start": 4257.53, "end": 4262.29, "probability": 0.8953 }, { "start": 4262.81, "end": 4264.81, "probability": 0.9675 }, { "start": 4265.59, "end": 4270.95, "probability": 0.86 }, { "start": 4271.83, "end": 4275.7, "probability": 0.8467 }, { "start": 4276.83, "end": 4281.39, "probability": 0.8925 }, { "start": 4282.33, "end": 4286.03, "probability": 0.6704 }, { "start": 4286.63, "end": 4287.69, "probability": 0.8786 }, { "start": 4288.13, "end": 4293.11, "probability": 0.8717 }, { "start": 4294.41, "end": 4298.21, "probability": 0.8436 }, { "start": 4299.45, "end": 4302.77, "probability": 0.9113 }, { "start": 4303.19, "end": 4304.29, "probability": 0.9966 }, { "start": 4304.69, "end": 4307.33, "probability": 0.9941 }, { "start": 4307.33, "end": 4313.03, "probability": 0.9771 }, { "start": 4313.59, "end": 4317.81, "probability": 0.9795 }, { "start": 4317.89, "end": 4318.93, "probability": 0.7593 }, { "start": 4319.25, "end": 4320.81, "probability": 0.9438 }, { "start": 4322.27, "end": 4323.37, "probability": 0.7416 }, { "start": 4324.19, "end": 4327.23, "probability": 0.9891 }, { "start": 4327.51, "end": 4328.25, "probability": 0.9054 }, { "start": 4328.63, "end": 4329.73, "probability": 0.7843 }, { "start": 4330.05, "end": 4331.57, "probability": 0.912 }, { "start": 4331.99, "end": 4332.52, "probability": 0.7559 }, { "start": 4332.69, "end": 4338.39, "probability": 0.9486 }, { "start": 4340.25, "end": 4342.27, "probability": 0.9515 }, { "start": 4342.77, "end": 4347.59, "probability": 0.9427 }, { "start": 4348.25, "end": 4350.99, "probability": 0.8575 }, { "start": 4351.25, "end": 4353.83, "probability": 0.9406 }, { "start": 4354.05, "end": 4356.31, "probability": 0.9796 }, { "start": 4356.31, "end": 4358.81, "probability": 0.9915 }, { "start": 4360.54, "end": 4364.11, "probability": 0.9111 }, { "start": 4364.65, "end": 4365.87, "probability": 0.9728 }, { "start": 4366.83, "end": 4370.35, "probability": 0.9766 }, { "start": 4370.35, "end": 4372.85, "probability": 0.9519 }, { "start": 4374.25, "end": 4374.57, "probability": 0.5817 }, { "start": 4374.83, "end": 4378.65, "probability": 0.7486 }, { "start": 4379.73, "end": 4380.93, "probability": 0.8734 }, { "start": 4381.71, "end": 4384.97, "probability": 0.9927 }, { "start": 4385.89, "end": 4387.03, "probability": 0.9811 }, { "start": 4387.41, "end": 4388.93, "probability": 0.9813 }, { "start": 4388.99, "end": 4389.59, "probability": 0.7919 }, { "start": 4389.87, "end": 4390.69, "probability": 0.9844 }, { "start": 4391.57, "end": 4391.91, "probability": 0.4469 }, { "start": 4392.01, "end": 4393.79, "probability": 0.8308 }, { "start": 4393.91, "end": 4398.38, "probability": 0.9537 }, { "start": 4399.87, "end": 4402.39, "probability": 0.7976 }, { "start": 4403.05, "end": 4406.01, "probability": 0.9504 }, { "start": 4406.05, "end": 4409.23, "probability": 0.2521 }, { "start": 4409.33, "end": 4410.39, "probability": 0.7773 }, { "start": 4410.93, "end": 4414.15, "probability": 0.7863 }, { "start": 4416.29, "end": 4419.83, "probability": 0.9657 }, { "start": 4420.19, "end": 4422.11, "probability": 0.9797 }, { "start": 4423.17, "end": 4423.93, "probability": 0.9349 }, { "start": 4425.47, "end": 4426.05, "probability": 0.94 }, { "start": 4426.15, "end": 4428.87, "probability": 0.9916 }, { "start": 4428.87, "end": 4432.79, "probability": 0.9449 }, { "start": 4433.25, "end": 4436.05, "probability": 0.7764 }, { "start": 4436.81, "end": 4440.75, "probability": 0.8405 }, { "start": 4441.37, "end": 4444.97, "probability": 0.7991 }, { "start": 4445.41, "end": 4447.03, "probability": 0.9635 }, { "start": 4447.07, "end": 4447.91, "probability": 0.8081 }, { "start": 4448.57, "end": 4449.43, "probability": 0.5914 }, { "start": 4449.43, "end": 4451.07, "probability": 0.9685 }, { "start": 4451.61, "end": 4452.25, "probability": 0.9867 }, { "start": 4454.41, "end": 4457.53, "probability": 0.9554 }, { "start": 4458.23, "end": 4461.63, "probability": 0.9855 }, { "start": 4462.09, "end": 4462.55, "probability": 0.8075 }, { "start": 4462.97, "end": 4463.95, "probability": 0.7901 }, { "start": 4464.55, "end": 4470.27, "probability": 0.7715 }, { "start": 4470.37, "end": 4472.11, "probability": 0.9473 }, { "start": 4472.39, "end": 4473.25, "probability": 0.4255 }, { "start": 4473.73, "end": 4474.65, "probability": 0.9043 }, { "start": 4475.07, "end": 4475.81, "probability": 0.9873 }, { "start": 4475.95, "end": 4476.43, "probability": 0.918 }, { "start": 4476.65, "end": 4481.27, "probability": 0.6023 }, { "start": 4481.43, "end": 4481.99, "probability": 0.5564 }, { "start": 4482.53, "end": 4483.65, "probability": 0.9544 }, { "start": 4484.19, "end": 4486.51, "probability": 0.9868 }, { "start": 4487.21, "end": 4489.61, "probability": 0.9141 }, { "start": 4489.85, "end": 4490.49, "probability": 0.8325 }, { "start": 4491.21, "end": 4493.45, "probability": 0.9962 }, { "start": 4494.37, "end": 4497.67, "probability": 0.9741 }, { "start": 4498.03, "end": 4498.61, "probability": 0.7561 }, { "start": 4499.37, "end": 4501.09, "probability": 0.5384 }, { "start": 4501.33, "end": 4501.83, "probability": 0.5128 }, { "start": 4502.03, "end": 4505.73, "probability": 0.835 }, { "start": 4506.07, "end": 4506.41, "probability": 0.6995 }, { "start": 4506.45, "end": 4507.73, "probability": 0.6496 }, { "start": 4507.77, "end": 4509.45, "probability": 0.7579 }, { "start": 4509.51, "end": 4511.05, "probability": 0.5529 }, { "start": 4511.05, "end": 4513.13, "probability": 0.9841 }, { "start": 4513.91, "end": 4517.99, "probability": 0.8774 }, { "start": 4518.83, "end": 4522.65, "probability": 0.9259 }, { "start": 4522.95, "end": 4524.21, "probability": 0.6783 }, { "start": 4525.09, "end": 4526.03, "probability": 0.6812 }, { "start": 4526.49, "end": 4531.17, "probability": 0.4738 }, { "start": 4531.83, "end": 4534.25, "probability": 0.5624 }, { "start": 4534.83, "end": 4535.57, "probability": 0.6686 }, { "start": 4536.71, "end": 4537.49, "probability": 0.6718 }, { "start": 4538.19, "end": 4539.37, "probability": 0.9273 }, { "start": 4540.19, "end": 4542.79, "probability": 0.8832 }, { "start": 4544.19, "end": 4545.12, "probability": 0.9021 }, { "start": 4545.51, "end": 4546.75, "probability": 0.665 }, { "start": 4547.05, "end": 4547.53, "probability": 0.479 }, { "start": 4547.57, "end": 4548.21, "probability": 0.6768 }, { "start": 4548.93, "end": 4549.47, "probability": 0.7831 }, { "start": 4549.59, "end": 4551.35, "probability": 0.9976 }, { "start": 4552.24, "end": 4555.53, "probability": 0.9587 }, { "start": 4556.41, "end": 4558.43, "probability": 0.8844 }, { "start": 4559.25, "end": 4560.55, "probability": 0.8547 }, { "start": 4561.35, "end": 4564.01, "probability": 0.9697 }, { "start": 4564.25, "end": 4567.59, "probability": 0.669 }, { "start": 4567.73, "end": 4572.59, "probability": 0.9976 }, { "start": 4573.51, "end": 4577.25, "probability": 0.712 }, { "start": 4577.45, "end": 4578.65, "probability": 0.8521 }, { "start": 4579.03, "end": 4581.47, "probability": 0.9992 }, { "start": 4582.19, "end": 4589.25, "probability": 0.9495 }, { "start": 4589.91, "end": 4592.53, "probability": 0.6114 }, { "start": 4594.03, "end": 4599.99, "probability": 0.9427 }, { "start": 4600.11, "end": 4605.75, "probability": 0.9917 }, { "start": 4605.95, "end": 4606.75, "probability": 0.5661 }, { "start": 4607.07, "end": 4607.61, "probability": 0.5492 }, { "start": 4607.69, "end": 4608.97, "probability": 0.522 }, { "start": 4609.31, "end": 4611.87, "probability": 0.9764 }, { "start": 4612.45, "end": 4615.03, "probability": 0.7694 }, { "start": 4615.61, "end": 4616.39, "probability": 0.9659 }, { "start": 4616.51, "end": 4616.97, "probability": 0.8666 }, { "start": 4617.01, "end": 4619.37, "probability": 0.9376 }, { "start": 4620.31, "end": 4621.23, "probability": 0.6479 }, { "start": 4621.27, "end": 4626.19, "probability": 0.9824 }, { "start": 4626.37, "end": 4627.35, "probability": 0.7571 }, { "start": 4627.81, "end": 4628.77, "probability": 0.7769 }, { "start": 4629.17, "end": 4632.15, "probability": 0.834 }, { "start": 4634.91, "end": 4639.33, "probability": 0.948 }, { "start": 4640.23, "end": 4641.63, "probability": 0.64 }, { "start": 4641.77, "end": 4643.77, "probability": 0.4914 }, { "start": 4643.81, "end": 4644.65, "probability": 0.7826 }, { "start": 4645.09, "end": 4647.15, "probability": 0.9575 }, { "start": 4647.79, "end": 4651.73, "probability": 0.9591 }, { "start": 4652.37, "end": 4656.45, "probability": 0.8953 }, { "start": 4657.79, "end": 4658.87, "probability": 0.8879 }, { "start": 4659.43, "end": 4660.39, "probability": 0.7521 }, { "start": 4660.93, "end": 4665.43, "probability": 0.9839 }, { "start": 4665.59, "end": 4668.75, "probability": 0.9839 }, { "start": 4668.75, "end": 4671.61, "probability": 0.8154 }, { "start": 4671.75, "end": 4674.17, "probability": 0.8245 }, { "start": 4674.17, "end": 4675.11, "probability": 0.7858 }, { "start": 4675.41, "end": 4675.53, "probability": 0.2197 }, { "start": 4675.53, "end": 4677.65, "probability": 0.9025 }, { "start": 4679.01, "end": 4680.33, "probability": 0.9665 }, { "start": 4682.17, "end": 4684.01, "probability": 0.6114 }, { "start": 4684.45, "end": 4685.81, "probability": 0.983 }, { "start": 4685.85, "end": 4688.25, "probability": 0.9813 }, { "start": 4688.91, "end": 4692.39, "probability": 0.824 }, { "start": 4692.91, "end": 4699.91, "probability": 0.9712 }, { "start": 4700.25, "end": 4703.03, "probability": 0.938 }, { "start": 4703.41, "end": 4704.01, "probability": 0.7565 }, { "start": 4704.15, "end": 4704.51, "probability": 0.1973 }, { "start": 4704.53, "end": 4705.47, "probability": 0.4351 }, { "start": 4706.37, "end": 4708.47, "probability": 0.6519 }, { "start": 4709.65, "end": 4713.75, "probability": 0.9604 }, { "start": 4714.79, "end": 4718.09, "probability": 0.646 }, { "start": 4718.73, "end": 4721.37, "probability": 0.4807 }, { "start": 4722.26, "end": 4722.47, "probability": 0.2529 }, { "start": 4723.03, "end": 4725.85, "probability": 0.8475 }, { "start": 4725.99, "end": 4730.77, "probability": 0.9823 }, { "start": 4731.27, "end": 4733.83, "probability": 0.8065 }, { "start": 4734.41, "end": 4735.43, "probability": 0.9272 }, { "start": 4735.69, "end": 4738.03, "probability": 0.8342 }, { "start": 4738.53, "end": 4741.37, "probability": 0.9895 }, { "start": 4741.45, "end": 4742.31, "probability": 0.925 }, { "start": 4742.95, "end": 4745.77, "probability": 0.8235 }, { "start": 4746.59, "end": 4749.23, "probability": 0.8857 }, { "start": 4749.35, "end": 4751.57, "probability": 0.8764 }, { "start": 4751.93, "end": 4757.15, "probability": 0.9985 }, { "start": 4758.03, "end": 4764.65, "probability": 0.9689 }, { "start": 4764.73, "end": 4766.75, "probability": 0.9016 }, { "start": 4767.67, "end": 4771.17, "probability": 0.9741 }, { "start": 4771.57, "end": 4773.83, "probability": 0.7654 }, { "start": 4774.61, "end": 4779.39, "probability": 0.9401 }, { "start": 4779.39, "end": 4783.47, "probability": 0.8087 }, { "start": 4783.71, "end": 4787.61, "probability": 0.9872 }, { "start": 4787.71, "end": 4788.85, "probability": 0.803 }, { "start": 4788.91, "end": 4789.67, "probability": 0.6561 }, { "start": 4789.83, "end": 4790.31, "probability": 0.8908 }, { "start": 4790.41, "end": 4791.05, "probability": 0.8805 }, { "start": 4791.11, "end": 4791.89, "probability": 0.8276 }, { "start": 4792.31, "end": 4795.67, "probability": 0.7578 }, { "start": 4796.15, "end": 4797.95, "probability": 0.9684 }, { "start": 4798.65, "end": 4800.95, "probability": 0.7648 }, { "start": 4801.51, "end": 4802.89, "probability": 0.6789 }, { "start": 4802.97, "end": 4803.59, "probability": 0.7906 }, { "start": 4803.67, "end": 4805.69, "probability": 0.685 }, { "start": 4806.27, "end": 4811.05, "probability": 0.9324 }, { "start": 4811.27, "end": 4812.63, "probability": 0.9713 }, { "start": 4813.09, "end": 4816.53, "probability": 0.7558 }, { "start": 4817.03, "end": 4820.13, "probability": 0.9824 }, { "start": 4820.47, "end": 4823.93, "probability": 0.9828 }, { "start": 4824.45, "end": 4827.01, "probability": 0.9611 }, { "start": 4827.23, "end": 4828.55, "probability": 0.8202 }, { "start": 4829.11, "end": 4830.59, "probability": 0.8489 }, { "start": 4830.75, "end": 4832.63, "probability": 0.5473 }, { "start": 4833.31, "end": 4835.11, "probability": 0.6855 }, { "start": 4835.83, "end": 4836.99, "probability": 0.5359 }, { "start": 4837.33, "end": 4839.03, "probability": 0.9495 }, { "start": 4839.47, "end": 4840.33, "probability": 0.9342 }, { "start": 4840.43, "end": 4841.23, "probability": 0.8441 }, { "start": 4841.45, "end": 4844.11, "probability": 0.9368 }, { "start": 4844.63, "end": 4848.57, "probability": 0.9032 }, { "start": 4848.57, "end": 4850.81, "probability": 0.4353 }, { "start": 4850.81, "end": 4850.81, "probability": 0.0018 }, { "start": 4850.81, "end": 4852.53, "probability": 0.4478 }, { "start": 4853.01, "end": 4857.95, "probability": 0.0198 }, { "start": 4858.39, "end": 4859.69, "probability": 0.0483 }, { "start": 4859.77, "end": 4861.3, "probability": 0.0443 }, { "start": 4864.29, "end": 4865.21, "probability": 0.1005 }, { "start": 4865.21, "end": 4865.21, "probability": 0.0599 }, { "start": 4865.21, "end": 4865.21, "probability": 0.0332 }, { "start": 4865.21, "end": 4865.21, "probability": 0.1187 }, { "start": 4865.21, "end": 4865.95, "probability": 0.2856 }, { "start": 4865.95, "end": 4867.31, "probability": 0.4419 }, { "start": 4868.19, "end": 4871.31, "probability": 0.6815 }, { "start": 4871.71, "end": 4872.55, "probability": 0.0856 }, { "start": 4872.73, "end": 4872.97, "probability": 0.1076 }, { "start": 4872.99, "end": 4875.39, "probability": 0.8568 }, { "start": 4875.49, "end": 4875.81, "probability": 0.9085 }, { "start": 4875.89, "end": 4877.51, "probability": 0.7566 }, { "start": 4877.63, "end": 4880.69, "probability": 0.8649 }, { "start": 4894.83, "end": 4896.33, "probability": 0.6003 }, { "start": 4896.87, "end": 4897.13, "probability": 0.653 }, { "start": 4902.87, "end": 4903.69, "probability": 0.7245 }, { "start": 4904.41, "end": 4905.79, "probability": 0.9285 }, { "start": 4907.05, "end": 4914.03, "probability": 0.6411 }, { "start": 4916.09, "end": 4916.19, "probability": 0.0832 }, { "start": 4916.99, "end": 4918.75, "probability": 0.6112 }, { "start": 4920.09, "end": 4922.85, "probability": 0.9861 }, { "start": 4923.39, "end": 4928.07, "probability": 0.9795 }, { "start": 4928.71, "end": 4931.21, "probability": 0.9861 }, { "start": 4932.61, "end": 4937.03, "probability": 0.9263 }, { "start": 4937.95, "end": 4941.15, "probability": 0.8317 }, { "start": 4942.49, "end": 4943.0, "probability": 0.9744 }, { "start": 4943.87, "end": 4944.57, "probability": 0.7192 }, { "start": 4945.59, "end": 4948.15, "probability": 0.985 }, { "start": 4948.71, "end": 4949.79, "probability": 0.6894 }, { "start": 4950.85, "end": 4955.77, "probability": 0.9474 }, { "start": 4956.83, "end": 4962.73, "probability": 0.9611 }, { "start": 4963.69, "end": 4967.87, "probability": 0.984 }, { "start": 4970.43, "end": 4974.59, "probability": 0.993 }, { "start": 4975.13, "end": 4976.01, "probability": 0.6216 }, { "start": 4976.55, "end": 4980.51, "probability": 0.8499 }, { "start": 4981.91, "end": 4984.12, "probability": 0.7358 }, { "start": 4984.33, "end": 4987.31, "probability": 0.9333 }, { "start": 4988.63, "end": 4991.21, "probability": 0.9829 }, { "start": 4992.21, "end": 4997.77, "probability": 0.9039 }, { "start": 4998.65, "end": 5000.87, "probability": 0.9961 }, { "start": 5002.17, "end": 5005.33, "probability": 0.9857 }, { "start": 5006.35, "end": 5009.65, "probability": 0.944 }, { "start": 5010.59, "end": 5015.35, "probability": 0.9888 }, { "start": 5016.37, "end": 5017.29, "probability": 0.9788 }, { "start": 5018.15, "end": 5019.71, "probability": 0.743 }, { "start": 5020.41, "end": 5023.07, "probability": 0.9223 }, { "start": 5023.67, "end": 5026.29, "probability": 0.9852 }, { "start": 5026.81, "end": 5027.57, "probability": 0.8917 }, { "start": 5027.61, "end": 5028.13, "probability": 0.9166 }, { "start": 5029.49, "end": 5029.91, "probability": 0.7031 }, { "start": 5030.05, "end": 5030.91, "probability": 0.7793 }, { "start": 5031.21, "end": 5035.83, "probability": 0.9031 }, { "start": 5036.39, "end": 5040.4, "probability": 0.9648 }, { "start": 5041.17, "end": 5041.27, "probability": 0.0774 }, { "start": 5042.19, "end": 5045.07, "probability": 0.8493 }, { "start": 5046.03, "end": 5048.35, "probability": 0.9185 }, { "start": 5049.53, "end": 5049.99, "probability": 0.9806 }, { "start": 5051.47, "end": 5054.53, "probability": 0.9789 }, { "start": 5055.35, "end": 5059.89, "probability": 0.9731 }, { "start": 5060.91, "end": 5064.01, "probability": 0.9248 }, { "start": 5064.31, "end": 5066.59, "probability": 0.8961 }, { "start": 5067.59, "end": 5070.97, "probability": 0.9865 }, { "start": 5072.65, "end": 5073.61, "probability": 0.8728 }, { "start": 5074.21, "end": 5079.41, "probability": 0.9895 }, { "start": 5080.11, "end": 5086.63, "probability": 0.9987 }, { "start": 5088.01, "end": 5091.11, "probability": 0.979 }, { "start": 5092.29, "end": 5094.13, "probability": 0.9888 }, { "start": 5094.65, "end": 5097.09, "probability": 0.9667 }, { "start": 5097.89, "end": 5101.71, "probability": 0.9418 }, { "start": 5103.59, "end": 5105.73, "probability": 0.9519 }, { "start": 5106.35, "end": 5106.83, "probability": 0.9364 }, { "start": 5107.05, "end": 5108.61, "probability": 0.9882 }, { "start": 5108.83, "end": 5112.31, "probability": 0.9656 }, { "start": 5112.81, "end": 5117.39, "probability": 0.9658 }, { "start": 5117.57, "end": 5118.09, "probability": 0.8994 }, { "start": 5118.77, "end": 5119.55, "probability": 0.5108 }, { "start": 5119.55, "end": 5125.35, "probability": 0.9882 }, { "start": 5125.35, "end": 5129.89, "probability": 0.7639 }, { "start": 5130.37, "end": 5135.29, "probability": 0.999 }, { "start": 5135.87, "end": 5138.47, "probability": 0.9938 }, { "start": 5138.95, "end": 5141.25, "probability": 0.9945 }, { "start": 5142.05, "end": 5145.85, "probability": 0.986 }, { "start": 5147.21, "end": 5150.39, "probability": 0.9912 }, { "start": 5150.39, "end": 5153.75, "probability": 0.9825 }, { "start": 5154.35, "end": 5155.01, "probability": 0.978 }, { "start": 5157.05, "end": 5163.41, "probability": 0.9946 }, { "start": 5164.49, "end": 5167.15, "probability": 0.9483 }, { "start": 5167.77, "end": 5171.87, "probability": 0.9291 }, { "start": 5171.91, "end": 5175.62, "probability": 0.9951 }, { "start": 5176.41, "end": 5180.07, "probability": 0.9601 }, { "start": 5180.99, "end": 5183.33, "probability": 0.9976 }, { "start": 5184.07, "end": 5188.57, "probability": 0.9934 }, { "start": 5189.19, "end": 5190.25, "probability": 0.8417 }, { "start": 5190.91, "end": 5191.19, "probability": 0.7982 }, { "start": 5191.91, "end": 5192.77, "probability": 0.7341 }, { "start": 5193.21, "end": 5194.83, "probability": 0.686 }, { "start": 5195.31, "end": 5196.03, "probability": 0.3443 }, { "start": 5196.75, "end": 5198.05, "probability": 0.9766 }, { "start": 5204.73, "end": 5206.87, "probability": 0.2379 }, { "start": 5206.87, "end": 5206.91, "probability": 0.2845 }, { "start": 5223.23, "end": 5224.75, "probability": 0.1733 }, { "start": 5226.57, "end": 5226.81, "probability": 0.1635 }, { "start": 5231.59, "end": 5233.55, "probability": 0.5202 }, { "start": 5233.75, "end": 5236.61, "probability": 0.4207 }, { "start": 5236.83, "end": 5238.65, "probability": 0.7435 }, { "start": 5239.05, "end": 5241.81, "probability": 0.6438 }, { "start": 5241.83, "end": 5243.41, "probability": 0.6632 }, { "start": 5244.63, "end": 5247.15, "probability": 0.9731 }, { "start": 5247.15, "end": 5250.35, "probability": 0.9739 }, { "start": 5251.95, "end": 5256.73, "probability": 0.8877 }, { "start": 5257.19, "end": 5259.07, "probability": 0.8148 }, { "start": 5260.55, "end": 5262.83, "probability": 0.9542 }, { "start": 5263.27, "end": 5264.51, "probability": 0.9854 }, { "start": 5265.17, "end": 5266.93, "probability": 0.7658 }, { "start": 5266.93, "end": 5270.49, "probability": 0.8462 }, { "start": 5271.79, "end": 5275.75, "probability": 0.9884 }, { "start": 5276.21, "end": 5283.67, "probability": 0.937 }, { "start": 5283.67, "end": 5287.85, "probability": 0.9858 }, { "start": 5290.41, "end": 5297.63, "probability": 0.982 }, { "start": 5297.81, "end": 5298.99, "probability": 0.9885 }, { "start": 5299.49, "end": 5301.95, "probability": 0.9873 }, { "start": 5302.81, "end": 5305.35, "probability": 0.9594 }, { "start": 5306.45, "end": 5307.03, "probability": 0.9193 }, { "start": 5307.45, "end": 5310.75, "probability": 0.9105 }, { "start": 5311.19, "end": 5312.79, "probability": 0.8607 }, { "start": 5313.21, "end": 5314.89, "probability": 0.9741 }, { "start": 5316.15, "end": 5318.23, "probability": 0.9795 }, { "start": 5318.75, "end": 5319.77, "probability": 0.4552 }, { "start": 5320.53, "end": 5321.57, "probability": 0.7763 }, { "start": 5321.73, "end": 5322.73, "probability": 0.6956 }, { "start": 5322.79, "end": 5325.21, "probability": 0.8222 }, { "start": 5326.13, "end": 5329.1, "probability": 0.8904 }, { "start": 5329.79, "end": 5331.99, "probability": 0.9699 }, { "start": 5332.63, "end": 5336.81, "probability": 0.994 }, { "start": 5336.81, "end": 5340.35, "probability": 0.9979 }, { "start": 5340.89, "end": 5342.31, "probability": 0.9791 }, { "start": 5344.09, "end": 5347.09, "probability": 0.9536 }, { "start": 5347.41, "end": 5351.17, "probability": 0.9368 }, { "start": 5351.35, "end": 5351.77, "probability": 0.4174 }, { "start": 5352.05, "end": 5354.93, "probability": 0.6479 }, { "start": 5356.11, "end": 5362.23, "probability": 0.984 }, { "start": 5363.31, "end": 5368.89, "probability": 0.9771 }, { "start": 5370.71, "end": 5373.85, "probability": 0.9872 }, { "start": 5373.87, "end": 5376.55, "probability": 0.9315 }, { "start": 5377.51, "end": 5380.69, "probability": 0.9911 }, { "start": 5380.69, "end": 5384.43, "probability": 0.9946 }, { "start": 5385.19, "end": 5385.99, "probability": 0.8245 }, { "start": 5387.15, "end": 5391.23, "probability": 0.9954 }, { "start": 5391.77, "end": 5393.97, "probability": 0.9329 }, { "start": 5395.05, "end": 5399.75, "probability": 0.9842 }, { "start": 5400.59, "end": 5405.61, "probability": 0.9147 }, { "start": 5406.27, "end": 5411.87, "probability": 0.991 }, { "start": 5412.73, "end": 5415.39, "probability": 0.9823 }, { "start": 5415.69, "end": 5415.99, "probability": 0.7263 }, { "start": 5416.75, "end": 5419.31, "probability": 0.6323 }, { "start": 5419.35, "end": 5421.25, "probability": 0.7852 }, { "start": 5422.43, "end": 5422.97, "probability": 0.5409 }, { "start": 5424.51, "end": 5427.51, "probability": 0.6095 }, { "start": 5435.73, "end": 5435.89, "probability": 0.1445 }, { "start": 5437.01, "end": 5438.81, "probability": 0.598 }, { "start": 5439.33, "end": 5440.13, "probability": 0.4851 }, { "start": 5440.77, "end": 5441.87, "probability": 0.3005 }, { "start": 5442.63, "end": 5443.19, "probability": 0.3478 }, { "start": 5443.51, "end": 5446.97, "probability": 0.9751 }, { "start": 5449.09, "end": 5449.27, "probability": 0.4719 }, { "start": 5449.27, "end": 5449.27, "probability": 0.7305 }, { "start": 5449.47, "end": 5453.45, "probability": 0.6094 }, { "start": 5453.59, "end": 5453.91, "probability": 0.3834 }, { "start": 5455.13, "end": 5456.65, "probability": 0.3975 }, { "start": 5457.19, "end": 5457.59, "probability": 0.5624 }, { "start": 5457.99, "end": 5458.09, "probability": 0.0701 }, { "start": 5458.09, "end": 5459.11, "probability": 0.4428 }, { "start": 5459.45, "end": 5461.47, "probability": 0.5598 }, { "start": 5461.81, "end": 5463.23, "probability": 0.7865 }, { "start": 5463.31, "end": 5465.77, "probability": 0.7687 }, { "start": 5467.03, "end": 5471.9, "probability": 0.9131 }, { "start": 5473.63, "end": 5478.23, "probability": 0.9912 }, { "start": 5478.43, "end": 5481.33, "probability": 0.5237 }, { "start": 5483.78, "end": 5489.13, "probability": 0.993 }, { "start": 5489.65, "end": 5490.59, "probability": 0.8747 }, { "start": 5492.07, "end": 5498.87, "probability": 0.9922 }, { "start": 5499.79, "end": 5500.87, "probability": 0.8924 }, { "start": 5502.13, "end": 5505.05, "probability": 0.9695 }, { "start": 5505.55, "end": 5506.69, "probability": 0.679 }, { "start": 5507.27, "end": 5508.57, "probability": 0.9653 }, { "start": 5509.97, "end": 5516.02, "probability": 0.8487 }, { "start": 5516.67, "end": 5518.63, "probability": 0.9673 }, { "start": 5518.79, "end": 5521.79, "probability": 0.9279 }, { "start": 5523.09, "end": 5526.03, "probability": 0.9834 }, { "start": 5526.15, "end": 5529.15, "probability": 0.9449 }, { "start": 5529.91, "end": 5531.45, "probability": 0.9666 }, { "start": 5532.95, "end": 5533.43, "probability": 0.6152 }, { "start": 5535.21, "end": 5536.05, "probability": 0.7667 }, { "start": 5536.61, "end": 5537.15, "probability": 0.3271 }, { "start": 5541.25, "end": 5542.16, "probability": 0.6396 }, { "start": 5542.75, "end": 5543.09, "probability": 0.1916 }, { "start": 5543.19, "end": 5544.63, "probability": 0.6532 }, { "start": 5545.25, "end": 5546.41, "probability": 0.875 }, { "start": 5546.97, "end": 5548.27, "probability": 0.0703 }, { "start": 5549.89, "end": 5554.37, "probability": 0.9492 }, { "start": 5555.83, "end": 5557.95, "probability": 0.9922 }, { "start": 5558.37, "end": 5560.05, "probability": 0.9944 }, { "start": 5561.41, "end": 5562.55, "probability": 0.9963 }, { "start": 5563.83, "end": 5564.95, "probability": 0.9412 }, { "start": 5566.57, "end": 5566.97, "probability": 0.9438 }, { "start": 5568.19, "end": 5570.51, "probability": 0.9927 }, { "start": 5572.09, "end": 5573.79, "probability": 0.606 }, { "start": 5575.75, "end": 5576.53, "probability": 0.5719 }, { "start": 5578.33, "end": 5584.17, "probability": 0.968 }, { "start": 5585.51, "end": 5588.97, "probability": 0.981 }, { "start": 5590.17, "end": 5596.79, "probability": 0.7755 }, { "start": 5597.53, "end": 5602.55, "probability": 0.9035 }, { "start": 5602.55, "end": 5605.49, "probability": 0.9963 }, { "start": 5606.39, "end": 5610.69, "probability": 0.9819 }, { "start": 5611.41, "end": 5613.07, "probability": 0.9515 }, { "start": 5613.73, "end": 5617.19, "probability": 0.7078 }, { "start": 5617.83, "end": 5623.93, "probability": 0.7259 }, { "start": 5624.37, "end": 5627.61, "probability": 0.9606 }, { "start": 5627.95, "end": 5629.73, "probability": 0.627 }, { "start": 5630.15, "end": 5632.37, "probability": 0.7646 }, { "start": 5632.85, "end": 5633.99, "probability": 0.9652 }, { "start": 5635.91, "end": 5637.17, "probability": 0.9709 }, { "start": 5637.61, "end": 5643.27, "probability": 0.9961 }, { "start": 5644.25, "end": 5647.95, "probability": 0.9121 }, { "start": 5649.37, "end": 5649.99, "probability": 0.8269 }, { "start": 5650.19, "end": 5655.43, "probability": 0.979 }, { "start": 5655.71, "end": 5656.27, "probability": 0.8918 }, { "start": 5657.03, "end": 5658.57, "probability": 0.916 }, { "start": 5659.37, "end": 5661.23, "probability": 0.9988 }, { "start": 5662.05, "end": 5665.67, "probability": 0.9517 }, { "start": 5666.01, "end": 5670.59, "probability": 0.9738 }, { "start": 5671.47, "end": 5673.03, "probability": 0.9368 }, { "start": 5673.87, "end": 5674.39, "probability": 0.4108 }, { "start": 5674.49, "end": 5676.39, "probability": 0.9025 }, { "start": 5676.61, "end": 5678.11, "probability": 0.9917 }, { "start": 5680.75, "end": 5683.07, "probability": 0.9883 }, { "start": 5683.51, "end": 5684.35, "probability": 0.9937 }, { "start": 5685.09, "end": 5686.45, "probability": 0.9946 }, { "start": 5687.13, "end": 5692.53, "probability": 0.984 }, { "start": 5692.97, "end": 5693.91, "probability": 0.7466 }, { "start": 5694.39, "end": 5695.37, "probability": 0.981 }, { "start": 5695.87, "end": 5698.07, "probability": 0.8459 }, { "start": 5698.63, "end": 5700.57, "probability": 0.9158 }, { "start": 5701.45, "end": 5702.25, "probability": 0.9883 }, { "start": 5703.19, "end": 5706.25, "probability": 0.883 }, { "start": 5707.55, "end": 5710.71, "probability": 0.9758 }, { "start": 5711.23, "end": 5711.65, "probability": 0.8539 }, { "start": 5712.05, "end": 5714.15, "probability": 0.9925 }, { "start": 5714.75, "end": 5716.33, "probability": 0.9871 }, { "start": 5716.91, "end": 5721.19, "probability": 0.944 }, { "start": 5721.77, "end": 5723.59, "probability": 0.9489 }, { "start": 5724.05, "end": 5726.71, "probability": 0.8627 }, { "start": 5727.23, "end": 5730.15, "probability": 0.9446 }, { "start": 5730.31, "end": 5731.05, "probability": 0.9393 }, { "start": 5731.59, "end": 5733.65, "probability": 0.9863 }, { "start": 5734.15, "end": 5735.89, "probability": 0.9032 }, { "start": 5736.07, "end": 5736.85, "probability": 0.549 }, { "start": 5737.45, "end": 5739.13, "probability": 0.9541 }, { "start": 5739.63, "end": 5740.23, "probability": 0.7156 }, { "start": 5740.31, "end": 5741.73, "probability": 0.5777 }, { "start": 5742.45, "end": 5746.41, "probability": 0.9835 }, { "start": 5746.81, "end": 5747.09, "probability": 0.8471 }, { "start": 5747.69, "end": 5748.07, "probability": 0.6112 }, { "start": 5749.37, "end": 5749.97, "probability": 0.9391 }, { "start": 5750.65, "end": 5752.61, "probability": 0.7362 }, { "start": 5753.41, "end": 5754.81, "probability": 0.7739 }, { "start": 5756.07, "end": 5757.11, "probability": 0.8334 }, { "start": 5765.41, "end": 5765.45, "probability": 0.0765 }, { "start": 5779.05, "end": 5781.61, "probability": 0.8083 }, { "start": 5783.27, "end": 5784.37, "probability": 0.9339 }, { "start": 5786.33, "end": 5787.09, "probability": 0.9871 }, { "start": 5788.19, "end": 5793.54, "probability": 0.9618 }, { "start": 5796.19, "end": 5796.77, "probability": 0.8055 }, { "start": 5797.53, "end": 5798.95, "probability": 0.9783 }, { "start": 5802.11, "end": 5807.13, "probability": 0.993 }, { "start": 5808.19, "end": 5810.08, "probability": 0.978 }, { "start": 5811.69, "end": 5812.79, "probability": 0.9054 }, { "start": 5814.85, "end": 5816.45, "probability": 0.7698 }, { "start": 5817.53, "end": 5818.41, "probability": 0.9343 }, { "start": 5819.15, "end": 5823.09, "probability": 0.9365 }, { "start": 5823.97, "end": 5825.07, "probability": 0.7756 }, { "start": 5826.77, "end": 5831.45, "probability": 0.7043 }, { "start": 5834.19, "end": 5835.97, "probability": 0.9961 }, { "start": 5836.57, "end": 5842.39, "probability": 0.6588 }, { "start": 5842.99, "end": 5847.51, "probability": 0.99 }, { "start": 5847.71, "end": 5850.17, "probability": 0.9904 }, { "start": 5850.81, "end": 5851.33, "probability": 0.4854 }, { "start": 5852.33, "end": 5860.17, "probability": 0.9417 }, { "start": 5861.99, "end": 5864.33, "probability": 0.7469 }, { "start": 5865.27, "end": 5865.97, "probability": 0.9645 }, { "start": 5866.97, "end": 5871.07, "probability": 0.9791 }, { "start": 5872.63, "end": 5876.09, "probability": 0.9941 }, { "start": 5877.29, "end": 5883.83, "probability": 0.9836 }, { "start": 5886.01, "end": 5890.89, "probability": 0.9937 }, { "start": 5891.33, "end": 5893.67, "probability": 0.9933 }, { "start": 5893.89, "end": 5894.73, "probability": 0.8826 }, { "start": 5895.57, "end": 5897.15, "probability": 0.994 }, { "start": 5898.67, "end": 5899.39, "probability": 0.7123 }, { "start": 5899.41, "end": 5902.37, "probability": 0.9662 }, { "start": 5903.79, "end": 5912.87, "probability": 0.9869 }, { "start": 5914.05, "end": 5917.01, "probability": 0.9951 }, { "start": 5918.73, "end": 5922.17, "probability": 0.9743 }, { "start": 5922.95, "end": 5924.17, "probability": 0.9938 }, { "start": 5926.27, "end": 5929.75, "probability": 0.8417 }, { "start": 5930.43, "end": 5932.31, "probability": 0.969 }, { "start": 5933.51, "end": 5934.99, "probability": 0.8116 }, { "start": 5936.87, "end": 5941.77, "probability": 0.9965 }, { "start": 5943.67, "end": 5944.31, "probability": 0.8464 }, { "start": 5945.51, "end": 5948.25, "probability": 0.8715 }, { "start": 5949.95, "end": 5952.43, "probability": 0.9966 }, { "start": 5953.31, "end": 5961.57, "probability": 0.9932 }, { "start": 5962.95, "end": 5972.11, "probability": 0.9964 }, { "start": 5973.87, "end": 5975.99, "probability": 0.9961 }, { "start": 5977.69, "end": 5979.11, "probability": 0.5825 }, { "start": 5980.73, "end": 5984.99, "probability": 0.8964 }, { "start": 5986.41, "end": 5991.23, "probability": 0.5348 }, { "start": 5992.27, "end": 5992.29, "probability": 0.5034 }, { "start": 5993.03, "end": 5996.37, "probability": 0.9661 }, { "start": 5997.77, "end": 5998.89, "probability": 0.9146 }, { "start": 6000.87, "end": 6005.79, "probability": 0.9947 }, { "start": 6007.99, "end": 6008.89, "probability": 0.8336 }, { "start": 6010.53, "end": 6011.31, "probability": 0.6474 }, { "start": 6013.37, "end": 6014.99, "probability": 0.6532 }, { "start": 6016.51, "end": 6021.29, "probability": 0.9454 }, { "start": 6022.65, "end": 6027.37, "probability": 0.9785 }, { "start": 6028.59, "end": 6030.11, "probability": 0.9852 }, { "start": 6031.59, "end": 6033.99, "probability": 0.9978 }, { "start": 6035.35, "end": 6039.21, "probability": 0.9746 }, { "start": 6039.73, "end": 6043.15, "probability": 0.6932 }, { "start": 6044.91, "end": 6049.27, "probability": 0.9911 }, { "start": 6050.59, "end": 6054.11, "probability": 0.9082 }, { "start": 6055.13, "end": 6058.69, "probability": 0.9659 }, { "start": 6059.35, "end": 6062.29, "probability": 0.8255 }, { "start": 6063.31, "end": 6066.65, "probability": 0.9556 }, { "start": 6067.45, "end": 6070.73, "probability": 0.9659 }, { "start": 6073.19, "end": 6075.91, "probability": 0.9391 }, { "start": 6077.13, "end": 6079.31, "probability": 0.9911 }, { "start": 6080.07, "end": 6080.87, "probability": 0.7846 }, { "start": 6081.63, "end": 6083.17, "probability": 0.9198 }, { "start": 6083.71, "end": 6084.71, "probability": 0.9824 }, { "start": 6086.27, "end": 6089.57, "probability": 0.9904 }, { "start": 6089.57, "end": 6089.57, "probability": 0.1122 }, { "start": 6089.57, "end": 6089.57, "probability": 0.5326 }, { "start": 6089.57, "end": 6090.23, "probability": 0.8805 }, { "start": 6090.95, "end": 6092.88, "probability": 0.9988 }, { "start": 6094.81, "end": 6095.31, "probability": 0.9584 }, { "start": 6096.23, "end": 6098.41, "probability": 0.667 }, { "start": 6098.55, "end": 6099.77, "probability": 0.9311 }, { "start": 6100.57, "end": 6101.69, "probability": 0.8049 }, { "start": 6101.81, "end": 6104.99, "probability": 0.9269 }, { "start": 6105.75, "end": 6106.91, "probability": 0.9434 }, { "start": 6114.05, "end": 6116.87, "probability": 0.85 }, { "start": 6116.89, "end": 6118.11, "probability": 0.7021 }, { "start": 6119.65, "end": 6120.47, "probability": 0.562 }, { "start": 6122.15, "end": 6122.81, "probability": 0.83 }, { "start": 6123.79, "end": 6124.73, "probability": 0.8706 }, { "start": 6128.11, "end": 6130.17, "probability": 0.9921 }, { "start": 6132.41, "end": 6141.51, "probability": 0.9853 }, { "start": 6143.63, "end": 6146.01, "probability": 0.9944 }, { "start": 6150.13, "end": 6152.85, "probability": 0.9989 }, { "start": 6152.85, "end": 6155.63, "probability": 0.9852 }, { "start": 6160.61, "end": 6164.97, "probability": 0.8948 }, { "start": 6165.01, "end": 6166.67, "probability": 0.6786 }, { "start": 6166.93, "end": 6168.13, "probability": 0.8248 }, { "start": 6170.39, "end": 6170.89, "probability": 0.6195 }, { "start": 6170.99, "end": 6172.85, "probability": 0.9756 }, { "start": 6172.95, "end": 6175.12, "probability": 0.8561 }, { "start": 6176.03, "end": 6176.61, "probability": 0.6965 }, { "start": 6178.63, "end": 6180.15, "probability": 0.9366 }, { "start": 6180.25, "end": 6183.03, "probability": 0.9863 }, { "start": 6183.33, "end": 6184.63, "probability": 0.9688 }, { "start": 6184.75, "end": 6186.35, "probability": 0.8527 }, { "start": 6186.43, "end": 6188.17, "probability": 0.6122 }, { "start": 6191.83, "end": 6195.93, "probability": 0.825 }, { "start": 6197.21, "end": 6197.21, "probability": 0.4292 }, { "start": 6197.25, "end": 6197.87, "probability": 0.5236 }, { "start": 6197.99, "end": 6198.17, "probability": 0.6382 }, { "start": 6198.29, "end": 6200.76, "probability": 0.9922 }, { "start": 6200.95, "end": 6203.33, "probability": 0.9985 }, { "start": 6203.33, "end": 6205.67, "probability": 0.9453 }, { "start": 6206.37, "end": 6210.81, "probability": 0.8977 }, { "start": 6211.83, "end": 6212.47, "probability": 0.9563 }, { "start": 6214.57, "end": 6217.17, "probability": 0.9824 }, { "start": 6217.39, "end": 6219.45, "probability": 0.9777 }, { "start": 6219.67, "end": 6221.74, "probability": 0.9906 }, { "start": 6224.01, "end": 6225.91, "probability": 0.8131 }, { "start": 6226.95, "end": 6227.39, "probability": 0.8233 }, { "start": 6228.27, "end": 6230.73, "probability": 0.9968 }, { "start": 6230.81, "end": 6232.21, "probability": 0.9379 }, { "start": 6232.71, "end": 6234.43, "probability": 0.884 }, { "start": 6236.83, "end": 6239.77, "probability": 0.9539 }, { "start": 6241.51, "end": 6243.69, "probability": 0.3869 }, { "start": 6245.85, "end": 6249.73, "probability": 0.9429 }, { "start": 6250.63, "end": 6253.55, "probability": 0.9842 }, { "start": 6253.97, "end": 6256.05, "probability": 0.9678 }, { "start": 6256.49, "end": 6260.41, "probability": 0.9342 }, { "start": 6261.47, "end": 6262.81, "probability": 0.7749 }, { "start": 6263.69, "end": 6264.87, "probability": 0.9512 }, { "start": 6266.49, "end": 6269.29, "probability": 0.9557 }, { "start": 6270.29, "end": 6270.93, "probability": 0.9421 }, { "start": 6271.19, "end": 6273.47, "probability": 0.9793 }, { "start": 6274.39, "end": 6275.59, "probability": 0.8914 }, { "start": 6276.39, "end": 6280.39, "probability": 0.9744 }, { "start": 6281.71, "end": 6282.41, "probability": 0.8751 }, { "start": 6283.25, "end": 6285.53, "probability": 0.9222 }, { "start": 6287.41, "end": 6291.71, "probability": 0.9687 }, { "start": 6292.23, "end": 6295.99, "probability": 0.8656 }, { "start": 6297.93, "end": 6301.51, "probability": 0.9954 }, { "start": 6301.51, "end": 6305.29, "probability": 0.994 }, { "start": 6307.75, "end": 6309.23, "probability": 0.734 }, { "start": 6310.13, "end": 6312.47, "probability": 0.8395 }, { "start": 6313.51, "end": 6317.93, "probability": 0.9954 }, { "start": 6318.11, "end": 6318.75, "probability": 0.9503 }, { "start": 6318.91, "end": 6319.31, "probability": 0.9181 }, { "start": 6319.75, "end": 6320.31, "probability": 0.4489 }, { "start": 6321.19, "end": 6322.43, "probability": 0.9531 }, { "start": 6322.87, "end": 6325.13, "probability": 0.9832 }, { "start": 6326.01, "end": 6327.31, "probability": 0.8966 }, { "start": 6328.11, "end": 6329.19, "probability": 0.9712 }, { "start": 6329.95, "end": 6333.67, "probability": 0.9837 }, { "start": 6333.91, "end": 6335.55, "probability": 0.9443 }, { "start": 6336.75, "end": 6338.45, "probability": 0.9686 }, { "start": 6338.53, "end": 6339.67, "probability": 0.9945 }, { "start": 6339.85, "end": 6342.67, "probability": 0.9539 }, { "start": 6343.55, "end": 6345.19, "probability": 0.8248 }, { "start": 6346.83, "end": 6349.43, "probability": 0.9927 }, { "start": 6349.83, "end": 6350.27, "probability": 0.4345 }, { "start": 6350.33, "end": 6350.85, "probability": 0.8581 }, { "start": 6352.01, "end": 6353.67, "probability": 0.9928 }, { "start": 6355.73, "end": 6360.17, "probability": 0.8003 }, { "start": 6360.57, "end": 6362.97, "probability": 0.498 }, { "start": 6363.57, "end": 6366.38, "probability": 0.7001 }, { "start": 6367.37, "end": 6369.43, "probability": 0.9893 }, { "start": 6370.85, "end": 6372.63, "probability": 0.1246 }, { "start": 6372.81, "end": 6373.67, "probability": 0.9222 }, { "start": 6373.77, "end": 6376.31, "probability": 0.9575 }, { "start": 6376.43, "end": 6378.03, "probability": 0.7681 }, { "start": 6379.87, "end": 6382.57, "probability": 0.9883 }, { "start": 6382.57, "end": 6387.43, "probability": 0.9935 }, { "start": 6387.49, "end": 6389.03, "probability": 0.9955 }, { "start": 6389.07, "end": 6390.51, "probability": 0.9708 }, { "start": 6391.11, "end": 6395.83, "probability": 0.9678 }, { "start": 6396.37, "end": 6399.57, "probability": 0.9991 }, { "start": 6401.39, "end": 6403.67, "probability": 0.9938 }, { "start": 6403.83, "end": 6407.21, "probability": 0.9942 }, { "start": 6407.25, "end": 6409.79, "probability": 0.9977 }, { "start": 6410.49, "end": 6411.33, "probability": 0.9267 }, { "start": 6411.41, "end": 6412.77, "probability": 0.9764 }, { "start": 6413.07, "end": 6413.79, "probability": 0.4886 }, { "start": 6413.79, "end": 6415.15, "probability": 0.7699 }, { "start": 6415.29, "end": 6416.49, "probability": 0.8393 }, { "start": 6417.67, "end": 6420.21, "probability": 0.9867 }, { "start": 6421.19, "end": 6423.39, "probability": 0.9967 }, { "start": 6423.39, "end": 6425.89, "probability": 0.9956 }, { "start": 6426.37, "end": 6426.81, "probability": 0.9077 }, { "start": 6427.37, "end": 6428.59, "probability": 0.9448 }, { "start": 6429.37, "end": 6430.09, "probability": 0.593 }, { "start": 6430.43, "end": 6432.33, "probability": 0.9946 }, { "start": 6433.43, "end": 6433.85, "probability": 0.8876 }, { "start": 6434.77, "end": 6435.59, "probability": 0.8797 }, { "start": 6435.89, "end": 6438.75, "probability": 0.9686 }, { "start": 6439.23, "end": 6442.09, "probability": 0.9952 }, { "start": 6442.85, "end": 6444.73, "probability": 0.9636 }, { "start": 6445.07, "end": 6445.39, "probability": 0.8421 }, { "start": 6446.01, "end": 6447.73, "probability": 0.8989 }, { "start": 6448.43, "end": 6450.77, "probability": 0.6618 }, { "start": 6451.57, "end": 6455.43, "probability": 0.8834 }, { "start": 6455.75, "end": 6456.47, "probability": 0.6737 }, { "start": 6456.93, "end": 6457.95, "probability": 0.6116 }, { "start": 6458.11, "end": 6459.47, "probability": 0.746 }, { "start": 6460.63, "end": 6462.94, "probability": 0.9733 }, { "start": 6463.83, "end": 6463.83, "probability": 0.0613 }, { "start": 6463.83, "end": 6464.55, "probability": 0.2054 }, { "start": 6464.97, "end": 6464.97, "probability": 0.0863 }, { "start": 6465.11, "end": 6465.83, "probability": 0.8242 }, { "start": 6467.28, "end": 6470.25, "probability": 0.9408 }, { "start": 6472.03, "end": 6473.71, "probability": 0.7074 }, { "start": 6473.89, "end": 6475.21, "probability": 0.5585 }, { "start": 6475.47, "end": 6476.59, "probability": 0.2974 }, { "start": 6478.01, "end": 6478.55, "probability": 0.4538 }, { "start": 6479.93, "end": 6481.49, "probability": 0.8546 }, { "start": 6483.23, "end": 6483.67, "probability": 0.7629 }, { "start": 6483.77, "end": 6484.61, "probability": 0.6667 }, { "start": 6484.75, "end": 6488.17, "probability": 0.987 }, { "start": 6488.33, "end": 6492.65, "probability": 0.9575 }, { "start": 6493.07, "end": 6498.55, "probability": 0.9966 }, { "start": 6498.55, "end": 6503.23, "probability": 0.9856 }, { "start": 6504.19, "end": 6505.33, "probability": 0.8125 }, { "start": 6505.41, "end": 6506.45, "probability": 0.7899 }, { "start": 6506.45, "end": 6510.99, "probability": 0.9304 }, { "start": 6513.55, "end": 6515.33, "probability": 0.6181 }, { "start": 6516.31, "end": 6516.95, "probability": 0.5798 }, { "start": 6517.07, "end": 6518.13, "probability": 0.9189 }, { "start": 6518.35, "end": 6520.61, "probability": 0.7299 }, { "start": 6520.69, "end": 6522.99, "probability": 0.9871 }, { "start": 6523.45, "end": 6526.31, "probability": 0.9966 }, { "start": 6526.31, "end": 6530.47, "probability": 0.9866 }, { "start": 6531.85, "end": 6537.95, "probability": 0.9691 }, { "start": 6537.97, "end": 6538.45, "probability": 0.7562 }, { "start": 6538.61, "end": 6539.91, "probability": 0.8098 }, { "start": 6540.28, "end": 6542.79, "probability": 0.8554 }, { "start": 6542.91, "end": 6547.45, "probability": 0.9551 }, { "start": 6547.75, "end": 6551.07, "probability": 0.8309 }, { "start": 6551.21, "end": 6552.57, "probability": 0.6128 }, { "start": 6552.81, "end": 6553.95, "probability": 0.5075 }, { "start": 6554.09, "end": 6554.49, "probability": 0.7569 }, { "start": 6555.43, "end": 6557.07, "probability": 0.9111 }, { "start": 6557.43, "end": 6561.89, "probability": 0.8444 }, { "start": 6562.01, "end": 6564.35, "probability": 0.9949 }, { "start": 6564.35, "end": 6567.59, "probability": 0.8615 }, { "start": 6567.69, "end": 6568.71, "probability": 0.6774 }, { "start": 6569.59, "end": 6572.93, "probability": 0.9728 }, { "start": 6573.55, "end": 6577.07, "probability": 0.9823 }, { "start": 6578.31, "end": 6579.25, "probability": 0.8213 }, { "start": 6581.93, "end": 6587.37, "probability": 0.7296 }, { "start": 6587.77, "end": 6589.23, "probability": 0.7121 }, { "start": 6589.89, "end": 6595.53, "probability": 0.9481 }, { "start": 6595.59, "end": 6597.51, "probability": 0.4261 }, { "start": 6597.55, "end": 6599.37, "probability": 0.79 }, { "start": 6599.61, "end": 6603.19, "probability": 0.9027 }, { "start": 6604.15, "end": 6609.75, "probability": 0.9963 }, { "start": 6609.75, "end": 6612.85, "probability": 0.9995 }, { "start": 6613.45, "end": 6617.83, "probability": 0.9863 }, { "start": 6618.17, "end": 6623.41, "probability": 0.9979 }, { "start": 6625.33, "end": 6627.31, "probability": 0.801 }, { "start": 6628.09, "end": 6632.01, "probability": 0.8071 }, { "start": 6632.55, "end": 6640.35, "probability": 0.9902 }, { "start": 6641.13, "end": 6645.01, "probability": 0.9983 }, { "start": 6645.01, "end": 6649.09, "probability": 0.9875 }, { "start": 6650.61, "end": 6655.25, "probability": 0.7561 }, { "start": 6655.25, "end": 6658.59, "probability": 0.9951 }, { "start": 6659.29, "end": 6663.69, "probability": 0.9971 }, { "start": 6664.33, "end": 6667.71, "probability": 0.8996 }, { "start": 6670.34, "end": 6675.71, "probability": 0.943 }, { "start": 6675.71, "end": 6679.79, "probability": 0.9972 }, { "start": 6681.03, "end": 6685.49, "probability": 0.9429 }, { "start": 6685.49, "end": 6688.65, "probability": 0.9652 }, { "start": 6689.19, "end": 6690.25, "probability": 0.7778 }, { "start": 6690.51, "end": 6691.22, "probability": 0.499 }, { "start": 6691.89, "end": 6693.59, "probability": 0.9683 }, { "start": 6694.07, "end": 6695.65, "probability": 0.9906 }, { "start": 6696.21, "end": 6704.19, "probability": 0.9771 }, { "start": 6704.19, "end": 6708.19, "probability": 0.9839 }, { "start": 6708.97, "end": 6712.39, "probability": 0.978 }, { "start": 6712.97, "end": 6714.19, "probability": 0.8069 }, { "start": 6714.27, "end": 6715.21, "probability": 0.7927 }, { "start": 6715.23, "end": 6717.03, "probability": 0.8617 }, { "start": 6717.51, "end": 6720.11, "probability": 0.8457 }, { "start": 6720.19, "end": 6726.15, "probability": 0.9958 }, { "start": 6726.85, "end": 6727.89, "probability": 0.9869 }, { "start": 6728.67, "end": 6732.91, "probability": 0.8296 }, { "start": 6734.03, "end": 6735.83, "probability": 0.7594 }, { "start": 6735.91, "end": 6737.77, "probability": 0.9819 }, { "start": 6738.07, "end": 6739.09, "probability": 0.897 }, { "start": 6740.71, "end": 6747.95, "probability": 0.8037 }, { "start": 6749.33, "end": 6750.63, "probability": 0.3857 }, { "start": 6751.49, "end": 6756.56, "probability": 0.7993 }, { "start": 6757.65, "end": 6761.93, "probability": 0.9915 }, { "start": 6762.21, "end": 6766.89, "probability": 0.9949 }, { "start": 6767.95, "end": 6769.89, "probability": 0.8548 }, { "start": 6770.79, "end": 6776.05, "probability": 0.9938 }, { "start": 6776.05, "end": 6785.03, "probability": 0.9976 }, { "start": 6785.73, "end": 6788.19, "probability": 0.9539 }, { "start": 6788.89, "end": 6789.39, "probability": 0.9446 }, { "start": 6789.95, "end": 6792.97, "probability": 0.8887 }, { "start": 6793.09, "end": 6798.29, "probability": 0.9849 }, { "start": 6798.35, "end": 6799.33, "probability": 0.749 }, { "start": 6800.15, "end": 6802.05, "probability": 0.9956 }, { "start": 6802.25, "end": 6803.75, "probability": 0.9398 }, { "start": 6804.69, "end": 6805.41, "probability": 0.3095 }, { "start": 6807.51, "end": 6816.23, "probability": 0.3645 }, { "start": 6817.13, "end": 6818.07, "probability": 0.5597 }, { "start": 6818.55, "end": 6818.81, "probability": 0.3647 }, { "start": 6819.21, "end": 6821.57, "probability": 0.7942 }, { "start": 6821.65, "end": 6823.75, "probability": 0.5176 }, { "start": 6824.23, "end": 6826.55, "probability": 0.4938 }, { "start": 6826.67, "end": 6827.31, "probability": 0.3032 }, { "start": 6827.95, "end": 6829.39, "probability": 0.6924 }, { "start": 6830.26, "end": 6831.06, "probability": 0.1245 }, { "start": 6832.05, "end": 6834.73, "probability": 0.1369 }, { "start": 6835.17, "end": 6836.43, "probability": 0.4479 }, { "start": 6838.49, "end": 6842.39, "probability": 0.8521 }, { "start": 6842.51, "end": 6844.71, "probability": 0.9704 }, { "start": 6845.23, "end": 6846.95, "probability": 0.7068 }, { "start": 6848.31, "end": 6849.37, "probability": 0.5896 }, { "start": 6849.59, "end": 6853.59, "probability": 0.9211 }, { "start": 6853.69, "end": 6857.65, "probability": 0.9932 }, { "start": 6858.29, "end": 6861.27, "probability": 0.9872 }, { "start": 6861.27, "end": 6864.17, "probability": 0.9976 }, { "start": 6865.73, "end": 6870.13, "probability": 0.994 }, { "start": 6870.13, "end": 6874.19, "probability": 0.9979 }, { "start": 6874.29, "end": 6874.71, "probability": 0.7222 }, { "start": 6875.85, "end": 6883.85, "probability": 0.9939 }, { "start": 6884.81, "end": 6888.85, "probability": 0.5444 }, { "start": 6889.09, "end": 6890.19, "probability": 0.6083 }, { "start": 6890.25, "end": 6894.97, "probability": 0.9982 }, { "start": 6894.97, "end": 6899.81, "probability": 0.9993 }, { "start": 6900.15, "end": 6902.51, "probability": 0.9708 }, { "start": 6902.61, "end": 6903.28, "probability": 0.9072 }, { "start": 6904.13, "end": 6906.81, "probability": 0.9888 }, { "start": 6907.33, "end": 6908.25, "probability": 0.9363 }, { "start": 6909.47, "end": 6911.71, "probability": 0.9935 }, { "start": 6911.79, "end": 6915.05, "probability": 0.989 }, { "start": 6916.87, "end": 6922.47, "probability": 0.973 }, { "start": 6923.51, "end": 6925.05, "probability": 0.775 }, { "start": 6925.11, "end": 6926.87, "probability": 0.9595 }, { "start": 6927.91, "end": 6928.35, "probability": 0.6722 }, { "start": 6928.47, "end": 6928.65, "probability": 0.8547 }, { "start": 6928.79, "end": 6933.33, "probability": 0.6331 }, { "start": 6934.29, "end": 6939.01, "probability": 0.9858 }, { "start": 6939.09, "end": 6940.53, "probability": 0.9745 }, { "start": 6941.83, "end": 6946.11, "probability": 0.8282 }, { "start": 6947.05, "end": 6953.89, "probability": 0.8346 }, { "start": 6954.17, "end": 6955.05, "probability": 0.8369 }, { "start": 6955.35, "end": 6956.75, "probability": 0.9761 }, { "start": 6957.67, "end": 6961.35, "probability": 0.9894 }, { "start": 6961.45, "end": 6963.89, "probability": 0.7078 }, { "start": 6965.37, "end": 6969.19, "probability": 0.8909 }, { "start": 6969.59, "end": 6969.99, "probability": 0.6817 }, { "start": 6970.11, "end": 6970.64, "probability": 0.9466 }, { "start": 6970.97, "end": 6973.53, "probability": 0.9526 }, { "start": 6974.33, "end": 6977.27, "probability": 0.9875 }, { "start": 6977.83, "end": 6979.91, "probability": 0.9995 }, { "start": 6980.03, "end": 6982.79, "probability": 0.9971 }, { "start": 6983.27, "end": 6983.27, "probability": 0.3194 }, { "start": 6983.27, "end": 6989.73, "probability": 0.9608 }, { "start": 6990.19, "end": 6994.41, "probability": 0.9904 }, { "start": 6994.43, "end": 6998.29, "probability": 0.9956 }, { "start": 6998.99, "end": 7003.03, "probability": 0.9047 }, { "start": 7003.35, "end": 7008.27, "probability": 0.9207 }, { "start": 7008.43, "end": 7010.37, "probability": 0.5963 }, { "start": 7010.69, "end": 7012.97, "probability": 0.8777 }, { "start": 7013.07, "end": 7015.27, "probability": 0.4406 }, { "start": 7015.87, "end": 7017.15, "probability": 0.8944 }, { "start": 7017.71, "end": 7020.41, "probability": 0.4993 }, { "start": 7020.41, "end": 7023.07, "probability": 0.99 }, { "start": 7023.57, "end": 7026.89, "probability": 0.9602 }, { "start": 7027.55, "end": 7029.41, "probability": 0.9712 }, { "start": 7029.67, "end": 7031.61, "probability": 0.7832 }, { "start": 7031.69, "end": 7034.15, "probability": 0.7081 }, { "start": 7034.37, "end": 7034.49, "probability": 0.3858 }, { "start": 7034.49, "end": 7034.73, "probability": 0.6888 }, { "start": 7034.91, "end": 7036.51, "probability": 0.8936 }, { "start": 7037.25, "end": 7040.21, "probability": 0.4195 }, { "start": 7040.95, "end": 7041.85, "probability": 0.988 }, { "start": 7043.67, "end": 7049.11, "probability": 0.9775 }, { "start": 7049.83, "end": 7050.45, "probability": 0.7606 }, { "start": 7051.37, "end": 7055.17, "probability": 0.859 }, { "start": 7056.31, "end": 7057.59, "probability": 0.375 }, { "start": 7058.25, "end": 7059.25, "probability": 0.5618 }, { "start": 7059.57, "end": 7059.57, "probability": 0.5914 }, { "start": 7059.63, "end": 7061.35, "probability": 0.8511 }, { "start": 7061.87, "end": 7062.66, "probability": 0.925 }, { "start": 7063.07, "end": 7064.47, "probability": 0.0752 }, { "start": 7065.23, "end": 7068.19, "probability": 0.6238 }, { "start": 7068.27, "end": 7072.15, "probability": 0.7986 }, { "start": 7073.49, "end": 7075.11, "probability": 0.7982 }, { "start": 7075.27, "end": 7076.09, "probability": 0.8656 }, { "start": 7076.63, "end": 7076.99, "probability": 0.2221 }, { "start": 7076.99, "end": 7078.59, "probability": 0.4881 }, { "start": 7078.93, "end": 7083.73, "probability": 0.9965 }, { "start": 7083.75, "end": 7088.75, "probability": 0.9974 }, { "start": 7089.25, "end": 7092.93, "probability": 0.9837 }, { "start": 7093.57, "end": 7093.61, "probability": 0.2508 }, { "start": 7093.61, "end": 7096.65, "probability": 0.9908 }, { "start": 7096.65, "end": 7100.33, "probability": 0.9888 }, { "start": 7100.91, "end": 7102.81, "probability": 0.9854 }, { "start": 7103.37, "end": 7106.61, "probability": 0.9964 }, { "start": 7106.81, "end": 7107.65, "probability": 0.8745 }, { "start": 7108.77, "end": 7112.15, "probability": 0.9978 }, { "start": 7112.59, "end": 7114.13, "probability": 0.9082 }, { "start": 7114.75, "end": 7114.85, "probability": 0.1471 }, { "start": 7115.45, "end": 7118.65, "probability": 0.8624 }, { "start": 7118.65, "end": 7123.25, "probability": 0.999 }, { "start": 7123.95, "end": 7128.39, "probability": 0.9985 }, { "start": 7128.57, "end": 7131.97, "probability": 0.9922 }, { "start": 7132.09, "end": 7133.29, "probability": 0.7715 }, { "start": 7133.61, "end": 7135.77, "probability": 0.9974 }, { "start": 7136.07, "end": 7140.29, "probability": 0.9941 }, { "start": 7141.17, "end": 7144.11, "probability": 0.9909 }, { "start": 7144.31, "end": 7146.77, "probability": 0.9844 }, { "start": 7147.33, "end": 7154.07, "probability": 0.9424 }, { "start": 7155.17, "end": 7155.75, "probability": 0.531 }, { "start": 7155.87, "end": 7156.69, "probability": 0.7018 }, { "start": 7156.79, "end": 7157.21, "probability": 0.813 }, { "start": 7157.39, "end": 7160.73, "probability": 0.9858 }, { "start": 7160.85, "end": 7163.31, "probability": 0.957 }, { "start": 7163.91, "end": 7166.83, "probability": 0.9985 }, { "start": 7167.31, "end": 7168.72, "probability": 0.9008 }, { "start": 7169.39, "end": 7170.0, "probability": 0.9243 }, { "start": 7170.29, "end": 7176.85, "probability": 0.9706 }, { "start": 7178.13, "end": 7181.39, "probability": 0.9844 }, { "start": 7181.39, "end": 7184.73, "probability": 0.9736 }, { "start": 7185.33, "end": 7186.79, "probability": 0.9976 }, { "start": 7187.01, "end": 7188.27, "probability": 0.7046 }, { "start": 7188.55, "end": 7189.07, "probability": 0.804 }, { "start": 7189.45, "end": 7191.03, "probability": 0.9247 }, { "start": 7191.35, "end": 7193.29, "probability": 0.9893 }, { "start": 7193.91, "end": 7194.97, "probability": 0.9985 }, { "start": 7197.11, "end": 7199.25, "probability": 0.8926 }, { "start": 7199.89, "end": 7201.79, "probability": 0.6472 }, { "start": 7201.87, "end": 7203.01, "probability": 0.8223 }, { "start": 7203.07, "end": 7204.73, "probability": 0.8293 }, { "start": 7205.27, "end": 7208.55, "probability": 0.9797 }, { "start": 7208.61, "end": 7209.37, "probability": 0.865 }, { "start": 7209.47, "end": 7210.63, "probability": 0.9238 }, { "start": 7210.81, "end": 7212.15, "probability": 0.8604 }, { "start": 7212.53, "end": 7213.35, "probability": 0.5115 }, { "start": 7213.53, "end": 7215.67, "probability": 0.8017 }, { "start": 7215.87, "end": 7216.97, "probability": 0.832 }, { "start": 7217.11, "end": 7219.25, "probability": 0.9122 }, { "start": 7219.81, "end": 7221.07, "probability": 0.9507 }, { "start": 7221.59, "end": 7222.53, "probability": 0.7214 }, { "start": 7222.59, "end": 7226.0, "probability": 0.8138 }, { "start": 7226.45, "end": 7231.13, "probability": 0.9239 }, { "start": 7231.21, "end": 7232.13, "probability": 0.8677 }, { "start": 7232.31, "end": 7232.59, "probability": 0.8545 }, { "start": 7234.67, "end": 7237.75, "probability": 0.9958 }, { "start": 7238.11, "end": 7240.33, "probability": 0.9214 }, { "start": 7240.95, "end": 7243.35, "probability": 0.9801 }, { "start": 7243.35, "end": 7247.15, "probability": 0.9873 }, { "start": 7247.95, "end": 7252.29, "probability": 0.9966 }, { "start": 7252.45, "end": 7256.13, "probability": 0.9861 }, { "start": 7256.89, "end": 7260.15, "probability": 0.91 }, { "start": 7260.87, "end": 7263.23, "probability": 0.9767 }, { "start": 7263.57, "end": 7264.25, "probability": 0.7001 }, { "start": 7264.37, "end": 7267.05, "probability": 0.9277 }, { "start": 7267.97, "end": 7272.69, "probability": 0.9976 }, { "start": 7273.35, "end": 7274.15, "probability": 0.7216 }, { "start": 7274.21, "end": 7274.97, "probability": 0.9443 }, { "start": 7274.99, "end": 7275.63, "probability": 0.9425 }, { "start": 7276.09, "end": 7279.93, "probability": 0.974 }, { "start": 7280.85, "end": 7284.89, "probability": 0.9956 }, { "start": 7284.89, "end": 7289.19, "probability": 0.9688 }, { "start": 7289.65, "end": 7292.59, "probability": 0.9594 }, { "start": 7293.09, "end": 7294.43, "probability": 0.7922 }, { "start": 7294.97, "end": 7299.73, "probability": 0.9892 }, { "start": 7300.17, "end": 7302.97, "probability": 0.9902 }, { "start": 7303.91, "end": 7307.35, "probability": 0.9897 }, { "start": 7307.49, "end": 7307.73, "probability": 0.943 }, { "start": 7308.01, "end": 7309.87, "probability": 0.8974 }, { "start": 7310.09, "end": 7315.25, "probability": 0.8818 }, { "start": 7315.99, "end": 7317.89, "probability": 0.9128 }, { "start": 7318.91, "end": 7322.49, "probability": 0.9906 }, { "start": 7323.17, "end": 7324.47, "probability": 0.8156 }, { "start": 7325.09, "end": 7327.23, "probability": 0.9284 }, { "start": 7327.31, "end": 7328.65, "probability": 0.8088 }, { "start": 7328.83, "end": 7332.57, "probability": 0.9946 }, { "start": 7332.57, "end": 7336.25, "probability": 0.9962 }, { "start": 7336.33, "end": 7338.77, "probability": 0.9884 }, { "start": 7339.61, "end": 7342.35, "probability": 0.655 }, { "start": 7342.73, "end": 7343.31, "probability": 0.8636 }, { "start": 7343.53, "end": 7345.51, "probability": 0.9982 }, { "start": 7345.51, "end": 7348.51, "probability": 0.9795 }, { "start": 7348.67, "end": 7351.03, "probability": 0.6893 }, { "start": 7351.15, "end": 7355.29, "probability": 0.9831 }, { "start": 7355.83, "end": 7358.27, "probability": 0.9629 }, { "start": 7358.35, "end": 7360.99, "probability": 0.9971 }, { "start": 7361.71, "end": 7365.47, "probability": 0.9696 }, { "start": 7365.63, "end": 7366.57, "probability": 0.6768 }, { "start": 7366.75, "end": 7367.99, "probability": 0.8663 }, { "start": 7368.49, "end": 7370.71, "probability": 0.9416 }, { "start": 7371.23, "end": 7376.09, "probability": 0.9596 }, { "start": 7376.09, "end": 7382.35, "probability": 0.9984 }, { "start": 7383.57, "end": 7384.05, "probability": 0.9084 }, { "start": 7384.59, "end": 7385.83, "probability": 0.9903 }, { "start": 7385.95, "end": 7387.03, "probability": 0.9659 }, { "start": 7387.39, "end": 7391.45, "probability": 0.9865 }, { "start": 7392.15, "end": 7395.21, "probability": 0.9986 }, { "start": 7395.21, "end": 7398.03, "probability": 0.9922 }, { "start": 7398.55, "end": 7399.63, "probability": 0.4927 }, { "start": 7400.05, "end": 7401.49, "probability": 0.6532 }, { "start": 7401.51, "end": 7401.87, "probability": 0.7839 }, { "start": 7401.93, "end": 7404.23, "probability": 0.8947 }, { "start": 7404.39, "end": 7405.45, "probability": 0.9824 }, { "start": 7405.55, "end": 7407.31, "probability": 0.9487 }, { "start": 7407.59, "end": 7413.34, "probability": 0.9476 }, { "start": 7413.93, "end": 7418.41, "probability": 0.9965 }, { "start": 7418.55, "end": 7421.63, "probability": 0.9834 }, { "start": 7422.57, "end": 7424.51, "probability": 0.9153 }, { "start": 7425.65, "end": 7426.27, "probability": 0.9197 }, { "start": 7427.19, "end": 7431.03, "probability": 0.9958 }, { "start": 7431.11, "end": 7431.71, "probability": 0.5026 }, { "start": 7431.95, "end": 7432.47, "probability": 0.5973 }, { "start": 7432.55, "end": 7435.21, "probability": 0.9408 }, { "start": 7435.41, "end": 7436.81, "probability": 0.8517 }, { "start": 7437.17, "end": 7442.35, "probability": 0.9806 }, { "start": 7442.41, "end": 7446.7, "probability": 0.8933 }, { "start": 7446.97, "end": 7447.91, "probability": 0.8099 }, { "start": 7447.97, "end": 7450.21, "probability": 0.9789 }, { "start": 7450.49, "end": 7453.97, "probability": 0.52 }, { "start": 7454.27, "end": 7455.13, "probability": 0.7453 }, { "start": 7455.31, "end": 7457.61, "probability": 0.684 }, { "start": 7458.17, "end": 7459.29, "probability": 0.6372 }, { "start": 7459.37, "end": 7461.35, "probability": 0.8538 }, { "start": 7461.67, "end": 7465.45, "probability": 0.9635 }, { "start": 7465.45, "end": 7468.95, "probability": 0.9951 }, { "start": 7469.33, "end": 7471.65, "probability": 0.95 }, { "start": 7472.23, "end": 7475.37, "probability": 0.9634 }, { "start": 7475.39, "end": 7477.63, "probability": 0.7034 }, { "start": 7477.67, "end": 7482.27, "probability": 0.8928 }, { "start": 7482.43, "end": 7486.57, "probability": 0.7043 }, { "start": 7486.95, "end": 7490.57, "probability": 0.9951 }, { "start": 7492.15, "end": 7494.01, "probability": 0.8701 }, { "start": 7494.07, "end": 7495.49, "probability": 0.9476 }, { "start": 7495.63, "end": 7496.79, "probability": 0.8506 }, { "start": 7497.49, "end": 7499.91, "probability": 0.749 }, { "start": 7501.59, "end": 7504.23, "probability": 0.7669 }, { "start": 7504.33, "end": 7505.15, "probability": 0.9778 }, { "start": 7505.53, "end": 7506.73, "probability": 0.9829 }, { "start": 7506.73, "end": 7509.09, "probability": 0.9828 }, { "start": 7509.11, "end": 7509.85, "probability": 0.999 }, { "start": 7510.73, "end": 7514.07, "probability": 0.9866 }, { "start": 7514.63, "end": 7517.51, "probability": 0.7403 }, { "start": 7517.65, "end": 7522.25, "probability": 0.9633 }, { "start": 7522.25, "end": 7523.95, "probability": 0.9646 }, { "start": 7524.17, "end": 7524.67, "probability": 0.9817 }, { "start": 7525.27, "end": 7526.93, "probability": 0.9211 }, { "start": 7527.79, "end": 7531.07, "probability": 0.9991 }, { "start": 7531.63, "end": 7534.67, "probability": 0.7507 }, { "start": 7535.61, "end": 7538.45, "probability": 0.9746 }, { "start": 7539.17, "end": 7539.89, "probability": 0.4894 }, { "start": 7540.19, "end": 7541.05, "probability": 0.9303 }, { "start": 7541.15, "end": 7541.55, "probability": 0.868 }, { "start": 7541.61, "end": 7545.45, "probability": 0.7614 }, { "start": 7545.79, "end": 7550.67, "probability": 0.667 }, { "start": 7551.27, "end": 7552.77, "probability": 0.6089 }, { "start": 7553.35, "end": 7557.37, "probability": 0.6189 }, { "start": 7557.89, "end": 7558.89, "probability": 0.7821 }, { "start": 7559.11, "end": 7560.01, "probability": 0.8365 }, { "start": 7560.29, "end": 7565.19, "probability": 0.9824 }, { "start": 7565.73, "end": 7566.99, "probability": 0.87 }, { "start": 7567.23, "end": 7568.07, "probability": 0.6942 }, { "start": 7568.17, "end": 7568.57, "probability": 0.7341 }, { "start": 7568.61, "end": 7569.53, "probability": 0.6055 }, { "start": 7569.53, "end": 7569.92, "probability": 0.4207 }, { "start": 7570.31, "end": 7573.43, "probability": 0.7345 }, { "start": 7573.65, "end": 7577.95, "probability": 0.9923 }, { "start": 7578.15, "end": 7579.39, "probability": 0.9263 }, { "start": 7579.89, "end": 7581.79, "probability": 0.9834 }, { "start": 7582.33, "end": 7582.83, "probability": 0.7233 }, { "start": 7583.43, "end": 7588.37, "probability": 0.8636 }, { "start": 7589.73, "end": 7593.45, "probability": 0.8503 }, { "start": 7594.51, "end": 7596.31, "probability": 0.817 }, { "start": 7596.37, "end": 7599.39, "probability": 0.9768 }, { "start": 7600.03, "end": 7606.49, "probability": 0.9614 }, { "start": 7606.93, "end": 7612.07, "probability": 0.9764 }, { "start": 7612.07, "end": 7615.01, "probability": 0.9629 }, { "start": 7615.81, "end": 7616.27, "probability": 0.4504 }, { "start": 7616.43, "end": 7617.23, "probability": 0.8718 }, { "start": 7617.43, "end": 7621.81, "probability": 0.984 }, { "start": 7621.81, "end": 7626.87, "probability": 0.9953 }, { "start": 7626.87, "end": 7631.11, "probability": 0.9982 }, { "start": 7632.07, "end": 7632.55, "probability": 0.7649 }, { "start": 7632.91, "end": 7634.51, "probability": 0.6171 }, { "start": 7635.55, "end": 7635.73, "probability": 0.6976 }, { "start": 7635.73, "end": 7636.09, "probability": 0.5322 }, { "start": 7636.83, "end": 7639.21, "probability": 0.6799 }, { "start": 7639.39, "end": 7639.93, "probability": 0.5194 }, { "start": 7640.15, "end": 7641.67, "probability": 0.7954 }, { "start": 7642.29, "end": 7643.67, "probability": 0.9883 }, { "start": 7643.69, "end": 7644.25, "probability": 0.7455 }, { "start": 7646.63, "end": 7649.15, "probability": 0.8505 }, { "start": 7649.29, "end": 7650.49, "probability": 0.6654 }, { "start": 7650.83, "end": 7653.25, "probability": 0.988 }, { "start": 7657.22, "end": 7660.01, "probability": 0.5297 }, { "start": 7660.89, "end": 7663.67, "probability": 0.9518 }, { "start": 7664.29, "end": 7666.73, "probability": 0.9681 }, { "start": 7668.41, "end": 7669.85, "probability": 0.2265 }, { "start": 7670.75, "end": 7673.19, "probability": 0.671 }, { "start": 7673.37, "end": 7675.27, "probability": 0.9301 }, { "start": 7675.33, "end": 7677.47, "probability": 0.9591 }, { "start": 7680.19, "end": 7685.85, "probability": 0.9735 }, { "start": 7685.99, "end": 7689.51, "probability": 0.9596 }, { "start": 7689.83, "end": 7691.45, "probability": 0.951 }, { "start": 7691.67, "end": 7692.91, "probability": 0.5867 }, { "start": 7692.93, "end": 7693.63, "probability": 0.0812 }, { "start": 7694.43, "end": 7697.55, "probability": 0.91 }, { "start": 7698.27, "end": 7701.33, "probability": 0.9885 }, { "start": 7701.79, "end": 7704.63, "probability": 0.9049 }, { "start": 7704.63, "end": 7706.91, "probability": 0.9922 }, { "start": 7707.33, "end": 7711.75, "probability": 0.9812 }, { "start": 7712.61, "end": 7714.11, "probability": 0.7292 }, { "start": 7715.17, "end": 7717.77, "probability": 0.6989 }, { "start": 7718.81, "end": 7721.49, "probability": 0.4863 }, { "start": 7722.17, "end": 7723.01, "probability": 0.1809 }, { "start": 7723.27, "end": 7728.35, "probability": 0.9274 }, { "start": 7729.09, "end": 7729.43, "probability": 0.8915 }, { "start": 7731.33, "end": 7732.51, "probability": 0.3962 }, { "start": 7732.69, "end": 7738.09, "probability": 0.8398 }, { "start": 7738.29, "end": 7746.09, "probability": 0.9631 }, { "start": 7746.59, "end": 7754.61, "probability": 0.835 }, { "start": 7754.77, "end": 7756.05, "probability": 0.8319 }, { "start": 7756.75, "end": 7759.23, "probability": 0.6278 }, { "start": 7759.23, "end": 7761.97, "probability": 0.9505 }, { "start": 7762.79, "end": 7763.87, "probability": 0.6032 }, { "start": 7764.63, "end": 7767.39, "probability": 0.827 }, { "start": 7768.11, "end": 7768.77, "probability": 0.4981 }, { "start": 7768.77, "end": 7772.89, "probability": 0.9669 }, { "start": 7773.69, "end": 7777.05, "probability": 0.9927 }, { "start": 7777.93, "end": 7778.83, "probability": 0.6188 }, { "start": 7781.95, "end": 7783.91, "probability": 0.6254 }, { "start": 7784.01, "end": 7785.13, "probability": 0.752 }, { "start": 7785.53, "end": 7790.05, "probability": 0.9253 }, { "start": 7790.91, "end": 7792.75, "probability": 0.6794 }, { "start": 7793.63, "end": 7798.23, "probability": 0.666 }, { "start": 7798.45, "end": 7801.13, "probability": 0.8543 }, { "start": 7801.83, "end": 7804.15, "probability": 0.8308 }, { "start": 7804.23, "end": 7807.89, "probability": 0.8636 }, { "start": 7808.11, "end": 7810.75, "probability": 0.9834 }, { "start": 7811.39, "end": 7816.85, "probability": 0.981 }, { "start": 7817.55, "end": 7820.69, "probability": 0.9484 }, { "start": 7820.81, "end": 7821.72, "probability": 0.7375 }, { "start": 7822.27, "end": 7823.71, "probability": 0.2148 }, { "start": 7823.71, "end": 7823.99, "probability": 0.8455 }, { "start": 7824.11, "end": 7828.85, "probability": 0.9924 }, { "start": 7829.15, "end": 7830.77, "probability": 0.8706 }, { "start": 7831.31, "end": 7835.25, "probability": 0.517 }, { "start": 7835.79, "end": 7841.07, "probability": 0.9708 }, { "start": 7841.21, "end": 7842.55, "probability": 0.3118 }, { "start": 7843.43, "end": 7844.93, "probability": 0.0284 }, { "start": 7845.87, "end": 7851.29, "probability": 0.5731 }, { "start": 7851.37, "end": 7857.21, "probability": 0.8915 }, { "start": 7857.39, "end": 7860.15, "probability": 0.6972 }, { "start": 7860.63, "end": 7863.61, "probability": 0.9677 }, { "start": 7863.61, "end": 7866.92, "probability": 0.6482 }, { "start": 7867.59, "end": 7870.19, "probability": 0.4811 }, { "start": 7870.87, "end": 7873.83, "probability": 0.9125 }, { "start": 7875.29, "end": 7875.95, "probability": 0.5839 }, { "start": 7877.77, "end": 7878.25, "probability": 0.806 }, { "start": 7896.77, "end": 7898.43, "probability": 0.9846 }, { "start": 7898.65, "end": 7901.75, "probability": 0.5472 }, { "start": 7902.05, "end": 7902.79, "probability": 0.7997 }, { "start": 7902.89, "end": 7904.15, "probability": 0.982 }, { "start": 7904.23, "end": 7905.23, "probability": 0.57 }, { "start": 7905.33, "end": 7906.59, "probability": 0.9083 }, { "start": 7907.07, "end": 7907.53, "probability": 0.7776 }, { "start": 7907.53, "end": 7908.37, "probability": 0.7226 }, { "start": 7908.47, "end": 7909.31, "probability": 0.8241 }, { "start": 7911.25, "end": 7912.39, "probability": 0.1176 }, { "start": 7912.39, "end": 7912.39, "probability": 0.0949 }, { "start": 7912.39, "end": 7912.45, "probability": 0.0718 }, { "start": 7912.47, "end": 7914.63, "probability": 0.7932 }, { "start": 7914.93, "end": 7917.09, "probability": 0.6223 }, { "start": 7917.21, "end": 7918.63, "probability": 0.4198 }, { "start": 7918.83, "end": 7920.29, "probability": 0.6541 }, { "start": 7920.69, "end": 7921.27, "probability": 0.4552 }, { "start": 7921.78, "end": 7923.03, "probability": 0.5218 }, { "start": 7923.11, "end": 7923.91, "probability": 0.5984 }, { "start": 7924.13, "end": 7924.67, "probability": 0.9116 }, { "start": 7925.77, "end": 7927.01, "probability": 0.714 }, { "start": 7927.43, "end": 7929.07, "probability": 0.9557 }, { "start": 7929.17, "end": 7930.07, "probability": 0.7999 }, { "start": 7931.75, "end": 7933.81, "probability": 0.3931 }, { "start": 7935.15, "end": 7937.69, "probability": 0.9779 }, { "start": 7939.39, "end": 7939.87, "probability": 0.5092 }, { "start": 7939.93, "end": 7940.55, "probability": 0.6394 }, { "start": 7940.65, "end": 7941.47, "probability": 0.5763 }, { "start": 7941.55, "end": 7943.33, "probability": 0.541 }, { "start": 7944.49, "end": 7946.35, "probability": 0.4576 }, { "start": 7948.05, "end": 7951.81, "probability": 0.98 }, { "start": 7951.81, "end": 7954.35, "probability": 0.8014 }, { "start": 7955.67, "end": 7956.05, "probability": 0.431 }, { "start": 7956.09, "end": 7957.37, "probability": 0.7341 }, { "start": 7957.88, "end": 7961.77, "probability": 0.8678 }, { "start": 7962.71, "end": 7967.01, "probability": 0.8947 }, { "start": 7967.53, "end": 7969.85, "probability": 0.9295 }, { "start": 7970.71, "end": 7971.95, "probability": 0.5194 }, { "start": 7972.13, "end": 7973.01, "probability": 0.6353 }, { "start": 7973.47, "end": 7974.51, "probability": 0.611 }, { "start": 7975.89, "end": 7978.19, "probability": 0.9117 }, { "start": 7978.89, "end": 7979.57, "probability": 0.9742 }, { "start": 7979.69, "end": 7980.47, "probability": 0.8482 }, { "start": 7980.51, "end": 7986.93, "probability": 0.984 }, { "start": 7987.53, "end": 7990.71, "probability": 0.978 }, { "start": 7991.37, "end": 7991.91, "probability": 0.7557 }, { "start": 7991.97, "end": 7997.03, "probability": 0.9387 }, { "start": 7998.11, "end": 7999.37, "probability": 0.8804 }, { "start": 7999.63, "end": 8005.17, "probability": 0.9775 }, { "start": 8006.39, "end": 8008.01, "probability": 0.731 }, { "start": 8008.05, "end": 8008.23, "probability": 0.5229 }, { "start": 8008.31, "end": 8013.13, "probability": 0.9938 }, { "start": 8013.83, "end": 8015.99, "probability": 0.9945 }, { "start": 8016.11, "end": 8019.11, "probability": 0.9935 }, { "start": 8019.59, "end": 8023.87, "probability": 0.9809 }, { "start": 8024.01, "end": 8025.19, "probability": 0.7702 }, { "start": 8025.73, "end": 8028.33, "probability": 0.899 }, { "start": 8028.45, "end": 8029.97, "probability": 0.92 }, { "start": 8030.15, "end": 8033.31, "probability": 0.9815 }, { "start": 8033.31, "end": 8037.47, "probability": 0.9703 }, { "start": 8037.51, "end": 8037.73, "probability": 0.6072 }, { "start": 8037.99, "end": 8038.17, "probability": 0.915 }, { "start": 8038.55, "end": 8039.23, "probability": 0.8218 }, { "start": 8039.43, "end": 8044.85, "probability": 0.8846 }, { "start": 8045.01, "end": 8049.07, "probability": 0.9967 }, { "start": 8049.25, "end": 8049.47, "probability": 0.3485 }, { "start": 8049.53, "end": 8049.85, "probability": 0.6731 }, { "start": 8049.99, "end": 8052.63, "probability": 0.9891 }, { "start": 8052.71, "end": 8056.17, "probability": 0.9822 }, { "start": 8056.73, "end": 8058.89, "probability": 0.9517 }, { "start": 8059.23, "end": 8062.05, "probability": 0.71 }, { "start": 8062.69, "end": 8063.09, "probability": 0.9948 }, { "start": 8063.77, "end": 8065.05, "probability": 0.9572 }, { "start": 8065.71, "end": 8066.55, "probability": 0.6046 }, { "start": 8066.67, "end": 8067.47, "probability": 0.5256 }, { "start": 8067.47, "end": 8068.25, "probability": 0.6204 }, { "start": 8068.33, "end": 8068.85, "probability": 0.5052 }, { "start": 8070.25, "end": 8071.63, "probability": 0.8843 }, { "start": 8072.21, "end": 8074.09, "probability": 0.8706 }, { "start": 8074.27, "end": 8074.49, "probability": 0.4143 }, { "start": 8074.77, "end": 8076.27, "probability": 0.9956 }, { "start": 8076.37, "end": 8078.31, "probability": 0.9505 }, { "start": 8078.39, "end": 8080.19, "probability": 0.8155 }, { "start": 8080.31, "end": 8080.55, "probability": 0.8326 }, { "start": 8081.47, "end": 8083.31, "probability": 0.8389 }, { "start": 8083.93, "end": 8085.31, "probability": 0.9109 }, { "start": 8085.99, "end": 8087.45, "probability": 0.8793 }, { "start": 8087.61, "end": 8088.79, "probability": 0.7839 }, { "start": 8089.03, "end": 8089.79, "probability": 0.9893 }, { "start": 8090.43, "end": 8093.89, "probability": 0.9739 }, { "start": 8094.67, "end": 8096.33, "probability": 0.9088 }, { "start": 8097.29, "end": 8097.61, "probability": 0.9598 }, { "start": 8098.59, "end": 8099.75, "probability": 0.7574 }, { "start": 8099.91, "end": 8100.92, "probability": 0.9977 }, { "start": 8101.15, "end": 8101.57, "probability": 0.3847 }, { "start": 8101.67, "end": 8103.55, "probability": 0.8105 }, { "start": 8103.63, "end": 8105.39, "probability": 0.6589 }, { "start": 8105.47, "end": 8107.23, "probability": 0.7287 }, { "start": 8107.47, "end": 8109.37, "probability": 0.9467 }, { "start": 8109.65, "end": 8112.93, "probability": 0.9916 }, { "start": 8113.25, "end": 8113.71, "probability": 0.1712 }, { "start": 8113.85, "end": 8115.07, "probability": 0.5726 }, { "start": 8115.13, "end": 8116.91, "probability": 0.8181 }, { "start": 8117.19, "end": 8121.59, "probability": 0.8179 }, { "start": 8121.73, "end": 8121.99, "probability": 0.8394 }, { "start": 8122.29, "end": 8122.61, "probability": 0.7488 }, { "start": 8123.17, "end": 8127.85, "probability": 0.9445 }, { "start": 8127.85, "end": 8131.75, "probability": 0.9969 }, { "start": 8132.65, "end": 8135.65, "probability": 0.9484 }, { "start": 8136.57, "end": 8137.41, "probability": 0.75 }, { "start": 8138.19, "end": 8140.95, "probability": 0.988 }, { "start": 8140.95, "end": 8143.79, "probability": 0.9979 }, { "start": 8144.55, "end": 8149.81, "probability": 0.8349 }, { "start": 8149.99, "end": 8150.23, "probability": 0.2009 }, { "start": 8150.67, "end": 8151.13, "probability": 0.7372 }, { "start": 8151.45, "end": 8152.33, "probability": 0.8872 }, { "start": 8152.75, "end": 8157.65, "probability": 0.9341 }, { "start": 8157.65, "end": 8160.53, "probability": 0.9804 }, { "start": 8161.31, "end": 8163.29, "probability": 0.9801 }, { "start": 8163.51, "end": 8165.87, "probability": 0.9888 }, { "start": 8166.47, "end": 8169.69, "probability": 0.9958 }, { "start": 8170.75, "end": 8170.75, "probability": 0.9277 }, { "start": 8174.09, "end": 8178.95, "probability": 0.995 }, { "start": 8178.95, "end": 8184.61, "probability": 0.9985 }, { "start": 8185.49, "end": 8188.53, "probability": 0.9976 }, { "start": 8189.01, "end": 8194.53, "probability": 0.9882 }, { "start": 8194.97, "end": 8195.61, "probability": 0.6612 }, { "start": 8195.75, "end": 8196.37, "probability": 0.9067 }, { "start": 8196.45, "end": 8197.17, "probability": 0.8708 }, { "start": 8197.33, "end": 8198.35, "probability": 0.8629 }, { "start": 8198.75, "end": 8203.63, "probability": 0.9685 }, { "start": 8203.63, "end": 8207.95, "probability": 0.9964 }, { "start": 8208.29, "end": 8211.47, "probability": 0.9951 }, { "start": 8211.47, "end": 8215.11, "probability": 0.9998 }, { "start": 8215.81, "end": 8221.57, "probability": 0.9536 }, { "start": 8221.63, "end": 8224.39, "probability": 0.8906 }, { "start": 8224.49, "end": 8227.82, "probability": 0.9584 }, { "start": 8228.79, "end": 8235.55, "probability": 0.8265 }, { "start": 8235.55, "end": 8241.13, "probability": 0.9872 }, { "start": 8241.31, "end": 8241.61, "probability": 0.4752 }, { "start": 8241.77, "end": 8244.55, "probability": 0.9962 }, { "start": 8245.41, "end": 8250.27, "probability": 0.9987 }, { "start": 8250.53, "end": 8252.51, "probability": 0.6802 }, { "start": 8252.97, "end": 8253.35, "probability": 0.4382 }, { "start": 8253.53, "end": 8257.39, "probability": 0.9211 }, { "start": 8257.45, "end": 8263.95, "probability": 0.9846 }, { "start": 8264.79, "end": 8270.09, "probability": 0.9509 }, { "start": 8271.13, "end": 8274.57, "probability": 0.9162 }, { "start": 8274.57, "end": 8277.25, "probability": 0.9471 }, { "start": 8277.47, "end": 8280.97, "probability": 0.9957 }, { "start": 8281.51, "end": 8286.09, "probability": 0.8543 }, { "start": 8286.43, "end": 8289.19, "probability": 0.7471 }, { "start": 8290.17, "end": 8291.27, "probability": 0.9116 }, { "start": 8291.49, "end": 8293.05, "probability": 0.8617 }, { "start": 8293.71, "end": 8295.17, "probability": 0.712 }, { "start": 8295.71, "end": 8298.77, "probability": 0.9747 }, { "start": 8298.79, "end": 8302.17, "probability": 0.9773 }, { "start": 8303.33, "end": 8304.67, "probability": 0.6062 }, { "start": 8305.27, "end": 8305.91, "probability": 0.8434 }, { "start": 8306.43, "end": 8306.99, "probability": 0.8367 }, { "start": 8307.29, "end": 8307.89, "probability": 0.9867 }, { "start": 8308.03, "end": 8308.71, "probability": 0.9822 }, { "start": 8309.07, "end": 8310.53, "probability": 0.616 }, { "start": 8311.13, "end": 8313.41, "probability": 0.9587 }, { "start": 8315.43, "end": 8316.19, "probability": 0.7915 }, { "start": 8317.25, "end": 8317.91, "probability": 0.8505 }, { "start": 8318.49, "end": 8319.15, "probability": 0.7933 }, { "start": 8320.79, "end": 8322.68, "probability": 0.7727 }, { "start": 8323.91, "end": 8325.97, "probability": 0.9038 }, { "start": 8326.17, "end": 8327.39, "probability": 0.9333 }, { "start": 8327.95, "end": 8329.83, "probability": 0.7396 }, { "start": 8330.67, "end": 8333.67, "probability": 0.7713 }, { "start": 8333.81, "end": 8334.45, "probability": 0.7311 }, { "start": 8334.47, "end": 8337.39, "probability": 0.9669 }, { "start": 8337.45, "end": 8337.71, "probability": 0.9204 }, { "start": 8338.37, "end": 8339.91, "probability": 0.6396 }, { "start": 8340.93, "end": 8341.67, "probability": 0.8563 }, { "start": 8342.71, "end": 8346.95, "probability": 0.872 }, { "start": 8347.95, "end": 8349.51, "probability": 0.4918 }, { "start": 8351.29, "end": 8356.27, "probability": 0.9849 }, { "start": 8356.47, "end": 8357.71, "probability": 0.7519 }, { "start": 8358.33, "end": 8360.85, "probability": 0.7318 }, { "start": 8361.47, "end": 8362.01, "probability": 0.7439 }, { "start": 8362.05, "end": 8362.55, "probability": 0.5502 }, { "start": 8362.59, "end": 8363.01, "probability": 0.7082 }, { "start": 8363.05, "end": 8363.27, "probability": 0.7409 }, { "start": 8363.53, "end": 8363.93, "probability": 0.9122 }, { "start": 8364.03, "end": 8364.59, "probability": 0.837 }, { "start": 8364.71, "end": 8365.35, "probability": 0.5467 }, { "start": 8365.89, "end": 8369.01, "probability": 0.6341 }, { "start": 8369.83, "end": 8372.45, "probability": 0.9922 }, { "start": 8373.49, "end": 8374.33, "probability": 0.4834 }, { "start": 8374.37, "end": 8377.09, "probability": 0.8174 }, { "start": 8377.17, "end": 8378.87, "probability": 0.8784 }, { "start": 8379.41, "end": 8382.85, "probability": 0.9944 }, { "start": 8383.93, "end": 8385.79, "probability": 0.8403 }, { "start": 8385.83, "end": 8387.67, "probability": 0.9896 }, { "start": 8387.67, "end": 8388.03, "probability": 0.7668 }, { "start": 8388.23, "end": 8388.45, "probability": 0.8389 }, { "start": 8388.47, "end": 8389.47, "probability": 0.1861 }, { "start": 8390.55, "end": 8397.5, "probability": 0.9792 }, { "start": 8398.17, "end": 8399.09, "probability": 0.8257 }, { "start": 8399.49, "end": 8401.31, "probability": 0.7015 }, { "start": 8401.39, "end": 8402.01, "probability": 0.7602 }, { "start": 8402.03, "end": 8403.47, "probability": 0.5804 }, { "start": 8403.61, "end": 8406.67, "probability": 0.995 }, { "start": 8407.33, "end": 8410.67, "probability": 0.9756 }, { "start": 8411.35, "end": 8413.69, "probability": 0.8083 }, { "start": 8413.79, "end": 8418.47, "probability": 0.9946 }, { "start": 8423.75, "end": 8423.85, "probability": 0.1903 }, { "start": 8426.15, "end": 8428.55, "probability": 0.9885 }, { "start": 8429.15, "end": 8432.93, "probability": 0.9086 }, { "start": 8432.95, "end": 8436.08, "probability": 0.9914 }, { "start": 8436.73, "end": 8437.13, "probability": 0.9927 }, { "start": 8443.92, "end": 8445.91, "probability": 0.6638 }, { "start": 8447.19, "end": 8447.59, "probability": 0.575 }, { "start": 8447.69, "end": 8449.33, "probability": 0.9868 }, { "start": 8449.61, "end": 8453.79, "probability": 0.9467 }, { "start": 8454.01, "end": 8457.87, "probability": 0.9946 }, { "start": 8459.25, "end": 8460.85, "probability": 0.098 }, { "start": 8461.39, "end": 8463.73, "probability": 0.03 }, { "start": 8465.15, "end": 8465.15, "probability": 0.0017 }, { "start": 8465.15, "end": 8465.15, "probability": 0.0362 }, { "start": 8465.15, "end": 8465.15, "probability": 0.0881 }, { "start": 8465.15, "end": 8465.53, "probability": 0.2171 }, { "start": 8465.73, "end": 8468.39, "probability": 0.7193 }, { "start": 8468.51, "end": 8470.11, "probability": 0.9683 }, { "start": 8470.75, "end": 8471.61, "probability": 0.6173 }, { "start": 8471.79, "end": 8474.17, "probability": 0.7969 }, { "start": 8474.47, "end": 8480.19, "probability": 0.9438 }, { "start": 8480.23, "end": 8482.87, "probability": 0.9897 }, { "start": 8483.41, "end": 8486.05, "probability": 0.9795 }, { "start": 8486.13, "end": 8489.46, "probability": 0.9795 }, { "start": 8491.51, "end": 8492.41, "probability": 0.792 }, { "start": 8493.15, "end": 8495.15, "probability": 0.4255 }, { "start": 8495.19, "end": 8495.97, "probability": 0.5971 }, { "start": 8496.23, "end": 8496.89, "probability": 0.5249 }, { "start": 8497.51, "end": 8498.73, "probability": 0.9272 }, { "start": 8502.41, "end": 8504.15, "probability": 0.5998 }, { "start": 8504.37, "end": 8507.59, "probability": 0.8557 }, { "start": 8510.45, "end": 8513.81, "probability": 0.8888 }, { "start": 8513.81, "end": 8517.85, "probability": 0.9957 }, { "start": 8517.97, "end": 8521.53, "probability": 0.9202 }, { "start": 8521.59, "end": 8523.85, "probability": 0.8646 }, { "start": 8524.29, "end": 8524.95, "probability": 0.6293 }, { "start": 8525.59, "end": 8528.31, "probability": 0.8413 }, { "start": 8528.31, "end": 8530.39, "probability": 0.994 }, { "start": 8531.41, "end": 8534.29, "probability": 0.868 }, { "start": 8535.71, "end": 8538.23, "probability": 0.7651 }, { "start": 8538.61, "end": 8539.56, "probability": 0.8488 }, { "start": 8540.15, "end": 8542.65, "probability": 0.9021 }, { "start": 8542.85, "end": 8543.31, "probability": 0.8043 }, { "start": 8543.95, "end": 8548.71, "probability": 0.9567 }, { "start": 8548.71, "end": 8551.45, "probability": 0.9985 }, { "start": 8551.79, "end": 8553.65, "probability": 0.9839 }, { "start": 8554.09, "end": 8554.53, "probability": 0.8221 }, { "start": 8555.19, "end": 8555.57, "probability": 0.6361 }, { "start": 8556.27, "end": 8560.09, "probability": 0.9731 }, { "start": 8560.79, "end": 8565.97, "probability": 0.8889 }, { "start": 8565.97, "end": 8569.63, "probability": 0.9987 }, { "start": 8569.69, "end": 8570.55, "probability": 0.9555 }, { "start": 8571.07, "end": 8572.75, "probability": 0.9889 }, { "start": 8572.93, "end": 8574.57, "probability": 0.998 }, { "start": 8575.05, "end": 8578.47, "probability": 0.9915 }, { "start": 8579.25, "end": 8581.17, "probability": 0.9441 }, { "start": 8581.39, "end": 8586.13, "probability": 0.9969 }, { "start": 8586.69, "end": 8587.49, "probability": 0.6023 }, { "start": 8587.51, "end": 8591.05, "probability": 0.795 }, { "start": 8591.75, "end": 8592.21, "probability": 0.4592 }, { "start": 8592.25, "end": 8594.01, "probability": 0.7252 }, { "start": 8594.95, "end": 8596.89, "probability": 0.6525 }, { "start": 8597.67, "end": 8598.61, "probability": 0.9226 }, { "start": 8599.81, "end": 8601.29, "probability": 0.9874 }, { "start": 8603.53, "end": 8605.85, "probability": 0.9707 }, { "start": 8606.55, "end": 8609.63, "probability": 0.8589 }, { "start": 8609.67, "end": 8612.95, "probability": 0.4753 }, { "start": 8614.63, "end": 8615.69, "probability": 0.4704 }, { "start": 8615.69, "end": 8617.81, "probability": 0.8718 }, { "start": 8618.09, "end": 8619.9, "probability": 0.6856 }, { "start": 8621.19, "end": 8621.27, "probability": 0.1284 }, { "start": 8622.09, "end": 8625.55, "probability": 0.856 }, { "start": 8629.75, "end": 8630.27, "probability": 0.3836 }, { "start": 8630.39, "end": 8631.85, "probability": 0.8276 }, { "start": 8631.95, "end": 8635.75, "probability": 0.9733 }, { "start": 8636.25, "end": 8639.03, "probability": 0.9198 }, { "start": 8639.81, "end": 8641.15, "probability": 0.9341 }, { "start": 8641.27, "end": 8641.75, "probability": 0.3409 }, { "start": 8641.98, "end": 8645.47, "probability": 0.7894 }, { "start": 8646.03, "end": 8651.87, "probability": 0.8758 }, { "start": 8651.95, "end": 8653.55, "probability": 0.7727 }, { "start": 8653.91, "end": 8655.81, "probability": 0.7954 }, { "start": 8656.73, "end": 8658.17, "probability": 0.9889 }, { "start": 8658.91, "end": 8660.99, "probability": 0.9136 }, { "start": 8662.16, "end": 8665.43, "probability": 0.8878 }, { "start": 8666.77, "end": 8669.43, "probability": 0.9141 }, { "start": 8670.23, "end": 8673.93, "probability": 0.8114 }, { "start": 8674.59, "end": 8677.89, "probability": 0.971 }, { "start": 8677.91, "end": 8678.63, "probability": 0.5324 }, { "start": 8678.73, "end": 8680.11, "probability": 0.6853 }, { "start": 8681.48, "end": 8685.19, "probability": 0.8828 }, { "start": 8686.95, "end": 8688.61, "probability": 0.9527 }, { "start": 8688.85, "end": 8689.25, "probability": 0.4289 }, { "start": 8690.25, "end": 8695.17, "probability": 0.9932 }, { "start": 8695.65, "end": 8697.23, "probability": 0.9878 }, { "start": 8697.39, "end": 8699.19, "probability": 0.9771 }, { "start": 8701.17, "end": 8703.59, "probability": 0.9834 }, { "start": 8703.59, "end": 8706.21, "probability": 0.9092 }, { "start": 8706.73, "end": 8709.25, "probability": 0.8634 }, { "start": 8709.79, "end": 8716.71, "probability": 0.7508 }, { "start": 8716.79, "end": 8718.69, "probability": 0.9973 }, { "start": 8719.21, "end": 8720.35, "probability": 0.7599 }, { "start": 8721.03, "end": 8723.59, "probability": 0.9666 }, { "start": 8724.61, "end": 8727.17, "probability": 0.8733 }, { "start": 8727.75, "end": 8728.69, "probability": 0.701 }, { "start": 8729.01, "end": 8731.45, "probability": 0.9669 }, { "start": 8731.45, "end": 8734.35, "probability": 0.9549 }, { "start": 8736.13, "end": 8738.45, "probability": 0.254 }, { "start": 8738.61, "end": 8738.83, "probability": 0.5529 }, { "start": 8738.89, "end": 8741.69, "probability": 0.9937 }, { "start": 8742.03, "end": 8746.23, "probability": 0.8877 }, { "start": 8746.45, "end": 8747.73, "probability": 0.9745 }, { "start": 8748.07, "end": 8749.65, "probability": 0.8466 }, { "start": 8749.99, "end": 8750.47, "probability": 0.7524 }, { "start": 8750.87, "end": 8755.13, "probability": 0.9744 }, { "start": 8755.91, "end": 8761.43, "probability": 0.9966 }, { "start": 8761.85, "end": 8764.33, "probability": 0.9535 }, { "start": 8764.41, "end": 8766.97, "probability": 0.9988 }, { "start": 8767.31, "end": 8767.51, "probability": 0.667 }, { "start": 8767.53, "end": 8768.09, "probability": 0.9676 }, { "start": 8768.33, "end": 8769.81, "probability": 0.2369 }, { "start": 8769.91, "end": 8770.07, "probability": 0.3432 }, { "start": 8770.85, "end": 8774.19, "probability": 0.9355 }, { "start": 8774.97, "end": 8779.85, "probability": 0.9761 }, { "start": 8780.41, "end": 8784.57, "probability": 0.9966 }, { "start": 8785.35, "end": 8789.59, "probability": 0.9929 }, { "start": 8789.71, "end": 8790.83, "probability": 0.8498 }, { "start": 8791.15, "end": 8794.83, "probability": 0.9939 }, { "start": 8796.25, "end": 8798.17, "probability": 0.7883 }, { "start": 8798.37, "end": 8800.21, "probability": 0.9872 }, { "start": 8802.95, "end": 8805.91, "probability": 0.9862 }, { "start": 8806.13, "end": 8809.53, "probability": 0.9874 }, { "start": 8809.63, "end": 8813.31, "probability": 0.9915 }, { "start": 8814.57, "end": 8814.69, "probability": 0.2719 }, { "start": 8814.69, "end": 8815.93, "probability": 0.5937 }, { "start": 8817.25, "end": 8817.91, "probability": 0.3838 }, { "start": 8819.28, "end": 8822.19, "probability": 0.7631 }, { "start": 8822.33, "end": 8824.39, "probability": 0.5215 }, { "start": 8824.47, "end": 8827.49, "probability": 0.744 }, { "start": 8827.71, "end": 8828.99, "probability": 0.8735 }, { "start": 8830.67, "end": 8833.01, "probability": 0.8027 }, { "start": 8833.57, "end": 8837.03, "probability": 0.7127 }, { "start": 8837.95, "end": 8838.61, "probability": 0.9423 }, { "start": 8839.07, "end": 8840.98, "probability": 0.4482 }, { "start": 8841.87, "end": 8844.31, "probability": 0.8728 }, { "start": 8844.79, "end": 8848.97, "probability": 0.9615 }, { "start": 8849.49, "end": 8849.79, "probability": 0.6173 }, { "start": 8850.59, "end": 8854.33, "probability": 0.7998 }, { "start": 8854.77, "end": 8859.59, "probability": 0.9951 }, { "start": 8859.86, "end": 8863.71, "probability": 0.9741 }, { "start": 8863.95, "end": 8865.35, "probability": 0.9454 }, { "start": 8865.47, "end": 8868.73, "probability": 0.9255 }, { "start": 8869.15, "end": 8869.99, "probability": 0.5445 }, { "start": 8870.17, "end": 8872.11, "probability": 0.9602 }, { "start": 8872.25, "end": 8872.89, "probability": 0.9463 }, { "start": 8873.03, "end": 8873.93, "probability": 0.9916 }, { "start": 8874.19, "end": 8874.99, "probability": 0.5093 }, { "start": 8876.52, "end": 8878.95, "probability": 0.4302 }, { "start": 8878.95, "end": 8881.37, "probability": 0.8873 }, { "start": 8882.99, "end": 8883.19, "probability": 0.4855 }, { "start": 8883.61, "end": 8887.47, "probability": 0.8573 }, { "start": 8887.57, "end": 8889.13, "probability": 0.9927 }, { "start": 8890.01, "end": 8891.13, "probability": 0.6187 }, { "start": 8894.61, "end": 8895.15, "probability": 0.1922 }, { "start": 8895.15, "end": 8895.15, "probability": 0.0066 }, { "start": 8895.15, "end": 8898.91, "probability": 0.3542 }, { "start": 8899.17, "end": 8902.47, "probability": 0.9932 }, { "start": 8902.47, "end": 8906.77, "probability": 0.7142 }, { "start": 8906.89, "end": 8907.31, "probability": 0.485 }, { "start": 8907.37, "end": 8908.67, "probability": 0.9051 }, { "start": 8909.57, "end": 8912.37, "probability": 0.96 }, { "start": 8912.37, "end": 8917.21, "probability": 0.986 }, { "start": 8917.58, "end": 8919.67, "probability": 0.9983 }, { "start": 8920.47, "end": 8922.51, "probability": 0.9762 }, { "start": 8922.63, "end": 8924.84, "probability": 0.9972 }, { "start": 8925.25, "end": 8925.73, "probability": 0.5639 }, { "start": 8925.91, "end": 8926.69, "probability": 0.8826 }, { "start": 8927.73, "end": 8931.15, "probability": 0.9923 }, { "start": 8931.31, "end": 8933.34, "probability": 0.9976 }, { "start": 8933.41, "end": 8933.87, "probability": 0.9822 }, { "start": 8934.25, "end": 8937.85, "probability": 0.754 }, { "start": 8937.85, "end": 8943.05, "probability": 0.9439 }, { "start": 8943.87, "end": 8945.9, "probability": 0.895 }, { "start": 8946.51, "end": 8949.79, "probability": 0.9736 }, { "start": 8950.21, "end": 8953.35, "probability": 0.9846 }, { "start": 8954.41, "end": 8956.35, "probability": 0.9883 }, { "start": 8956.59, "end": 8958.01, "probability": 0.5029 }, { "start": 8958.89, "end": 8958.99, "probability": 0.0402 }, { "start": 8958.99, "end": 8959.85, "probability": 0.4509 }, { "start": 8960.65, "end": 8961.95, "probability": 0.8194 }, { "start": 8961.95, "end": 8962.89, "probability": 0.3181 }, { "start": 8963.01, "end": 8964.07, "probability": 0.5018 }, { "start": 8973.69, "end": 8975.89, "probability": 0.6762 }, { "start": 8987.55, "end": 8989.19, "probability": 0.6403 }, { "start": 8989.29, "end": 8990.03, "probability": 0.6762 }, { "start": 8990.15, "end": 8991.42, "probability": 0.5221 }, { "start": 8991.97, "end": 8997.57, "probability": 0.9085 }, { "start": 8999.03, "end": 9000.75, "probability": 0.8874 }, { "start": 9002.05, "end": 9003.87, "probability": 0.921 }, { "start": 9004.73, "end": 9007.37, "probability": 0.7362 }, { "start": 9007.89, "end": 9010.13, "probability": 0.6929 }, { "start": 9010.23, "end": 9011.22, "probability": 0.9238 }, { "start": 9011.65, "end": 9015.63, "probability": 0.9897 }, { "start": 9016.79, "end": 9018.91, "probability": 0.5952 }, { "start": 9018.97, "end": 9025.31, "probability": 0.8341 }, { "start": 9025.39, "end": 9028.59, "probability": 0.9951 }, { "start": 9029.21, "end": 9033.43, "probability": 0.9828 }, { "start": 9033.55, "end": 9034.39, "probability": 0.8106 }, { "start": 9034.91, "end": 9037.99, "probability": 0.9779 }, { "start": 9039.59, "end": 9043.97, "probability": 0.903 }, { "start": 9044.41, "end": 9045.83, "probability": 0.7863 }, { "start": 9046.51, "end": 9047.45, "probability": 0.8113 }, { "start": 9048.03, "end": 9049.18, "probability": 0.5911 }, { "start": 9049.89, "end": 9053.49, "probability": 0.9137 }, { "start": 9054.67, "end": 9058.45, "probability": 0.7179 }, { "start": 9058.57, "end": 9059.65, "probability": 0.9862 }, { "start": 9062.02, "end": 9063.11, "probability": 0.922 }, { "start": 9063.29, "end": 9064.59, "probability": 0.7125 }, { "start": 9064.87, "end": 9071.49, "probability": 0.9876 }, { "start": 9071.57, "end": 9072.69, "probability": 0.7656 }, { "start": 9073.35, "end": 9074.13, "probability": 0.8251 }, { "start": 9074.29, "end": 9075.21, "probability": 0.9131 }, { "start": 9075.33, "end": 9075.93, "probability": 0.8845 }, { "start": 9076.43, "end": 9080.63, "probability": 0.9919 }, { "start": 9080.83, "end": 9082.93, "probability": 0.9985 }, { "start": 9082.93, "end": 9085.93, "probability": 0.7881 }, { "start": 9086.43, "end": 9087.91, "probability": 0.9937 }, { "start": 9090.19, "end": 9092.31, "probability": 0.6175 }, { "start": 9092.66, "end": 9094.35, "probability": 0.7479 }, { "start": 9095.93, "end": 9098.7, "probability": 0.7221 }, { "start": 9099.55, "end": 9100.29, "probability": 0.7157 }, { "start": 9100.53, "end": 9104.95, "probability": 0.9473 }, { "start": 9105.61, "end": 9107.71, "probability": 0.8433 }, { "start": 9107.77, "end": 9111.93, "probability": 0.9896 }, { "start": 9113.19, "end": 9116.63, "probability": 0.9757 }, { "start": 9116.63, "end": 9119.47, "probability": 0.991 }, { "start": 9119.69, "end": 9122.79, "probability": 0.8386 }, { "start": 9123.25, "end": 9126.73, "probability": 0.9919 }, { "start": 9127.35, "end": 9129.21, "probability": 0.8364 }, { "start": 9129.41, "end": 9133.61, "probability": 0.8621 }, { "start": 9134.55, "end": 9137.21, "probability": 0.8136 }, { "start": 9137.31, "end": 9138.27, "probability": 0.3847 }, { "start": 9138.71, "end": 9139.27, "probability": 0.5406 }, { "start": 9139.41, "end": 9141.07, "probability": 0.7865 }, { "start": 9141.75, "end": 9144.55, "probability": 0.9603 }, { "start": 9145.11, "end": 9150.09, "probability": 0.9849 }, { "start": 9150.51, "end": 9154.87, "probability": 0.9207 }, { "start": 9155.39, "end": 9158.59, "probability": 0.9804 }, { "start": 9159.31, "end": 9161.03, "probability": 0.9002 }, { "start": 9161.39, "end": 9162.63, "probability": 0.9874 }, { "start": 9162.75, "end": 9163.17, "probability": 0.8935 }, { "start": 9163.27, "end": 9164.29, "probability": 0.9827 }, { "start": 9165.95, "end": 9166.77, "probability": 0.8446 }, { "start": 9167.67, "end": 9169.65, "probability": 0.9121 }, { "start": 9169.79, "end": 9170.15, "probability": 0.8008 }, { "start": 9170.87, "end": 9171.47, "probability": 0.732 }, { "start": 9171.57, "end": 9172.39, "probability": 0.6907 }, { "start": 9173.07, "end": 9177.09, "probability": 0.6106 }, { "start": 9177.37, "end": 9177.81, "probability": 0.4361 }, { "start": 9177.85, "end": 9179.11, "probability": 0.8199 }, { "start": 9179.37, "end": 9180.69, "probability": 0.8841 }, { "start": 9181.25, "end": 9181.65, "probability": 0.7219 }, { "start": 9182.37, "end": 9182.51, "probability": 0.7788 }, { "start": 9182.99, "end": 9187.85, "probability": 0.7559 }, { "start": 9188.91, "end": 9189.41, "probability": 0.3309 }, { "start": 9189.57, "end": 9193.82, "probability": 0.9879 }, { "start": 9194.87, "end": 9198.15, "probability": 0.9936 }, { "start": 9198.23, "end": 9198.79, "probability": 0.7677 }, { "start": 9199.89, "end": 9203.15, "probability": 0.9956 }, { "start": 9203.39, "end": 9204.37, "probability": 0.7929 }, { "start": 9204.83, "end": 9205.37, "probability": 0.981 }, { "start": 9205.39, "end": 9205.75, "probability": 0.9427 }, { "start": 9206.05, "end": 9206.57, "probability": 0.939 }, { "start": 9207.69, "end": 9208.27, "probability": 0.9064 }, { "start": 9208.29, "end": 9212.86, "probability": 0.9456 }, { "start": 9215.57, "end": 9220.33, "probability": 0.9901 }, { "start": 9221.07, "end": 9222.69, "probability": 0.5078 }, { "start": 9237.97, "end": 9241.83, "probability": 0.5704 }, { "start": 9242.15, "end": 9244.31, "probability": 0.497 }, { "start": 9244.53, "end": 9245.71, "probability": 0.8001 }, { "start": 9245.97, "end": 9248.27, "probability": 0.7896 }, { "start": 9248.87, "end": 9251.83, "probability": 0.0227 }, { "start": 9251.83, "end": 9256.33, "probability": 0.1089 }, { "start": 9288.83, "end": 9289.57, "probability": 0.3762 }, { "start": 9290.41, "end": 9291.11, "probability": 0.3747 }, { "start": 9293.61, "end": 9296.43, "probability": 0.7741 }, { "start": 9299.07, "end": 9300.83, "probability": 0.9496 }, { "start": 9301.69, "end": 9302.11, "probability": 0.748 }, { "start": 9310.65, "end": 9312.39, "probability": 0.0303 }, { "start": 9312.63, "end": 9312.75, "probability": 0.4112 }, { "start": 9329.93, "end": 9330.39, "probability": 0.0229 }, { "start": 9332.69, "end": 9332.89, "probability": 0.5416 }, { "start": 9334.09, "end": 9334.55, "probability": 0.1304 }, { "start": 9339.75, "end": 9342.55, "probability": 0.0589 }, { "start": 9342.67, "end": 9343.11, "probability": 0.3723 }, { "start": 9345.95, "end": 9346.69, "probability": 0.543 }, { "start": 9350.39, "end": 9351.39, "probability": 0.6657 }, { "start": 9352.73, "end": 9356.69, "probability": 0.957 }, { "start": 9357.85, "end": 9358.73, "probability": 0.9258 }, { "start": 9370.03, "end": 9371.41, "probability": 0.9916 }, { "start": 9372.59, "end": 9373.81, "probability": 0.9368 }, { "start": 9375.31, "end": 9379.67, "probability": 0.8587 }, { "start": 9380.83, "end": 9381.25, "probability": 0.9175 }, { "start": 9382.03, "end": 9384.33, "probability": 0.6836 }, { "start": 9385.23, "end": 9387.39, "probability": 0.7972 }, { "start": 9388.25, "end": 9390.67, "probability": 0.8445 }, { "start": 9391.29, "end": 9391.87, "probability": 0.6414 }, { "start": 9392.97, "end": 9393.69, "probability": 0.9935 }, { "start": 9394.61, "end": 9396.15, "probability": 0.9542 }, { "start": 9397.87, "end": 9399.23, "probability": 0.7796 }, { "start": 9399.95, "end": 9400.97, "probability": 0.8458 }, { "start": 9401.57, "end": 9402.73, "probability": 0.8628 }, { "start": 9403.91, "end": 9405.95, "probability": 0.9482 }, { "start": 9407.35, "end": 9408.21, "probability": 0.5533 }, { "start": 9408.23, "end": 9409.19, "probability": 0.6336 }, { "start": 9409.83, "end": 9413.09, "probability": 0.8855 }, { "start": 9414.39, "end": 9418.25, "probability": 0.8166 }, { "start": 9419.35, "end": 9423.43, "probability": 0.8526 }, { "start": 9424.01, "end": 9426.41, "probability": 0.0392 }, { "start": 9426.41, "end": 9427.09, "probability": 0.2543 }, { "start": 9428.33, "end": 9429.65, "probability": 0.8351 }, { "start": 9429.75, "end": 9431.01, "probability": 0.8445 }, { "start": 9431.19, "end": 9431.59, "probability": 0.7947 }, { "start": 9431.73, "end": 9432.17, "probability": 0.4648 }, { "start": 9434.3, "end": 9437.13, "probability": 0.863 }, { "start": 9438.01, "end": 9440.41, "probability": 0.9965 }, { "start": 9441.31, "end": 9444.35, "probability": 0.9538 }, { "start": 9445.37, "end": 9445.81, "probability": 0.6126 }, { "start": 9446.67, "end": 9447.33, "probability": 0.8546 }, { "start": 9448.91, "end": 9449.37, "probability": 0.8388 }, { "start": 9460.77, "end": 9460.77, "probability": 0.0404 }, { "start": 9468.57, "end": 9470.03, "probability": 0.6436 }, { "start": 9470.67, "end": 9471.97, "probability": 0.8913 }, { "start": 9473.55, "end": 9474.83, "probability": 0.6396 }, { "start": 9478.05, "end": 9480.59, "probability": 0.7055 }, { "start": 9482.29, "end": 9487.07, "probability": 0.9858 }, { "start": 9488.39, "end": 9489.49, "probability": 0.8755 }, { "start": 9490.83, "end": 9491.47, "probability": 0.9744 }, { "start": 9492.53, "end": 9495.07, "probability": 0.9727 }, { "start": 9496.59, "end": 9499.69, "probability": 0.9047 }, { "start": 9500.29, "end": 9501.45, "probability": 0.9093 }, { "start": 9502.71, "end": 9505.31, "probability": 0.7767 }, { "start": 9506.33, "end": 9508.69, "probability": 0.9544 }, { "start": 9512.45, "end": 9513.13, "probability": 0.7826 }, { "start": 9515.95, "end": 9517.83, "probability": 0.9964 }, { "start": 9518.45, "end": 9519.53, "probability": 0.8945 }, { "start": 9520.67, "end": 9521.23, "probability": 0.6315 }, { "start": 9521.81, "end": 9522.79, "probability": 0.611 }, { "start": 9523.87, "end": 9526.49, "probability": 0.8244 }, { "start": 9527.05, "end": 9527.71, "probability": 0.7927 }, { "start": 9529.03, "end": 9530.91, "probability": 0.9939 }, { "start": 9531.35, "end": 9532.59, "probability": 0.9236 }, { "start": 9533.37, "end": 9536.31, "probability": 0.9951 }, { "start": 9537.71, "end": 9540.61, "probability": 0.7693 }, { "start": 9541.47, "end": 9542.18, "probability": 0.9827 }, { "start": 9543.19, "end": 9544.21, "probability": 0.7275 }, { "start": 9544.81, "end": 9546.15, "probability": 0.8131 }, { "start": 9546.89, "end": 9547.41, "probability": 0.7957 }, { "start": 9548.71, "end": 9548.93, "probability": 0.7764 }, { "start": 9551.29, "end": 9552.15, "probability": 0.9014 }, { "start": 9552.97, "end": 9553.69, "probability": 0.7469 }, { "start": 9556.53, "end": 9558.07, "probability": 0.9436 }, { "start": 9560.57, "end": 9561.29, "probability": 0.7983 }, { "start": 9561.91, "end": 9562.57, "probability": 0.8431 }, { "start": 9564.15, "end": 9564.97, "probability": 0.8791 }, { "start": 9565.93, "end": 9566.81, "probability": 0.5155 }, { "start": 9568.47, "end": 9571.41, "probability": 0.9671 }, { "start": 9572.57, "end": 9575.13, "probability": 0.9826 }, { "start": 9576.39, "end": 9578.83, "probability": 0.9399 }, { "start": 9579.79, "end": 9580.59, "probability": 0.8334 }, { "start": 9581.21, "end": 9583.73, "probability": 0.9373 }, { "start": 9584.41, "end": 9590.87, "probability": 0.9697 }, { "start": 9593.55, "end": 9597.01, "probability": 0.8721 }, { "start": 9599.45, "end": 9600.07, "probability": 0.909 }, { "start": 9607.43, "end": 9607.43, "probability": 0.4375 }, { "start": 9607.43, "end": 9610.75, "probability": 0.059 }, { "start": 9611.35, "end": 9614.07, "probability": 0.4149 }, { "start": 9614.17, "end": 9614.97, "probability": 0.8364 }, { "start": 9615.29, "end": 9616.11, "probability": 0.8828 }, { "start": 9616.99, "end": 9617.61, "probability": 0.9331 }, { "start": 9617.91, "end": 9618.69, "probability": 0.9205 }, { "start": 9619.29, "end": 9620.07, "probability": 0.9585 }, { "start": 9621.43, "end": 9622.73, "probability": 0.7424 }, { "start": 9629.87, "end": 9630.85, "probability": 0.9005 }, { "start": 9631.01, "end": 9632.61, "probability": 0.983 }, { "start": 9632.67, "end": 9634.69, "probability": 0.7518 }, { "start": 9636.61, "end": 9637.31, "probability": 0.9204 }, { "start": 9637.85, "end": 9641.46, "probability": 0.9756 }, { "start": 9642.53, "end": 9645.57, "probability": 0.9864 }, { "start": 9646.85, "end": 9649.71, "probability": 0.9754 }, { "start": 9649.71, "end": 9652.63, "probability": 0.9988 }, { "start": 9653.27, "end": 9658.79, "probability": 0.9883 }, { "start": 9660.01, "end": 9660.57, "probability": 0.6691 }, { "start": 9661.67, "end": 9664.07, "probability": 0.9944 }, { "start": 9665.01, "end": 9668.89, "probability": 0.9993 }, { "start": 9670.05, "end": 9670.85, "probability": 0.8304 }, { "start": 9671.77, "end": 9674.31, "probability": 0.9908 }, { "start": 9675.23, "end": 9675.87, "probability": 0.7933 }, { "start": 9676.53, "end": 9677.67, "probability": 0.8534 }, { "start": 9678.43, "end": 9680.13, "probability": 0.9949 }, { "start": 9681.35, "end": 9687.11, "probability": 0.967 }, { "start": 9687.75, "end": 9689.05, "probability": 0.8914 }, { "start": 9689.61, "end": 9691.83, "probability": 0.7739 }, { "start": 9692.49, "end": 9692.83, "probability": 0.8629 }, { "start": 9693.55, "end": 9695.75, "probability": 0.963 }, { "start": 9696.25, "end": 9696.69, "probability": 0.7177 }, { "start": 9697.55, "end": 9703.43, "probability": 0.9977 }, { "start": 9703.79, "end": 9705.61, "probability": 0.9799 }, { "start": 9705.73, "end": 9706.51, "probability": 0.9919 }, { "start": 9707.11, "end": 9708.41, "probability": 0.9292 }, { "start": 9708.71, "end": 9710.97, "probability": 0.9727 }, { "start": 9711.55, "end": 9714.25, "probability": 0.8407 }, { "start": 9715.37, "end": 9719.31, "probability": 0.7775 }, { "start": 9719.39, "end": 9721.03, "probability": 0.9935 }, { "start": 9721.51, "end": 9724.17, "probability": 0.9056 }, { "start": 9726.99, "end": 9730.09, "probability": 0.8383 }, { "start": 9730.39, "end": 9733.35, "probability": 0.8914 }, { "start": 9737.43, "end": 9742.19, "probability": 0.9958 }, { "start": 9742.19, "end": 9746.21, "probability": 0.9977 }, { "start": 9747.67, "end": 9747.99, "probability": 0.4997 }, { "start": 9749.05, "end": 9750.15, "probability": 0.864 }, { "start": 9751.01, "end": 9752.73, "probability": 0.9966 }, { "start": 9753.45, "end": 9755.11, "probability": 0.9989 }, { "start": 9756.01, "end": 9756.85, "probability": 0.7686 }, { "start": 9759.01, "end": 9762.63, "probability": 0.9937 }, { "start": 9763.67, "end": 9765.16, "probability": 0.5793 }, { "start": 9766.15, "end": 9767.21, "probability": 0.9398 }, { "start": 9767.75, "end": 9769.75, "probability": 0.9958 }, { "start": 9770.27, "end": 9770.63, "probability": 0.9746 }, { "start": 9771.89, "end": 9772.67, "probability": 0.9637 }, { "start": 9773.57, "end": 9775.63, "probability": 0.8841 }, { "start": 9777.41, "end": 9780.25, "probability": 0.9934 }, { "start": 9781.13, "end": 9786.75, "probability": 0.9973 }, { "start": 9787.59, "end": 9792.03, "probability": 0.9993 }, { "start": 9792.71, "end": 9795.19, "probability": 0.9781 }, { "start": 9795.79, "end": 9800.61, "probability": 0.9965 }, { "start": 9801.33, "end": 9803.15, "probability": 0.9922 }, { "start": 9804.47, "end": 9806.21, "probability": 0.9969 }, { "start": 9807.13, "end": 9808.01, "probability": 0.9736 }, { "start": 9808.11, "end": 9809.19, "probability": 0.9911 }, { "start": 9809.59, "end": 9813.73, "probability": 0.9904 }, { "start": 9815.69, "end": 9818.15, "probability": 0.9921 }, { "start": 9819.13, "end": 9821.89, "probability": 0.798 }, { "start": 9823.11, "end": 9826.01, "probability": 0.9092 }, { "start": 9827.17, "end": 9827.87, "probability": 0.4296 }, { "start": 9829.33, "end": 9830.13, "probability": 0.9565 }, { "start": 9830.97, "end": 9833.83, "probability": 0.9849 }, { "start": 9834.63, "end": 9835.51, "probability": 0.9907 }, { "start": 9836.63, "end": 9837.89, "probability": 0.9915 }, { "start": 9838.65, "end": 9839.49, "probability": 0.9987 }, { "start": 9840.01, "end": 9842.09, "probability": 0.6844 }, { "start": 9842.67, "end": 9844.83, "probability": 0.9784 }, { "start": 9845.43, "end": 9846.29, "probability": 0.8523 }, { "start": 9846.49, "end": 9847.19, "probability": 0.7875 }, { "start": 9847.81, "end": 9850.37, "probability": 0.8399 }, { "start": 9850.93, "end": 9852.95, "probability": 0.9893 }, { "start": 9855.23, "end": 9855.59, "probability": 0.9391 }, { "start": 9855.65, "end": 9858.61, "probability": 0.9666 }, { "start": 9858.75, "end": 9859.89, "probability": 0.7669 }, { "start": 9861.21, "end": 9864.21, "probability": 0.9925 }, { "start": 9865.45, "end": 9869.25, "probability": 0.8867 }, { "start": 9869.81, "end": 9872.55, "probability": 0.9742 }, { "start": 9873.83, "end": 9879.09, "probability": 0.925 }, { "start": 9880.13, "end": 9882.41, "probability": 0.9954 }, { "start": 9883.49, "end": 9884.05, "probability": 0.9565 }, { "start": 9884.61, "end": 9886.71, "probability": 0.9743 }, { "start": 9888.25, "end": 9891.93, "probability": 0.9897 }, { "start": 9891.93, "end": 9894.63, "probability": 0.9908 }, { "start": 9895.67, "end": 9897.01, "probability": 0.7425 }, { "start": 9897.89, "end": 9898.75, "probability": 0.7458 }, { "start": 9899.67, "end": 9900.51, "probability": 0.9702 }, { "start": 9902.27, "end": 9902.69, "probability": 0.95 }, { "start": 9903.79, "end": 9904.59, "probability": 0.9664 }, { "start": 9906.25, "end": 9907.37, "probability": 0.9904 }, { "start": 9908.03, "end": 9913.91, "probability": 0.992 }, { "start": 9915.33, "end": 9915.71, "probability": 0.7793 }, { "start": 9916.29, "end": 9917.37, "probability": 0.5581 }, { "start": 9918.59, "end": 9921.27, "probability": 0.7914 }, { "start": 9922.2, "end": 9926.17, "probability": 0.8752 }, { "start": 9926.25, "end": 9928.55, "probability": 0.8411 }, { "start": 9929.13, "end": 9930.87, "probability": 0.8073 }, { "start": 9931.33, "end": 9933.32, "probability": 0.9832 }, { "start": 9933.75, "end": 9934.87, "probability": 0.8701 }, { "start": 9935.79, "end": 9937.51, "probability": 0.8378 }, { "start": 9938.51, "end": 9941.23, "probability": 0.9204 }, { "start": 9942.17, "end": 9943.09, "probability": 0.9866 }, { "start": 9943.95, "end": 9947.03, "probability": 0.9894 }, { "start": 9947.07, "end": 9950.01, "probability": 0.993 }, { "start": 9950.07, "end": 9952.47, "probability": 0.7361 }, { "start": 9952.57, "end": 9954.53, "probability": 0.9846 }, { "start": 9955.65, "end": 9960.73, "probability": 0.9447 }, { "start": 9960.73, "end": 9963.63, "probability": 0.9829 }, { "start": 9964.55, "end": 9965.99, "probability": 0.8725 }, { "start": 9967.23, "end": 9970.43, "probability": 0.8229 }, { "start": 9970.97, "end": 9974.47, "probability": 0.9934 }, { "start": 9974.93, "end": 9976.25, "probability": 0.4729 }, { "start": 9976.93, "end": 9977.71, "probability": 0.4285 }, { "start": 9978.35, "end": 9979.33, "probability": 0.9899 }, { "start": 9979.75, "end": 9980.63, "probability": 0.9783 }, { "start": 9981.17, "end": 9982.11, "probability": 0.9836 }, { "start": 9982.65, "end": 9983.19, "probability": 0.9737 }, { "start": 9983.45, "end": 9983.95, "probability": 0.6978 }, { "start": 9985.33, "end": 9986.71, "probability": 0.9965 }, { "start": 9987.57, "end": 9988.51, "probability": 0.958 }, { "start": 9989.57, "end": 9992.31, "probability": 0.9378 }, { "start": 9992.73, "end": 9998.09, "probability": 0.9292 }, { "start": 9998.47, "end": 9999.67, "probability": 0.8514 }, { "start": 9999.87, "end": 10001.55, "probability": 0.8942 }, { "start": 10003.75, "end": 10005.21, "probability": 0.9199 }, { "start": 10006.71, "end": 10007.23, "probability": 0.5984 }, { "start": 10008.17, "end": 10009.18, "probability": 0.4935 }, { "start": 10010.07, "end": 10011.29, "probability": 0.9571 }, { "start": 10011.87, "end": 10013.15, "probability": 0.8702 }, { "start": 10017.39, "end": 10018.03, "probability": 0.7724 }, { "start": 10018.79, "end": 10019.57, "probability": 0.8167 }, { "start": 10021.35, "end": 10021.83, "probability": 0.8035 }, { "start": 10022.41, "end": 10023.01, "probability": 0.8091 }, { "start": 10023.79, "end": 10025.27, "probability": 0.9299 }, { "start": 10026.29, "end": 10027.63, "probability": 0.9671 }, { "start": 10028.53, "end": 10029.77, "probability": 0.7822 }, { "start": 10030.77, "end": 10031.77, "probability": 0.8439 }, { "start": 10033.01, "end": 10040.27, "probability": 0.9785 }, { "start": 10041.33, "end": 10042.79, "probability": 0.9553 }, { "start": 10044.27, "end": 10044.91, "probability": 0.8718 }, { "start": 10048.09, "end": 10049.43, "probability": 0.9698 }, { "start": 10050.67, "end": 10063.05, "probability": 0.9917 }, { "start": 10064.35, "end": 10065.27, "probability": 0.9531 }, { "start": 10067.57, "end": 10068.85, "probability": 0.9777 }, { "start": 10069.55, "end": 10071.01, "probability": 0.9862 }, { "start": 10074.59, "end": 10076.55, "probability": 0.9168 }, { "start": 10077.25, "end": 10081.63, "probability": 0.9943 }, { "start": 10082.37, "end": 10084.67, "probability": 0.7873 }, { "start": 10085.67, "end": 10086.57, "probability": 0.8837 }, { "start": 10087.41, "end": 10091.05, "probability": 0.884 }, { "start": 10091.85, "end": 10094.87, "probability": 0.7904 }, { "start": 10095.71, "end": 10105.91, "probability": 0.9487 }, { "start": 10106.51, "end": 10108.03, "probability": 0.9938 }, { "start": 10108.59, "end": 10109.75, "probability": 0.98 }, { "start": 10111.39, "end": 10113.73, "probability": 0.9703 }, { "start": 10114.93, "end": 10115.93, "probability": 0.9539 }, { "start": 10118.49, "end": 10120.85, "probability": 0.7292 }, { "start": 10121.39, "end": 10123.55, "probability": 0.7476 }, { "start": 10123.55, "end": 10125.41, "probability": 0.7825 }, { "start": 10125.85, "end": 10129.95, "probability": 0.9175 }, { "start": 10130.13, "end": 10130.35, "probability": 0.4377 }, { "start": 10130.87, "end": 10131.47, "probability": 0.1231 }, { "start": 10131.61, "end": 10134.65, "probability": 0.9606 }, { "start": 10135.69, "end": 10135.95, "probability": 0.9313 }, { "start": 10136.99, "end": 10141.25, "probability": 0.8378 }, { "start": 10142.29, "end": 10142.95, "probability": 0.9249 }, { "start": 10144.85, "end": 10145.79, "probability": 0.8447 }, { "start": 10147.01, "end": 10147.25, "probability": 0.7719 }, { "start": 10147.91, "end": 10148.49, "probability": 0.9249 }, { "start": 10149.47, "end": 10150.43, "probability": 0.9448 }, { "start": 10150.53, "end": 10153.61, "probability": 0.9641 }, { "start": 10154.51, "end": 10155.73, "probability": 0.9373 }, { "start": 10156.47, "end": 10156.71, "probability": 0.722 }, { "start": 10157.27, "end": 10157.61, "probability": 0.9897 }, { "start": 10158.13, "end": 10160.63, "probability": 0.4971 }, { "start": 10162.05, "end": 10162.59, "probability": 0.8502 }, { "start": 10162.67, "end": 10163.63, "probability": 0.9698 }, { "start": 10163.83, "end": 10164.57, "probability": 0.9297 }, { "start": 10165.07, "end": 10166.49, "probability": 0.9744 }, { "start": 10166.79, "end": 10168.35, "probability": 0.9658 }, { "start": 10168.39, "end": 10168.83, "probability": 0.5926 }, { "start": 10169.03, "end": 10171.05, "probability": 0.9484 }, { "start": 10171.79, "end": 10173.15, "probability": 0.584 }, { "start": 10173.17, "end": 10174.75, "probability": 0.7237 }, { "start": 10174.89, "end": 10177.33, "probability": 0.663 }, { "start": 10177.81, "end": 10180.61, "probability": 0.9873 }, { "start": 10182.01, "end": 10182.79, "probability": 0.9123 }, { "start": 10184.11, "end": 10186.25, "probability": 0.7972 }, { "start": 10187.21, "end": 10189.27, "probability": 0.9017 }, { "start": 10189.67, "end": 10190.67, "probability": 0.9937 }, { "start": 10190.77, "end": 10191.85, "probability": 0.9727 }, { "start": 10191.93, "end": 10192.57, "probability": 0.9644 }, { "start": 10193.23, "end": 10196.79, "probability": 0.9744 }, { "start": 10197.37, "end": 10199.61, "probability": 0.9626 }, { "start": 10200.95, "end": 10203.93, "probability": 0.9919 }, { "start": 10204.85, "end": 10210.19, "probability": 0.9244 }, { "start": 10210.55, "end": 10211.98, "probability": 0.9977 }, { "start": 10212.33, "end": 10214.09, "probability": 0.9971 }, { "start": 10214.45, "end": 10215.61, "probability": 0.9695 }, { "start": 10215.87, "end": 10216.95, "probability": 0.9846 }, { "start": 10217.31, "end": 10219.55, "probability": 0.9956 }, { "start": 10220.41, "end": 10221.93, "probability": 0.9661 }, { "start": 10223.03, "end": 10224.67, "probability": 0.988 }, { "start": 10225.38, "end": 10227.49, "probability": 0.5188 }, { "start": 10227.69, "end": 10228.23, "probability": 0.5572 }, { "start": 10228.63, "end": 10231.53, "probability": 0.947 }, { "start": 10232.95, "end": 10234.33, "probability": 0.8347 }, { "start": 10234.45, "end": 10236.44, "probability": 0.7312 }, { "start": 10236.97, "end": 10238.41, "probability": 0.9114 }, { "start": 10238.73, "end": 10240.09, "probability": 0.942 }, { "start": 10240.43, "end": 10240.93, "probability": 0.8394 }, { "start": 10241.33, "end": 10244.39, "probability": 0.9533 }, { "start": 10245.15, "end": 10247.25, "probability": 0.9702 }, { "start": 10248.03, "end": 10248.45, "probability": 0.3763 }, { "start": 10248.51, "end": 10249.41, "probability": 0.488 }, { "start": 10249.85, "end": 10251.49, "probability": 0.9949 }, { "start": 10252.29, "end": 10253.01, "probability": 0.8705 }, { "start": 10253.25, "end": 10254.41, "probability": 0.953 }, { "start": 10255.27, "end": 10255.87, "probability": 0.6956 }, { "start": 10255.89, "end": 10256.19, "probability": 0.9408 }, { "start": 10256.65, "end": 10258.09, "probability": 0.9724 }, { "start": 10258.17, "end": 10260.59, "probability": 0.9851 }, { "start": 10261.53, "end": 10262.33, "probability": 0.5004 }, { "start": 10262.51, "end": 10265.01, "probability": 0.9674 }, { "start": 10265.89, "end": 10270.01, "probability": 0.814 }, { "start": 10270.59, "end": 10272.61, "probability": 0.9109 }, { "start": 10273.25, "end": 10274.37, "probability": 0.8411 }, { "start": 10274.53, "end": 10276.43, "probability": 0.9573 }, { "start": 10278.05, "end": 10278.83, "probability": 0.5469 }, { "start": 10279.29, "end": 10279.57, "probability": 0.3554 }, { "start": 10279.57, "end": 10280.43, "probability": 0.9255 }, { "start": 10280.95, "end": 10282.13, "probability": 0.7247 }, { "start": 10282.17, "end": 10284.97, "probability": 0.8877 }, { "start": 10285.31, "end": 10287.51, "probability": 0.6808 }, { "start": 10288.63, "end": 10288.93, "probability": 0.2288 }, { "start": 10290.03, "end": 10291.33, "probability": 0.5723 }, { "start": 10291.33, "end": 10291.33, "probability": 0.836 }, { "start": 10291.37, "end": 10291.87, "probability": 0.9116 }, { "start": 10291.97, "end": 10293.45, "probability": 0.9006 }, { "start": 10293.85, "end": 10294.95, "probability": 0.6536 }, { "start": 10295.05, "end": 10296.19, "probability": 0.9595 }, { "start": 10297.39, "end": 10299.63, "probability": 0.9851 }, { "start": 10300.45, "end": 10301.11, "probability": 0.9094 }, { "start": 10302.27, "end": 10306.51, "probability": 0.8945 }, { "start": 10307.03, "end": 10307.59, "probability": 0.8749 }, { "start": 10308.37, "end": 10311.79, "probability": 0.9959 }, { "start": 10313.41, "end": 10316.01, "probability": 0.9956 }, { "start": 10316.73, "end": 10318.67, "probability": 0.9153 }, { "start": 10319.91, "end": 10322.19, "probability": 0.9919 }, { "start": 10322.87, "end": 10323.75, "probability": 0.9761 }, { "start": 10325.07, "end": 10329.11, "probability": 0.9409 }, { "start": 10329.43, "end": 10330.44, "probability": 0.9843 }, { "start": 10330.77, "end": 10331.53, "probability": 0.9475 }, { "start": 10332.59, "end": 10332.97, "probability": 0.4437 }, { "start": 10333.81, "end": 10334.61, "probability": 0.9756 }, { "start": 10335.63, "end": 10337.73, "probability": 0.9112 }, { "start": 10338.69, "end": 10339.25, "probability": 0.823 }, { "start": 10340.99, "end": 10342.81, "probability": 0.9885 }, { "start": 10344.09, "end": 10344.97, "probability": 0.9803 }, { "start": 10345.05, "end": 10347.35, "probability": 0.9961 }, { "start": 10348.43, "end": 10350.77, "probability": 0.9441 }, { "start": 10351.59, "end": 10355.95, "probability": 0.9414 }, { "start": 10356.57, "end": 10357.97, "probability": 0.9887 }, { "start": 10358.45, "end": 10362.71, "probability": 0.9974 }, { "start": 10363.27, "end": 10365.31, "probability": 0.9756 }, { "start": 10365.49, "end": 10367.57, "probability": 0.8817 }, { "start": 10368.77, "end": 10369.55, "probability": 0.978 }, { "start": 10370.43, "end": 10372.61, "probability": 0.9448 }, { "start": 10372.73, "end": 10375.31, "probability": 0.8647 }, { "start": 10375.77, "end": 10376.15, "probability": 0.9614 }, { "start": 10376.45, "end": 10376.89, "probability": 0.9126 }, { "start": 10376.95, "end": 10379.71, "probability": 0.9947 }, { "start": 10380.21, "end": 10380.49, "probability": 0.281 }, { "start": 10381.37, "end": 10384.63, "probability": 0.8704 }, { "start": 10385.27, "end": 10386.03, "probability": 0.8519 }, { "start": 10386.47, "end": 10387.51, "probability": 0.9434 }, { "start": 10388.03, "end": 10392.91, "probability": 0.9622 }, { "start": 10393.33, "end": 10395.69, "probability": 0.9619 }, { "start": 10396.71, "end": 10398.07, "probability": 0.8568 }, { "start": 10399.37, "end": 10399.91, "probability": 0.8431 }, { "start": 10400.99, "end": 10401.67, "probability": 0.9582 }, { "start": 10402.27, "end": 10402.99, "probability": 0.8142 }, { "start": 10403.83, "end": 10404.35, "probability": 0.9707 }, { "start": 10405.25, "end": 10408.39, "probability": 0.9946 }, { "start": 10409.63, "end": 10410.43, "probability": 0.9814 }, { "start": 10411.25, "end": 10411.71, "probability": 0.9907 }, { "start": 10412.39, "end": 10415.41, "probability": 0.978 }, { "start": 10416.53, "end": 10417.43, "probability": 0.9175 }, { "start": 10418.65, "end": 10418.97, "probability": 0.775 }, { "start": 10420.65, "end": 10422.33, "probability": 0.8329 }, { "start": 10423.74, "end": 10427.01, "probability": 0.8059 }, { "start": 10427.77, "end": 10430.63, "probability": 0.9935 }, { "start": 10431.21, "end": 10432.39, "probability": 0.7952 }, { "start": 10432.69, "end": 10433.47, "probability": 0.8499 }, { "start": 10433.55, "end": 10434.31, "probability": 0.9626 }, { "start": 10435.19, "end": 10436.27, "probability": 0.9727 }, { "start": 10437.27, "end": 10439.51, "probability": 0.7434 }, { "start": 10440.25, "end": 10443.53, "probability": 0.9589 }, { "start": 10443.63, "end": 10446.69, "probability": 0.9587 }, { "start": 10446.79, "end": 10448.3, "probability": 0.9853 }, { "start": 10449.17, "end": 10450.79, "probability": 0.7752 }, { "start": 10451.63, "end": 10452.37, "probability": 0.742 }, { "start": 10452.81, "end": 10453.13, "probability": 0.9832 }, { "start": 10454.29, "end": 10455.93, "probability": 0.9903 }, { "start": 10456.49, "end": 10458.95, "probability": 0.8384 }, { "start": 10459.11, "end": 10459.57, "probability": 0.8096 }, { "start": 10459.73, "end": 10460.43, "probability": 0.8607 }, { "start": 10461.17, "end": 10463.59, "probability": 0.9577 }, { "start": 10463.99, "end": 10466.77, "probability": 0.9571 }, { "start": 10469.11, "end": 10470.29, "probability": 0.8066 }, { "start": 10471.33, "end": 10472.69, "probability": 0.8532 }, { "start": 10484.73, "end": 10484.73, "probability": 0.3944 }, { "start": 10484.73, "end": 10486.11, "probability": 0.5989 }, { "start": 10486.29, "end": 10486.73, "probability": 0.9517 }, { "start": 10489.01, "end": 10490.28, "probability": 0.8491 }, { "start": 10490.57, "end": 10492.57, "probability": 0.909 }, { "start": 10493.09, "end": 10510.99, "probability": 0.7727 }, { "start": 10511.97, "end": 10512.75, "probability": 0.6757 }, { "start": 10515.81, "end": 10518.55, "probability": 0.953 }, { "start": 10522.41, "end": 10523.71, "probability": 0.9476 }, { "start": 10524.99, "end": 10525.93, "probability": 0.9469 }, { "start": 10527.95, "end": 10528.15, "probability": 0.7299 }, { "start": 10528.47, "end": 10532.85, "probability": 0.9314 }, { "start": 10533.63, "end": 10535.25, "probability": 0.9996 }, { "start": 10537.33, "end": 10541.65, "probability": 0.9683 }, { "start": 10543.65, "end": 10547.39, "probability": 0.8768 }, { "start": 10548.29, "end": 10550.17, "probability": 0.9794 }, { "start": 10550.99, "end": 10551.63, "probability": 0.6759 }, { "start": 10551.67, "end": 10556.11, "probability": 0.9943 }, { "start": 10558.74, "end": 10560.23, "probability": 0.9468 }, { "start": 10560.31, "end": 10562.11, "probability": 0.8525 }, { "start": 10562.11, "end": 10564.21, "probability": 0.8618 }, { "start": 10565.59, "end": 10567.27, "probability": 0.6587 }, { "start": 10567.87, "end": 10569.77, "probability": 0.9888 }, { "start": 10571.89, "end": 10572.85, "probability": 0.365 }, { "start": 10574.25, "end": 10578.09, "probability": 0.8168 }, { "start": 10579.13, "end": 10579.61, "probability": 0.7866 }, { "start": 10581.55, "end": 10582.79, "probability": 0.2205 }, { "start": 10582.93, "end": 10584.75, "probability": 0.6628 }, { "start": 10586.43, "end": 10592.13, "probability": 0.6683 }, { "start": 10592.73, "end": 10597.69, "probability": 0.6401 }, { "start": 10598.45, "end": 10599.57, "probability": 0.0043 }, { "start": 10601.78, "end": 10604.03, "probability": 0.6604 }, { "start": 10606.19, "end": 10606.71, "probability": 0.9108 }, { "start": 10606.83, "end": 10607.47, "probability": 0.6929 }, { "start": 10607.65, "end": 10609.47, "probability": 0.8023 }, { "start": 10610.79, "end": 10612.83, "probability": 0.9689 }, { "start": 10613.39, "end": 10614.53, "probability": 0.7286 }, { "start": 10616.05, "end": 10617.15, "probability": 0.9005 }, { "start": 10617.75, "end": 10619.03, "probability": 0.9436 }, { "start": 10620.91, "end": 10627.69, "probability": 0.8406 }, { "start": 10628.91, "end": 10630.75, "probability": 0.8301 }, { "start": 10631.11, "end": 10631.83, "probability": 0.5615 }, { "start": 10631.91, "end": 10633.02, "probability": 0.98 }, { "start": 10633.09, "end": 10634.89, "probability": 0.9749 }, { "start": 10635.21, "end": 10635.59, "probability": 0.9537 }, { "start": 10636.91, "end": 10641.19, "probability": 0.6651 }, { "start": 10642.87, "end": 10645.61, "probability": 0.9844 }, { "start": 10645.67, "end": 10646.69, "probability": 0.5672 }, { "start": 10646.89, "end": 10648.97, "probability": 0.9873 }, { "start": 10651.37, "end": 10654.01, "probability": 0.9917 }, { "start": 10655.35, "end": 10657.85, "probability": 0.9787 }, { "start": 10657.93, "end": 10659.77, "probability": 0.9653 }, { "start": 10660.59, "end": 10660.83, "probability": 0.8333 }, { "start": 10661.89, "end": 10667.89, "probability": 0.9153 }, { "start": 10669.17, "end": 10669.8, "probability": 0.8159 }, { "start": 10670.49, "end": 10675.89, "probability": 0.5962 }, { "start": 10676.09, "end": 10677.65, "probability": 0.9952 }, { "start": 10678.93, "end": 10683.51, "probability": 0.9768 }, { "start": 10683.85, "end": 10685.01, "probability": 0.7583 }, { "start": 10686.27, "end": 10690.71, "probability": 0.9316 }, { "start": 10690.73, "end": 10691.45, "probability": 0.7768 }, { "start": 10691.63, "end": 10693.47, "probability": 0.9366 }, { "start": 10694.15, "end": 10696.73, "probability": 0.8243 }, { "start": 10697.29, "end": 10697.49, "probability": 0.8431 }, { "start": 10698.05, "end": 10699.09, "probability": 0.8075 }, { "start": 10699.85, "end": 10701.23, "probability": 0.3235 }, { "start": 10702.07, "end": 10703.05, "probability": 0.7984 }, { "start": 10703.85, "end": 10704.9, "probability": 0.9009 }, { "start": 10706.19, "end": 10708.31, "probability": 0.9956 }, { "start": 10708.31, "end": 10709.93, "probability": 0.9333 }, { "start": 10709.97, "end": 10711.55, "probability": 0.86 }, { "start": 10711.57, "end": 10712.09, "probability": 0.7524 }, { "start": 10712.19, "end": 10712.79, "probability": 0.5069 }, { "start": 10713.35, "end": 10714.35, "probability": 0.8766 }, { "start": 10716.39, "end": 10717.57, "probability": 0.9718 }, { "start": 10718.19, "end": 10720.09, "probability": 0.9826 }, { "start": 10721.13, "end": 10725.73, "probability": 0.6763 }, { "start": 10725.73, "end": 10730.89, "probability": 0.9424 }, { "start": 10731.35, "end": 10732.23, "probability": 0.7711 }, { "start": 10733.33, "end": 10733.97, "probability": 0.8242 }, { "start": 10734.07, "end": 10734.81, "probability": 0.7089 }, { "start": 10734.89, "end": 10735.55, "probability": 0.8501 }, { "start": 10735.91, "end": 10737.97, "probability": 0.9157 }, { "start": 10741.05, "end": 10741.27, "probability": 0.0056 }, { "start": 10741.27, "end": 10741.48, "probability": 0.7593 }, { "start": 10741.79, "end": 10742.49, "probability": 0.7508 }, { "start": 10742.57, "end": 10743.43, "probability": 0.8898 }, { "start": 10743.47, "end": 10745.79, "probability": 0.9716 }, { "start": 10745.93, "end": 10747.41, "probability": 0.9692 }, { "start": 10747.89, "end": 10748.45, "probability": 0.4721 }, { "start": 10749.37, "end": 10752.59, "probability": 0.8696 }, { "start": 10753.49, "end": 10754.67, "probability": 0.6174 }, { "start": 10754.73, "end": 10756.67, "probability": 0.9903 }, { "start": 10756.75, "end": 10757.67, "probability": 0.6357 }, { "start": 10758.03, "end": 10758.89, "probability": 0.8226 }, { "start": 10759.01, "end": 10759.25, "probability": 0.259 }, { "start": 10759.41, "end": 10759.77, "probability": 0.7303 }, { "start": 10760.27, "end": 10761.97, "probability": 0.5399 }, { "start": 10762.07, "end": 10762.59, "probability": 0.6526 }, { "start": 10763.65, "end": 10765.55, "probability": 0.8368 }, { "start": 10766.35, "end": 10766.97, "probability": 0.9543 }, { "start": 10767.05, "end": 10767.65, "probability": 0.6632 }, { "start": 10767.69, "end": 10769.09, "probability": 0.9165 }, { "start": 10769.17, "end": 10771.17, "probability": 0.9824 }, { "start": 10771.97, "end": 10773.27, "probability": 0.944 }, { "start": 10774.09, "end": 10774.41, "probability": 0.082 }, { "start": 10774.41, "end": 10776.55, "probability": 0.9805 }, { "start": 10777.15, "end": 10778.47, "probability": 0.8235 }, { "start": 10778.53, "end": 10778.99, "probability": 0.9783 }, { "start": 10781.01, "end": 10781.55, "probability": 0.207 }, { "start": 10782.45, "end": 10784.71, "probability": 0.3903 }, { "start": 10784.85, "end": 10785.15, "probability": 0.7064 }, { "start": 10785.23, "end": 10786.47, "probability": 0.8635 }, { "start": 10786.57, "end": 10787.67, "probability": 0.8737 }, { "start": 10787.67, "end": 10788.03, "probability": 0.8136 }, { "start": 10788.25, "end": 10793.85, "probability": 0.8154 }, { "start": 10794.07, "end": 10794.41, "probability": 0.7268 }, { "start": 10794.41, "end": 10796.33, "probability": 0.7874 }, { "start": 10796.47, "end": 10797.97, "probability": 0.9895 }, { "start": 10799.33, "end": 10800.05, "probability": 0.5424 }, { "start": 10800.37, "end": 10800.97, "probability": 0.1735 }, { "start": 10800.97, "end": 10801.25, "probability": 0.4381 }, { "start": 10801.31, "end": 10801.61, "probability": 0.2559 }, { "start": 10801.61, "end": 10801.73, "probability": 0.0692 }, { "start": 10802.21, "end": 10802.81, "probability": 0.58 }, { "start": 10803.03, "end": 10803.65, "probability": 0.0009 }, { "start": 10804.33, "end": 10804.71, "probability": 0.3428 }, { "start": 10804.71, "end": 10804.71, "probability": 0.407 }, { "start": 10804.71, "end": 10804.71, "probability": 0.5078 }, { "start": 10804.71, "end": 10805.03, "probability": 0.3264 }, { "start": 10805.79, "end": 10807.25, "probability": 0.3441 }, { "start": 10807.49, "end": 10809.89, "probability": 0.0981 }, { "start": 10810.31, "end": 10811.31, "probability": 0.3584 }, { "start": 10816.83, "end": 10817.77, "probability": 0.3614 }, { "start": 10819.35, "end": 10820.33, "probability": 0.5925 }, { "start": 10821.07, "end": 10821.83, "probability": 0.6679 }, { "start": 10821.97, "end": 10822.95, "probability": 0.8867 }, { "start": 10823.31, "end": 10824.67, "probability": 0.9968 }, { "start": 10825.31, "end": 10825.81, "probability": 0.6449 }, { "start": 10828.01, "end": 10829.11, "probability": 0.3295 }, { "start": 10829.67, "end": 10830.03, "probability": 0.5402 }, { "start": 10830.53, "end": 10830.95, "probability": 0.7549 }, { "start": 10832.19, "end": 10832.53, "probability": 0.9572 }, { "start": 10834.23, "end": 10836.07, "probability": 0.0023 }, { "start": 10839.05, "end": 10839.17, "probability": 0.0158 }, { "start": 10839.17, "end": 10839.17, "probability": 0.0433 }, { "start": 10839.17, "end": 10840.38, "probability": 0.1902 }, { "start": 10841.31, "end": 10843.13, "probability": 0.7484 }, { "start": 10843.17, "end": 10844.43, "probability": 0.6696 }, { "start": 10846.37, "end": 10846.99, "probability": 0.9195 }, { "start": 10847.11, "end": 10847.51, "probability": 0.5146 }, { "start": 10847.63, "end": 10848.19, "probability": 0.5713 }, { "start": 10848.29, "end": 10848.85, "probability": 0.9199 }, { "start": 10848.85, "end": 10849.11, "probability": 0.4012 }, { "start": 10849.31, "end": 10851.57, "probability": 0.7886 }, { "start": 10851.65, "end": 10852.21, "probability": 0.5315 }, { "start": 10853.37, "end": 10854.07, "probability": 0.7121 }, { "start": 10854.21, "end": 10855.73, "probability": 0.991 }, { "start": 10855.91, "end": 10858.63, "probability": 0.98 }, { "start": 10859.67, "end": 10859.67, "probability": 0.3918 }, { "start": 10859.67, "end": 10862.31, "probability": 0.8145 }, { "start": 10862.85, "end": 10868.43, "probability": 0.8978 }, { "start": 10870.09, "end": 10873.01, "probability": 0.4507 }, { "start": 10873.03, "end": 10873.77, "probability": 0.8501 }, { "start": 10874.99, "end": 10878.97, "probability": 0.6792 }, { "start": 10878.97, "end": 10879.69, "probability": 0.4736 }, { "start": 10879.83, "end": 10880.79, "probability": 0.5135 }, { "start": 10882.36, "end": 10890.13, "probability": 0.9491 }, { "start": 10891.75, "end": 10892.69, "probability": 0.8179 }, { "start": 10893.25, "end": 10895.54, "probability": 0.8772 }, { "start": 10896.47, "end": 10900.41, "probability": 0.9448 }, { "start": 10900.57, "end": 10903.29, "probability": 0.9834 }, { "start": 10904.21, "end": 10906.61, "probability": 0.6668 }, { "start": 10906.61, "end": 10907.21, "probability": 0.735 }, { "start": 10907.77, "end": 10909.37, "probability": 0.8487 }, { "start": 10909.49, "end": 10910.81, "probability": 0.951 }, { "start": 10912.29, "end": 10913.97, "probability": 0.9288 }, { "start": 10915.07, "end": 10918.81, "probability": 0.9796 }, { "start": 10921.53, "end": 10922.27, "probability": 0.7532 }, { "start": 10923.01, "end": 10923.47, "probability": 0.8191 }, { "start": 10923.55, "end": 10926.43, "probability": 0.9341 }, { "start": 10926.57, "end": 10929.07, "probability": 0.9316 }, { "start": 10929.15, "end": 10933.31, "probability": 0.9915 }, { "start": 10933.71, "end": 10937.32, "probability": 0.9705 }, { "start": 10937.53, "end": 10942.67, "probability": 0.8788 }, { "start": 10942.89, "end": 10944.23, "probability": 0.9702 }, { "start": 10944.95, "end": 10945.29, "probability": 0.8811 }, { "start": 10945.39, "end": 10949.93, "probability": 0.957 }, { "start": 10950.89, "end": 10956.81, "probability": 0.9762 }, { "start": 10957.33, "end": 10959.85, "probability": 0.8461 }, { "start": 10960.51, "end": 10961.15, "probability": 0.7029 }, { "start": 10961.97, "end": 10964.31, "probability": 0.9302 }, { "start": 10966.99, "end": 10972.43, "probability": 0.8724 }, { "start": 10974.77, "end": 10977.79, "probability": 0.9966 }, { "start": 10978.73, "end": 10982.23, "probability": 0.9648 }, { "start": 10984.39, "end": 10986.71, "probability": 0.9969 }, { "start": 10986.73, "end": 10988.59, "probability": 0.8547 }, { "start": 10988.97, "end": 10989.75, "probability": 0.8879 }, { "start": 10990.51, "end": 10994.21, "probability": 0.8831 }, { "start": 10994.53, "end": 10997.27, "probability": 0.998 }, { "start": 10998.51, "end": 11001.78, "probability": 0.9951 }, { "start": 11002.89, "end": 11004.33, "probability": 0.9984 }, { "start": 11004.99, "end": 11008.87, "probability": 0.9837 }, { "start": 11009.39, "end": 11011.47, "probability": 0.9789 }, { "start": 11012.21, "end": 11015.29, "probability": 0.783 }, { "start": 11016.21, "end": 11017.21, "probability": 0.8851 }, { "start": 11017.25, "end": 11020.17, "probability": 0.9928 }, { "start": 11020.87, "end": 11023.31, "probability": 0.9899 }, { "start": 11023.37, "end": 11026.05, "probability": 0.9905 }, { "start": 11026.05, "end": 11028.67, "probability": 0.9985 }, { "start": 11029.75, "end": 11036.19, "probability": 0.9922 }, { "start": 11036.27, "end": 11039.89, "probability": 0.9985 }, { "start": 11040.47, "end": 11043.89, "probability": 0.9839 }, { "start": 11044.13, "end": 11044.87, "probability": 0.6541 }, { "start": 11044.95, "end": 11048.21, "probability": 0.9877 }, { "start": 11048.33, "end": 11054.07, "probability": 0.9937 }, { "start": 11055.07, "end": 11056.71, "probability": 0.6759 }, { "start": 11057.33, "end": 11060.87, "probability": 0.9527 }, { "start": 11062.33, "end": 11065.13, "probability": 0.939 }, { "start": 11066.89, "end": 11068.15, "probability": 0.8052 }, { "start": 11068.67, "end": 11071.61, "probability": 0.6488 }, { "start": 11072.57, "end": 11076.07, "probability": 0.9399 }, { "start": 11077.73, "end": 11079.79, "probability": 0.5948 }, { "start": 11079.99, "end": 11080.35, "probability": 0.6476 }, { "start": 11080.37, "end": 11082.31, "probability": 0.827 }, { "start": 11082.77, "end": 11086.39, "probability": 0.9546 }, { "start": 11087.05, "end": 11087.51, "probability": 0.5689 }, { "start": 11087.81, "end": 11088.99, "probability": 0.8986 }, { "start": 11089.23, "end": 11090.03, "probability": 0.6785 }, { "start": 11090.25, "end": 11094.37, "probability": 0.998 }, { "start": 11094.81, "end": 11098.85, "probability": 0.6673 }, { "start": 11099.51, "end": 11101.17, "probability": 0.9806 }, { "start": 11101.23, "end": 11101.39, "probability": 0.7292 }, { "start": 11101.39, "end": 11104.65, "probability": 0.944 }, { "start": 11105.07, "end": 11106.15, "probability": 0.7547 }, { "start": 11106.19, "end": 11106.79, "probability": 0.8246 }, { "start": 11107.17, "end": 11110.81, "probability": 0.6543 }, { "start": 11110.81, "end": 11111.15, "probability": 0.7024 }, { "start": 11111.23, "end": 11112.65, "probability": 0.9589 }, { "start": 11114.55, "end": 11114.95, "probability": 0.8968 }, { "start": 11114.95, "end": 11115.61, "probability": 0.7485 }, { "start": 11115.69, "end": 11117.35, "probability": 0.9264 }, { "start": 11117.61, "end": 11120.55, "probability": 0.9973 }, { "start": 11121.31, "end": 11125.61, "probability": 0.5521 }, { "start": 11127.77, "end": 11132.09, "probability": 0.9932 }, { "start": 11132.09, "end": 11136.91, "probability": 0.9793 }, { "start": 11137.01, "end": 11140.55, "probability": 0.5714 }, { "start": 11140.65, "end": 11141.49, "probability": 0.8301 }, { "start": 11141.65, "end": 11142.71, "probability": 0.8092 }, { "start": 11143.47, "end": 11147.43, "probability": 0.9453 }, { "start": 11147.47, "end": 11149.41, "probability": 0.7286 }, { "start": 11149.55, "end": 11154.14, "probability": 0.912 }, { "start": 11154.71, "end": 11159.01, "probability": 0.902 }, { "start": 11160.97, "end": 11165.15, "probability": 0.9813 }, { "start": 11166.29, "end": 11166.83, "probability": 0.6998 }, { "start": 11167.45, "end": 11169.93, "probability": 0.8457 }, { "start": 11170.61, "end": 11174.67, "probability": 0.9807 }, { "start": 11175.61, "end": 11177.23, "probability": 0.9487 }, { "start": 11179.21, "end": 11183.27, "probability": 0.9981 }, { "start": 11184.07, "end": 11185.07, "probability": 0.4161 }, { "start": 11186.09, "end": 11188.67, "probability": 0.959 }, { "start": 11189.09, "end": 11190.81, "probability": 0.7293 }, { "start": 11191.89, "end": 11195.45, "probability": 0.9587 }, { "start": 11195.45, "end": 11198.53, "probability": 0.977 }, { "start": 11200.27, "end": 11200.99, "probability": 0.6613 }, { "start": 11201.47, "end": 11203.55, "probability": 0.9963 }, { "start": 11203.61, "end": 11204.6, "probability": 0.9929 }, { "start": 11205.87, "end": 11206.51, "probability": 0.8824 }, { "start": 11207.03, "end": 11207.99, "probability": 0.7881 }, { "start": 11208.61, "end": 11214.11, "probability": 0.9883 }, { "start": 11215.35, "end": 11216.73, "probability": 0.9966 }, { "start": 11216.73, "end": 11219.15, "probability": 0.9528 }, { "start": 11219.79, "end": 11221.07, "probability": 0.5988 }, { "start": 11221.13, "end": 11225.81, "probability": 0.9732 }, { "start": 11226.61, "end": 11226.95, "probability": 0.2553 }, { "start": 11227.29, "end": 11230.09, "probability": 0.9349 }, { "start": 11230.19, "end": 11231.05, "probability": 0.8205 }, { "start": 11231.41, "end": 11234.73, "probability": 0.9312 }, { "start": 11236.97, "end": 11237.07, "probability": 0.6925 }, { "start": 11238.01, "end": 11242.65, "probability": 0.96 }, { "start": 11243.23, "end": 11244.27, "probability": 0.8732 }, { "start": 11246.47, "end": 11246.85, "probability": 0.3722 }, { "start": 11247.65, "end": 11248.01, "probability": 0.5697 }, { "start": 11248.19, "end": 11249.13, "probability": 0.8569 }, { "start": 11249.31, "end": 11251.29, "probability": 0.8935 }, { "start": 11251.75, "end": 11257.79, "probability": 0.7644 }, { "start": 11258.01, "end": 11259.83, "probability": 0.0482 }, { "start": 11259.83, "end": 11261.99, "probability": 0.4346 }, { "start": 11261.99, "end": 11263.91, "probability": 0.9803 }, { "start": 11264.07, "end": 11264.93, "probability": 0.7214 }, { "start": 11264.93, "end": 11265.3, "probability": 0.9425 }, { "start": 11265.53, "end": 11267.89, "probability": 0.9664 }, { "start": 11268.57, "end": 11271.61, "probability": 0.7461 }, { "start": 11272.43, "end": 11274.95, "probability": 0.9987 }, { "start": 11275.05, "end": 11276.25, "probability": 0.9231 }, { "start": 11276.83, "end": 11279.65, "probability": 0.9747 }, { "start": 11279.93, "end": 11281.13, "probability": 0.629 }, { "start": 11281.31, "end": 11282.62, "probability": 0.9585 }, { "start": 11282.95, "end": 11287.43, "probability": 0.9665 }, { "start": 11288.91, "end": 11294.17, "probability": 0.9982 }, { "start": 11295.15, "end": 11296.65, "probability": 0.9939 }, { "start": 11297.19, "end": 11297.69, "probability": 0.7545 }, { "start": 11298.27, "end": 11302.97, "probability": 0.9944 }, { "start": 11304.37, "end": 11304.79, "probability": 0.8456 }, { "start": 11304.92, "end": 11308.21, "probability": 0.9991 }, { "start": 11308.69, "end": 11309.2, "probability": 0.8688 }, { "start": 11309.49, "end": 11310.13, "probability": 0.8447 }, { "start": 11310.23, "end": 11313.45, "probability": 0.8833 }, { "start": 11313.77, "end": 11314.09, "probability": 0.7927 }, { "start": 11314.15, "end": 11318.77, "probability": 0.9631 }, { "start": 11318.77, "end": 11319.27, "probability": 0.0603 }, { "start": 11320.13, "end": 11321.09, "probability": 0.9883 }, { "start": 11321.85, "end": 11323.49, "probability": 0.9944 }, { "start": 11324.15, "end": 11327.73, "probability": 0.988 }, { "start": 11328.39, "end": 11330.85, "probability": 0.4052 }, { "start": 11331.03, "end": 11334.03, "probability": 0.9489 }, { "start": 11334.79, "end": 11335.69, "probability": 0.9645 }, { "start": 11336.29, "end": 11338.55, "probability": 0.8838 }, { "start": 11338.61, "end": 11340.93, "probability": 0.8625 }, { "start": 11342.23, "end": 11345.45, "probability": 0.9591 }, { "start": 11345.53, "end": 11345.71, "probability": 0.1069 }, { "start": 11345.71, "end": 11345.71, "probability": 0.0411 }, { "start": 11345.71, "end": 11346.33, "probability": 0.2613 }, { "start": 11347.33, "end": 11349.93, "probability": 0.6573 }, { "start": 11350.91, "end": 11353.41, "probability": 0.9614 }, { "start": 11353.61, "end": 11356.11, "probability": 0.7327 }, { "start": 11357.19, "end": 11360.01, "probability": 0.6477 }, { "start": 11360.67, "end": 11365.23, "probability": 0.991 }, { "start": 11365.87, "end": 11366.27, "probability": 0.9453 }, { "start": 11366.77, "end": 11368.09, "probability": 0.7327 }, { "start": 11368.45, "end": 11371.35, "probability": 0.8537 }, { "start": 11371.89, "end": 11373.09, "probability": 0.9046 }, { "start": 11373.95, "end": 11376.37, "probability": 0.9909 }, { "start": 11376.49, "end": 11381.29, "probability": 0.9851 }, { "start": 11381.85, "end": 11382.17, "probability": 0.2672 }, { "start": 11382.33, "end": 11385.45, "probability": 0.7304 }, { "start": 11385.59, "end": 11386.67, "probability": 0.9917 }, { "start": 11387.63, "end": 11389.5, "probability": 0.8716 }, { "start": 11390.63, "end": 11391.43, "probability": 0.8161 }, { "start": 11392.07, "end": 11392.87, "probability": 0.8079 }, { "start": 11393.57, "end": 11395.29, "probability": 0.9868 }, { "start": 11395.83, "end": 11396.35, "probability": 0.8984 }, { "start": 11397.71, "end": 11398.64, "probability": 0.9741 }, { "start": 11399.35, "end": 11401.01, "probability": 0.9907 }, { "start": 11401.13, "end": 11403.41, "probability": 0.9942 }, { "start": 11403.49, "end": 11404.79, "probability": 0.9966 }, { "start": 11405.13, "end": 11406.61, "probability": 0.8752 }, { "start": 11407.15, "end": 11407.84, "probability": 0.9758 }, { "start": 11408.27, "end": 11410.45, "probability": 0.9824 }, { "start": 11411.49, "end": 11413.61, "probability": 0.9954 }, { "start": 11413.97, "end": 11415.07, "probability": 0.8784 }, { "start": 11415.23, "end": 11415.73, "probability": 0.7876 }, { "start": 11416.03, "end": 11416.51, "probability": 0.3726 }, { "start": 11416.73, "end": 11417.47, "probability": 0.8347 }, { "start": 11417.61, "end": 11418.99, "probability": 0.8612 }, { "start": 11419.35, "end": 11419.75, "probability": 0.8905 }, { "start": 11420.29, "end": 11421.43, "probability": 0.6641 }, { "start": 11421.59, "end": 11422.83, "probability": 0.9776 }, { "start": 11422.97, "end": 11423.67, "probability": 0.9581 }, { "start": 11425.01, "end": 11425.53, "probability": 0.5732 }, { "start": 11425.75, "end": 11428.19, "probability": 0.9531 }, { "start": 11428.55, "end": 11428.93, "probability": 0.9238 }, { "start": 11429.91, "end": 11431.75, "probability": 0.9475 }, { "start": 11432.49, "end": 11435.77, "probability": 0.9672 }, { "start": 11437.83, "end": 11438.45, "probability": 0.7265 }, { "start": 11439.53, "end": 11441.03, "probability": 0.9354 }, { "start": 11441.73, "end": 11443.59, "probability": 0.5981 }, { "start": 11463.51, "end": 11464.17, "probability": 0.9076 }, { "start": 11464.75, "end": 11464.79, "probability": 0.0276 }, { "start": 11465.63, "end": 11469.01, "probability": 0.9634 }, { "start": 11469.55, "end": 11469.62, "probability": 0.2856 }, { "start": 11470.19, "end": 11471.39, "probability": 0.9187 }, { "start": 11473.07, "end": 11474.99, "probability": 0.5907 }, { "start": 11475.49, "end": 11476.27, "probability": 0.7793 }, { "start": 11476.43, "end": 11477.61, "probability": 0.8976 }, { "start": 11477.71, "end": 11479.59, "probability": 0.9934 }, { "start": 11480.21, "end": 11482.67, "probability": 0.969 }, { "start": 11483.27, "end": 11485.97, "probability": 0.7571 }, { "start": 11486.29, "end": 11487.91, "probability": 0.9355 }, { "start": 11488.07, "end": 11490.25, "probability": 0.9778 }, { "start": 11490.73, "end": 11495.71, "probability": 0.984 }, { "start": 11495.81, "end": 11501.07, "probability": 0.9724 }, { "start": 11501.27, "end": 11503.53, "probability": 0.946 }, { "start": 11504.31, "end": 11509.13, "probability": 0.9855 }, { "start": 11509.53, "end": 11510.69, "probability": 0.8001 }, { "start": 11510.77, "end": 11512.11, "probability": 0.9201 }, { "start": 11513.03, "end": 11516.33, "probability": 0.9255 }, { "start": 11516.97, "end": 11518.01, "probability": 0.9333 }, { "start": 11518.11, "end": 11521.11, "probability": 0.8602 }, { "start": 11521.55, "end": 11523.97, "probability": 0.9613 }, { "start": 11524.45, "end": 11527.15, "probability": 0.7932 }, { "start": 11527.47, "end": 11527.77, "probability": 0.5737 }, { "start": 11527.81, "end": 11532.63, "probability": 0.9957 }, { "start": 11533.17, "end": 11535.37, "probability": 0.8767 }, { "start": 11536.17, "end": 11539.53, "probability": 0.8981 }, { "start": 11539.63, "end": 11541.05, "probability": 0.7383 }, { "start": 11541.57, "end": 11542.51, "probability": 0.7207 }, { "start": 11542.57, "end": 11547.43, "probability": 0.996 }, { "start": 11547.87, "end": 11553.37, "probability": 0.975 }, { "start": 11554.29, "end": 11559.43, "probability": 0.9457 }, { "start": 11560.39, "end": 11562.11, "probability": 0.8614 }, { "start": 11562.27, "end": 11564.39, "probability": 0.9976 }, { "start": 11564.39, "end": 11569.87, "probability": 0.9484 }, { "start": 11569.99, "end": 11571.17, "probability": 0.8325 }, { "start": 11571.65, "end": 11573.05, "probability": 0.7897 }, { "start": 11573.27, "end": 11574.23, "probability": 0.9081 }, { "start": 11574.83, "end": 11575.56, "probability": 0.9541 }, { "start": 11576.03, "end": 11579.69, "probability": 0.9442 }, { "start": 11580.55, "end": 11583.15, "probability": 0.9948 }, { "start": 11583.33, "end": 11585.39, "probability": 0.9644 }, { "start": 11585.95, "end": 11588.69, "probability": 0.986 }, { "start": 11588.79, "end": 11589.89, "probability": 0.8896 }, { "start": 11589.99, "end": 11591.09, "probability": 0.8668 }, { "start": 11591.61, "end": 11595.05, "probability": 0.9175 }, { "start": 11595.67, "end": 11597.05, "probability": 0.9975 }, { "start": 11597.61, "end": 11600.51, "probability": 0.9634 }, { "start": 11600.95, "end": 11604.85, "probability": 0.9928 }, { "start": 11605.53, "end": 11609.15, "probability": 0.9756 }, { "start": 11609.67, "end": 11611.99, "probability": 0.9744 }, { "start": 11612.07, "end": 11615.49, "probability": 0.8027 }, { "start": 11615.49, "end": 11619.61, "probability": 0.8935 }, { "start": 11619.97, "end": 11621.27, "probability": 0.9285 }, { "start": 11621.81, "end": 11626.71, "probability": 0.9828 }, { "start": 11626.71, "end": 11632.19, "probability": 0.9987 }, { "start": 11632.83, "end": 11634.93, "probability": 0.9971 }, { "start": 11635.17, "end": 11635.31, "probability": 0.7144 }, { "start": 11635.41, "end": 11640.89, "probability": 0.9758 }, { "start": 11640.99, "end": 11641.43, "probability": 0.6904 }, { "start": 11642.39, "end": 11642.95, "probability": 0.7011 }, { "start": 11643.09, "end": 11644.01, "probability": 0.1283 }, { "start": 11646.29, "end": 11648.29, "probability": 0.8347 }, { "start": 11648.31, "end": 11651.37, "probability": 0.9588 }, { "start": 11651.53, "end": 11656.69, "probability": 0.9958 }, { "start": 11656.99, "end": 11657.63, "probability": 0.4722 }, { "start": 11657.91, "end": 11660.47, "probability": 0.9795 }, { "start": 11661.03, "end": 11663.83, "probability": 0.9452 }, { "start": 11664.51, "end": 11665.41, "probability": 0.3871 }, { "start": 11665.41, "end": 11667.05, "probability": 0.9043 }, { "start": 11667.81, "end": 11668.65, "probability": 0.9346 }, { "start": 11668.83, "end": 11674.07, "probability": 0.9866 }, { "start": 11674.15, "end": 11679.17, "probability": 0.9838 }, { "start": 11679.47, "end": 11680.35, "probability": 0.5378 }, { "start": 11680.83, "end": 11686.29, "probability": 0.9487 }, { "start": 11686.69, "end": 11687.17, "probability": 0.3688 }, { "start": 11687.89, "end": 11690.13, "probability": 0.8752 }, { "start": 11690.67, "end": 11691.68, "probability": 0.813 }, { "start": 11692.45, "end": 11698.05, "probability": 0.9539 }, { "start": 11698.45, "end": 11700.95, "probability": 0.9319 }, { "start": 11701.75, "end": 11703.85, "probability": 0.8526 }, { "start": 11704.81, "end": 11709.83, "probability": 0.9917 }, { "start": 11710.53, "end": 11712.95, "probability": 0.9169 }, { "start": 11713.49, "end": 11718.79, "probability": 0.9487 }, { "start": 11719.35, "end": 11723.21, "probability": 0.9334 }, { "start": 11723.65, "end": 11728.65, "probability": 0.9991 }, { "start": 11729.15, "end": 11731.91, "probability": 0.9456 }, { "start": 11732.53, "end": 11734.13, "probability": 0.7939 }, { "start": 11734.65, "end": 11735.59, "probability": 0.8037 }, { "start": 11735.97, "end": 11737.97, "probability": 0.9922 }, { "start": 11738.85, "end": 11742.09, "probability": 0.993 }, { "start": 11743.07, "end": 11748.03, "probability": 0.9813 }, { "start": 11748.67, "end": 11751.59, "probability": 0.9822 }, { "start": 11751.59, "end": 11754.67, "probability": 0.9797 }, { "start": 11755.07, "end": 11757.97, "probability": 0.9786 }, { "start": 11757.97, "end": 11761.61, "probability": 0.9985 }, { "start": 11762.69, "end": 11767.83, "probability": 0.8356 }, { "start": 11768.49, "end": 11769.69, "probability": 0.644 }, { "start": 11770.07, "end": 11772.49, "probability": 0.7681 }, { "start": 11772.65, "end": 11777.65, "probability": 0.8726 }, { "start": 11778.45, "end": 11779.19, "probability": 0.5518 }, { "start": 11780.03, "end": 11785.61, "probability": 0.925 }, { "start": 11786.27, "end": 11789.69, "probability": 0.9336 }, { "start": 11789.81, "end": 11790.31, "probability": 0.5719 }, { "start": 11790.49, "end": 11792.07, "probability": 0.9985 }, { "start": 11792.07, "end": 11794.53, "probability": 0.9993 }, { "start": 11795.07, "end": 11798.87, "probability": 0.965 }, { "start": 11798.87, "end": 11802.85, "probability": 0.9912 }, { "start": 11803.43, "end": 11808.13, "probability": 0.9941 }, { "start": 11808.57, "end": 11809.23, "probability": 0.789 }, { "start": 11809.33, "end": 11811.73, "probability": 0.9899 }, { "start": 11811.93, "end": 11814.81, "probability": 0.8858 }, { "start": 11815.49, "end": 11821.61, "probability": 0.9496 }, { "start": 11822.57, "end": 11828.09, "probability": 0.9987 }, { "start": 11828.63, "end": 11833.03, "probability": 0.99 }, { "start": 11833.35, "end": 11834.21, "probability": 0.7688 }, { "start": 11834.57, "end": 11837.15, "probability": 0.9856 }, { "start": 11837.69, "end": 11842.33, "probability": 0.9281 }, { "start": 11842.67, "end": 11845.45, "probability": 0.8523 }, { "start": 11845.95, "end": 11846.99, "probability": 0.6654 }, { "start": 11847.27, "end": 11847.89, "probability": 0.4473 }, { "start": 11848.17, "end": 11851.05, "probability": 0.9943 }, { "start": 11851.29, "end": 11851.59, "probability": 0.78 }, { "start": 11851.89, "end": 11853.07, "probability": 0.8547 }, { "start": 11853.27, "end": 11853.55, "probability": 0.7778 }, { "start": 11853.63, "end": 11855.87, "probability": 0.9616 }, { "start": 11856.01, "end": 11856.49, "probability": 0.4255 }, { "start": 11856.57, "end": 11857.47, "probability": 0.6092 }, { "start": 11858.15, "end": 11859.45, "probability": 0.5756 }, { "start": 11860.15, "end": 11860.15, "probability": 0.4869 }, { "start": 11860.17, "end": 11862.25, "probability": 0.7475 }, { "start": 11862.81, "end": 11864.27, "probability": 0.9785 }, { "start": 11864.37, "end": 11864.81, "probability": 0.7668 }, { "start": 11864.91, "end": 11865.99, "probability": 0.9135 }, { "start": 11866.35, "end": 11869.01, "probability": 0.9957 }, { "start": 11869.63, "end": 11872.03, "probability": 0.673 }, { "start": 11874.31, "end": 11875.41, "probability": 0.1516 }, { "start": 11875.69, "end": 11875.69, "probability": 0.2463 }, { "start": 11875.69, "end": 11877.05, "probability": 0.7336 }, { "start": 11877.31, "end": 11879.23, "probability": 0.6962 }, { "start": 11879.29, "end": 11885.73, "probability": 0.7502 }, { "start": 11886.55, "end": 11888.29, "probability": 0.988 }, { "start": 11888.91, "end": 11889.95, "probability": 0.8559 }, { "start": 11890.55, "end": 11892.97, "probability": 0.8878 }, { "start": 11893.17, "end": 11893.79, "probability": 0.9335 }, { "start": 11893.89, "end": 11894.59, "probability": 0.9606 }, { "start": 11894.91, "end": 11895.81, "probability": 0.94 }, { "start": 11895.87, "end": 11896.45, "probability": 0.6613 }, { "start": 11896.53, "end": 11897.13, "probability": 0.9735 }, { "start": 11897.77, "end": 11898.22, "probability": 0.9773 }, { "start": 11899.13, "end": 11902.07, "probability": 0.9611 }, { "start": 11903.11, "end": 11904.37, "probability": 0.9131 }, { "start": 11904.59, "end": 11905.61, "probability": 0.77 }, { "start": 11906.11, "end": 11909.21, "probability": 0.8882 }, { "start": 11909.27, "end": 11910.41, "probability": 0.7919 }, { "start": 11910.93, "end": 11912.89, "probability": 0.9979 }, { "start": 11912.99, "end": 11913.23, "probability": 0.6826 }, { "start": 11914.59, "end": 11917.43, "probability": 0.8643 }, { "start": 11918.23, "end": 11919.77, "probability": 0.9841 }, { "start": 11920.47, "end": 11925.99, "probability": 0.9244 }, { "start": 11926.35, "end": 11931.77, "probability": 0.9601 }, { "start": 11932.47, "end": 11936.01, "probability": 0.8017 }, { "start": 11936.13, "end": 11937.59, "probability": 0.6453 }, { "start": 11937.83, "end": 11940.99, "probability": 0.953 }, { "start": 11941.21, "end": 11946.79, "probability": 0.9683 }, { "start": 11947.23, "end": 11948.21, "probability": 0.0839 }, { "start": 11948.35, "end": 11952.77, "probability": 0.9858 }, { "start": 11953.13, "end": 11954.67, "probability": 0.9967 }, { "start": 11954.97, "end": 11955.49, "probability": 0.7226 }, { "start": 11955.55, "end": 11956.57, "probability": 0.9868 }, { "start": 11956.97, "end": 11957.93, "probability": 0.7665 }, { "start": 11958.15, "end": 11959.33, "probability": 0.9696 }, { "start": 11959.41, "end": 11960.09, "probability": 0.5067 }, { "start": 11960.33, "end": 11960.75, "probability": 0.9363 }, { "start": 11961.09, "end": 11964.25, "probability": 0.9438 }, { "start": 11964.55, "end": 11964.79, "probability": 0.8655 }, { "start": 11964.85, "end": 11969.81, "probability": 0.9825 }, { "start": 11970.43, "end": 11972.05, "probability": 0.9941 }, { "start": 11972.93, "end": 11974.05, "probability": 0.5172 }, { "start": 11974.19, "end": 11980.43, "probability": 0.8846 }, { "start": 11980.81, "end": 11985.37, "probability": 0.9865 }, { "start": 11985.65, "end": 11988.97, "probability": 0.8819 }, { "start": 11989.17, "end": 11994.39, "probability": 0.8749 }, { "start": 11994.63, "end": 11997.73, "probability": 0.7997 }, { "start": 11998.19, "end": 11999.57, "probability": 0.8838 }, { "start": 11999.67, "end": 12002.85, "probability": 0.9608 }, { "start": 12002.85, "end": 12007.75, "probability": 0.9877 }, { "start": 12008.29, "end": 12013.57, "probability": 0.9732 }, { "start": 12014.01, "end": 12016.59, "probability": 0.8833 }, { "start": 12017.07, "end": 12019.79, "probability": 0.9454 }, { "start": 12019.89, "end": 12023.91, "probability": 0.918 }, { "start": 12024.77, "end": 12027.73, "probability": 0.9476 }, { "start": 12027.73, "end": 12032.83, "probability": 0.9916 }, { "start": 12033.31, "end": 12036.47, "probability": 0.9725 }, { "start": 12037.07, "end": 12039.85, "probability": 0.9907 }, { "start": 12039.85, "end": 12044.65, "probability": 0.9911 }, { "start": 12044.73, "end": 12048.71, "probability": 0.8863 }, { "start": 12049.17, "end": 12052.41, "probability": 0.9964 }, { "start": 12052.95, "end": 12057.33, "probability": 0.9397 }, { "start": 12058.07, "end": 12059.67, "probability": 0.8052 }, { "start": 12060.69, "end": 12063.01, "probability": 0.8583 }, { "start": 12063.63, "end": 12066.61, "probability": 0.9634 }, { "start": 12067.13, "end": 12070.25, "probability": 0.9358 }, { "start": 12071.08, "end": 12071.93, "probability": 0.9473 }, { "start": 12072.75, "end": 12077.93, "probability": 0.98 }, { "start": 12078.83, "end": 12081.53, "probability": 0.853 }, { "start": 12082.15, "end": 12086.63, "probability": 0.9739 }, { "start": 12087.13, "end": 12088.11, "probability": 0.6617 }, { "start": 12088.31, "end": 12091.21, "probability": 0.9588 }, { "start": 12091.69, "end": 12093.55, "probability": 0.7979 }, { "start": 12093.55, "end": 12097.03, "probability": 0.9839 }, { "start": 12097.39, "end": 12100.57, "probability": 0.8449 }, { "start": 12101.23, "end": 12101.45, "probability": 0.184 }, { "start": 12101.45, "end": 12103.41, "probability": 0.6877 }, { "start": 12103.67, "end": 12104.37, "probability": 0.9477 }, { "start": 12105.51, "end": 12106.83, "probability": 0.847 }, { "start": 12111.29, "end": 12112.17, "probability": 0.612 }, { "start": 12115.63, "end": 12116.91, "probability": 0.9957 }, { "start": 12124.03, "end": 12124.55, "probability": 0.3748 }, { "start": 12126.74, "end": 12129.49, "probability": 0.973 }, { "start": 12129.99, "end": 12131.75, "probability": 0.6534 }, { "start": 12133.09, "end": 12133.93, "probability": 0.5974 }, { "start": 12136.17, "end": 12140.07, "probability": 0.9611 }, { "start": 12141.39, "end": 12141.81, "probability": 0.9673 }, { "start": 12142.97, "end": 12145.59, "probability": 0.9033 }, { "start": 12146.71, "end": 12147.97, "probability": 0.6778 }, { "start": 12150.55, "end": 12153.55, "probability": 0.7641 }, { "start": 12155.63, "end": 12156.43, "probability": 0.7076 }, { "start": 12156.57, "end": 12158.25, "probability": 0.8718 }, { "start": 12158.31, "end": 12162.11, "probability": 0.9089 }, { "start": 12162.21, "end": 12162.57, "probability": 0.8215 }, { "start": 12163.17, "end": 12163.75, "probability": 0.9632 }, { "start": 12165.03, "end": 12166.69, "probability": 0.8479 }, { "start": 12167.75, "end": 12169.08, "probability": 0.5724 }, { "start": 12170.33, "end": 12171.05, "probability": 0.8051 }, { "start": 12171.37, "end": 12172.53, "probability": 0.9615 }, { "start": 12173.19, "end": 12173.71, "probability": 0.6504 }, { "start": 12173.83, "end": 12174.73, "probability": 0.8262 }, { "start": 12174.97, "end": 12178.27, "probability": 0.9629 }, { "start": 12178.37, "end": 12179.83, "probability": 0.9941 }, { "start": 12181.05, "end": 12182.03, "probability": 0.9889 }, { "start": 12182.65, "end": 12185.61, "probability": 0.6715 }, { "start": 12187.19, "end": 12187.53, "probability": 0.9259 }, { "start": 12188.11, "end": 12189.69, "probability": 0.979 }, { "start": 12191.13, "end": 12195.03, "probability": 0.795 }, { "start": 12195.97, "end": 12201.83, "probability": 0.541 }, { "start": 12202.01, "end": 12202.29, "probability": 0.3972 }, { "start": 12202.37, "end": 12203.15, "probability": 0.5928 }, { "start": 12203.49, "end": 12204.57, "probability": 0.8401 }, { "start": 12204.69, "end": 12205.09, "probability": 0.782 }, { "start": 12205.55, "end": 12207.89, "probability": 0.8976 }, { "start": 12209.81, "end": 12210.27, "probability": 0.7523 }, { "start": 12210.39, "end": 12212.15, "probability": 0.9905 }, { "start": 12212.17, "end": 12213.71, "probability": 0.9084 }, { "start": 12213.79, "end": 12214.17, "probability": 0.6992 }, { "start": 12214.27, "end": 12214.65, "probability": 0.0667 }, { "start": 12214.79, "end": 12218.21, "probability": 0.9735 }, { "start": 12219.43, "end": 12222.23, "probability": 0.6766 }, { "start": 12222.41, "end": 12223.96, "probability": 0.7489 }, { "start": 12224.77, "end": 12227.93, "probability": 0.8282 }, { "start": 12228.89, "end": 12229.83, "probability": 0.6423 }, { "start": 12231.41, "end": 12235.59, "probability": 0.9625 }, { "start": 12235.65, "end": 12237.01, "probability": 0.3835 }, { "start": 12237.99, "end": 12239.11, "probability": 0.9946 }, { "start": 12240.83, "end": 12241.17, "probability": 0.9658 }, { "start": 12241.69, "end": 12244.37, "probability": 0.974 }, { "start": 12244.51, "end": 12246.71, "probability": 0.6917 }, { "start": 12248.59, "end": 12248.94, "probability": 0.7605 }, { "start": 12250.07, "end": 12253.41, "probability": 0.9977 }, { "start": 12254.09, "end": 12254.57, "probability": 0.7613 }, { "start": 12256.45, "end": 12257.31, "probability": 0.8359 }, { "start": 12258.05, "end": 12265.39, "probability": 0.9897 }, { "start": 12267.21, "end": 12268.28, "probability": 0.7859 }, { "start": 12269.93, "end": 12271.95, "probability": 0.8972 }, { "start": 12273.19, "end": 12274.59, "probability": 0.8893 }, { "start": 12275.59, "end": 12276.07, "probability": 0.6229 }, { "start": 12277.09, "end": 12277.81, "probability": 0.5111 }, { "start": 12278.37, "end": 12279.31, "probability": 0.8022 }, { "start": 12280.15, "end": 12281.69, "probability": 0.7291 }, { "start": 12281.89, "end": 12284.31, "probability": 0.6894 }, { "start": 12285.53, "end": 12287.27, "probability": 0.9533 }, { "start": 12288.29, "end": 12291.47, "probability": 0.8914 }, { "start": 12291.59, "end": 12294.17, "probability": 0.9985 }, { "start": 12294.67, "end": 12295.09, "probability": 0.7719 }, { "start": 12297.13, "end": 12301.03, "probability": 0.9598 }, { "start": 12302.09, "end": 12302.77, "probability": 0.757 }, { "start": 12305.27, "end": 12306.83, "probability": 0.5004 }, { "start": 12306.89, "end": 12309.49, "probability": 0.9924 }, { "start": 12310.01, "end": 12310.62, "probability": 0.9688 }, { "start": 12311.63, "end": 12313.37, "probability": 0.9671 }, { "start": 12314.01, "end": 12315.63, "probability": 0.9974 }, { "start": 12316.45, "end": 12318.63, "probability": 0.9049 }, { "start": 12319.57, "end": 12321.63, "probability": 0.9683 }, { "start": 12323.07, "end": 12323.69, "probability": 0.9222 }, { "start": 12325.65, "end": 12329.29, "probability": 0.9479 }, { "start": 12330.73, "end": 12335.47, "probability": 0.9873 }, { "start": 12337.17, "end": 12337.53, "probability": 0.9502 }, { "start": 12338.23, "end": 12339.17, "probability": 0.8892 }, { "start": 12339.83, "end": 12341.35, "probability": 0.5987 }, { "start": 12341.75, "end": 12343.65, "probability": 0.9946 }, { "start": 12344.27, "end": 12349.27, "probability": 0.9917 }, { "start": 12350.41, "end": 12351.49, "probability": 0.9229 }, { "start": 12351.91, "end": 12353.18, "probability": 0.9686 }, { "start": 12353.89, "end": 12356.79, "probability": 0.9878 }, { "start": 12357.43, "end": 12362.35, "probability": 0.983 }, { "start": 12363.55, "end": 12364.27, "probability": 0.7964 }, { "start": 12365.63, "end": 12365.91, "probability": 0.0268 }, { "start": 12366.17, "end": 12367.43, "probability": 0.9953 }, { "start": 12367.55, "end": 12369.05, "probability": 0.9437 }, { "start": 12369.77, "end": 12373.07, "probability": 0.9697 }, { "start": 12373.17, "end": 12373.63, "probability": 0.3304 }, { "start": 12374.35, "end": 12376.27, "probability": 0.9442 }, { "start": 12376.27, "end": 12379.75, "probability": 0.9262 }, { "start": 12379.85, "end": 12380.47, "probability": 0.9313 }, { "start": 12381.21, "end": 12382.93, "probability": 0.939 }, { "start": 12382.99, "end": 12383.51, "probability": 0.4111 }, { "start": 12384.09, "end": 12385.91, "probability": 0.9634 }, { "start": 12387.21, "end": 12389.39, "probability": 0.9691 }, { "start": 12390.33, "end": 12392.87, "probability": 0.8992 }, { "start": 12407.05, "end": 12408.61, "probability": 0.4991 }, { "start": 12408.73, "end": 12408.73, "probability": 0.1296 }, { "start": 12408.73, "end": 12408.73, "probability": 0.0528 }, { "start": 12408.73, "end": 12408.81, "probability": 0.1212 }, { "start": 12408.81, "end": 12409.13, "probability": 0.0387 }, { "start": 12409.45, "end": 12410.45, "probability": 0.1465 }, { "start": 12411.29, "end": 12413.51, "probability": 0.3965 }, { "start": 12413.85, "end": 12416.59, "probability": 0.8795 }, { "start": 12417.33, "end": 12419.29, "probability": 0.6319 }, { "start": 12419.83, "end": 12422.65, "probability": 0.6595 }, { "start": 12423.57, "end": 12424.17, "probability": 0.9017 }, { "start": 12425.49, "end": 12426.49, "probability": 0.9717 }, { "start": 12427.71, "end": 12429.61, "probability": 0.9947 }, { "start": 12431.75, "end": 12432.61, "probability": 0.9221 }, { "start": 12433.09, "end": 12434.03, "probability": 0.785 }, { "start": 12434.13, "end": 12434.59, "probability": 0.8149 }, { "start": 12435.09, "end": 12437.75, "probability": 0.917 }, { "start": 12438.81, "end": 12439.73, "probability": 0.8773 }, { "start": 12440.83, "end": 12442.47, "probability": 0.9948 }, { "start": 12445.45, "end": 12445.45, "probability": 0.5489 }, { "start": 12445.45, "end": 12446.65, "probability": 0.6334 }, { "start": 12446.95, "end": 12447.67, "probability": 0.2586 }, { "start": 12448.53, "end": 12450.0, "probability": 0.4971 }, { "start": 12450.59, "end": 12454.41, "probability": 0.9194 }, { "start": 12454.69, "end": 12457.05, "probability": 0.1467 }, { "start": 12457.05, "end": 12457.25, "probability": 0.0309 }, { "start": 12457.25, "end": 12458.01, "probability": 0.4962 }, { "start": 12458.51, "end": 12463.05, "probability": 0.8967 }, { "start": 12463.79, "end": 12465.36, "probability": 0.9978 }, { "start": 12465.99, "end": 12466.66, "probability": 0.9941 }, { "start": 12466.77, "end": 12466.93, "probability": 0.8913 }, { "start": 12467.03, "end": 12467.65, "probability": 0.8442 }, { "start": 12467.77, "end": 12468.83, "probability": 0.7721 }, { "start": 12470.07, "end": 12470.09, "probability": 0.5825 }, { "start": 12470.61, "end": 12471.05, "probability": 0.9631 }, { "start": 12472.29, "end": 12472.87, "probability": 0.9637 }, { "start": 12472.95, "end": 12476.11, "probability": 0.8213 }, { "start": 12476.75, "end": 12477.52, "probability": 0.8042 }, { "start": 12477.91, "end": 12478.47, "probability": 0.5721 }, { "start": 12478.75, "end": 12480.27, "probability": 0.3721 }, { "start": 12481.07, "end": 12481.85, "probability": 0.7152 }, { "start": 12482.43, "end": 12487.41, "probability": 0.9525 }, { "start": 12488.03, "end": 12489.25, "probability": 0.8622 }, { "start": 12490.15, "end": 12493.05, "probability": 0.7715 }, { "start": 12493.24, "end": 12495.19, "probability": 0.8484 }, { "start": 12496.27, "end": 12496.27, "probability": 0.0001 }, { "start": 12498.96, "end": 12500.47, "probability": 0.0501 }, { "start": 12501.65, "end": 12502.85, "probability": 0.8844 }, { "start": 12505.19, "end": 12506.05, "probability": 0.9803 }, { "start": 12506.75, "end": 12507.23, "probability": 0.9971 }, { "start": 12507.89, "end": 12508.55, "probability": 0.7201 }, { "start": 12509.17, "end": 12510.55, "probability": 0.9958 }, { "start": 12510.61, "end": 12515.19, "probability": 0.9357 }, { "start": 12515.85, "end": 12518.35, "probability": 0.8257 }, { "start": 12519.05, "end": 12520.13, "probability": 0.5537 }, { "start": 12521.33, "end": 12521.97, "probability": 0.9738 }, { "start": 12522.41, "end": 12526.53, "probability": 0.9909 }, { "start": 12527.19, "end": 12529.05, "probability": 0.812 }, { "start": 12529.93, "end": 12532.31, "probability": 0.8869 }, { "start": 12534.07, "end": 12539.09, "probability": 0.575 }, { "start": 12539.37, "end": 12542.54, "probability": 0.8408 }, { "start": 12543.95, "end": 12545.03, "probability": 0.697 }, { "start": 12546.19, "end": 12546.73, "probability": 0.4941 }, { "start": 12546.73, "end": 12548.81, "probability": 0.3296 }, { "start": 12549.31, "end": 12549.97, "probability": 0.6699 }, { "start": 12551.31, "end": 12555.47, "probability": 0.7879 }, { "start": 12555.99, "end": 12557.63, "probability": 0.961 }, { "start": 12558.47, "end": 12559.24, "probability": 0.559 }, { "start": 12559.41, "end": 12560.69, "probability": 0.9956 }, { "start": 12561.39, "end": 12563.71, "probability": 0.9893 }, { "start": 12564.37, "end": 12570.55, "probability": 0.9573 }, { "start": 12572.53, "end": 12577.15, "probability": 0.6189 }, { "start": 12577.97, "end": 12581.21, "probability": 0.5669 }, { "start": 12582.24, "end": 12582.55, "probability": 0.1258 }, { "start": 12582.55, "end": 12582.55, "probability": 0.2203 }, { "start": 12582.55, "end": 12582.55, "probability": 0.0185 }, { "start": 12582.55, "end": 12582.61, "probability": 0.106 }, { "start": 12582.61, "end": 12582.63, "probability": 0.0667 }, { "start": 12582.63, "end": 12583.05, "probability": 0.3155 }, { "start": 12583.17, "end": 12584.23, "probability": 0.7323 }, { "start": 12584.23, "end": 12584.23, "probability": 0.4504 }, { "start": 12584.23, "end": 12584.59, "probability": 0.9116 }, { "start": 12584.69, "end": 12589.71, "probability": 0.9567 }, { "start": 12589.81, "end": 12590.21, "probability": 0.6957 }, { "start": 12590.25, "end": 12590.67, "probability": 0.465 }, { "start": 12590.75, "end": 12591.21, "probability": 0.5009 }, { "start": 12591.53, "end": 12593.19, "probability": 0.9092 }, { "start": 12594.27, "end": 12596.83, "probability": 0.8202 }, { "start": 12597.43, "end": 12598.47, "probability": 0.828 }, { "start": 12598.77, "end": 12603.72, "probability": 0.9854 }, { "start": 12604.71, "end": 12605.09, "probability": 0.3888 }, { "start": 12605.27, "end": 12605.67, "probability": 0.8145 }, { "start": 12606.55, "end": 12609.11, "probability": 0.7925 }, { "start": 12609.73, "end": 12611.77, "probability": 0.9648 }, { "start": 12611.98, "end": 12612.79, "probability": 0.5577 }, { "start": 12612.91, "end": 12615.21, "probability": 0.856 }, { "start": 12615.75, "end": 12616.67, "probability": 0.9376 }, { "start": 12617.51, "end": 12617.96, "probability": 0.7549 }, { "start": 12618.73, "end": 12619.81, "probability": 0.8728 }, { "start": 12619.93, "end": 12621.23, "probability": 0.7787 }, { "start": 12621.33, "end": 12622.27, "probability": 0.7773 }, { "start": 12622.97, "end": 12623.49, "probability": 0.5641 }, { "start": 12623.49, "end": 12625.09, "probability": 0.7893 }, { "start": 12625.57, "end": 12628.53, "probability": 0.9824 }, { "start": 12629.47, "end": 12630.83, "probability": 0.9724 }, { "start": 12631.35, "end": 12633.27, "probability": 0.7385 }, { "start": 12634.37, "end": 12638.43, "probability": 0.9917 }, { "start": 12638.53, "end": 12640.43, "probability": 0.9961 }, { "start": 12641.19, "end": 12643.01, "probability": 0.9883 }, { "start": 12643.01, "end": 12644.31, "probability": 0.7627 }, { "start": 12644.37, "end": 12645.87, "probability": 0.6259 }, { "start": 12646.41, "end": 12648.13, "probability": 0.9296 }, { "start": 12648.17, "end": 12648.67, "probability": 0.6513 }, { "start": 12648.69, "end": 12650.17, "probability": 0.8174 }, { "start": 12650.75, "end": 12653.13, "probability": 0.5253 }, { "start": 12653.25, "end": 12655.15, "probability": 0.9875 }, { "start": 12655.55, "end": 12659.95, "probability": 0.8105 }, { "start": 12660.27, "end": 12662.34, "probability": 0.8682 }, { "start": 12662.43, "end": 12663.35, "probability": 0.8845 }, { "start": 12663.85, "end": 12666.93, "probability": 0.7488 }, { "start": 12667.27, "end": 12667.89, "probability": 0.6074 }, { "start": 12667.99, "end": 12668.59, "probability": 0.7225 }, { "start": 12668.61, "end": 12669.31, "probability": 0.9617 }, { "start": 12669.79, "end": 12673.15, "probability": 0.9724 }, { "start": 12674.19, "end": 12675.89, "probability": 0.1579 }, { "start": 12676.41, "end": 12678.5, "probability": 0.1639 }, { "start": 12680.57, "end": 12680.91, "probability": 0.0377 }, { "start": 12680.91, "end": 12684.42, "probability": 0.0948 }, { "start": 12684.95, "end": 12686.19, "probability": 0.2847 }, { "start": 12686.63, "end": 12687.15, "probability": 0.5998 }, { "start": 12687.55, "end": 12688.05, "probability": 0.8087 }, { "start": 12688.55, "end": 12689.03, "probability": 0.9812 }, { "start": 12689.15, "end": 12691.17, "probability": 0.9211 }, { "start": 12691.17, "end": 12691.53, "probability": 0.5673 }, { "start": 12691.91, "end": 12693.03, "probability": 0.5954 }, { "start": 12693.25, "end": 12694.17, "probability": 0.1861 }, { "start": 12694.69, "end": 12696.21, "probability": 0.988 }, { "start": 12696.33, "end": 12696.57, "probability": 0.7549 }, { "start": 12697.25, "end": 12698.67, "probability": 0.7337 }, { "start": 12700.29, "end": 12706.31, "probability": 0.8895 }, { "start": 12706.93, "end": 12707.21, "probability": 0.6528 }, { "start": 12708.97, "end": 12712.29, "probability": 0.9824 }, { "start": 12712.69, "end": 12714.03, "probability": 0.9338 }, { "start": 12715.11, "end": 12716.09, "probability": 0.9709 }, { "start": 12716.91, "end": 12718.95, "probability": 0.9152 }, { "start": 12719.09, "end": 12720.27, "probability": 0.9821 }, { "start": 12720.67, "end": 12722.13, "probability": 0.7626 }, { "start": 12722.65, "end": 12723.1, "probability": 0.9381 }, { "start": 12724.13, "end": 12725.61, "probability": 0.8949 }, { "start": 12726.87, "end": 12731.39, "probability": 0.9758 }, { "start": 12731.95, "end": 12733.39, "probability": 0.9857 }, { "start": 12734.01, "end": 12734.47, "probability": 0.8333 }, { "start": 12734.55, "end": 12736.71, "probability": 0.9951 }, { "start": 12737.31, "end": 12741.73, "probability": 0.8623 }, { "start": 12741.85, "end": 12742.49, "probability": 0.8168 }, { "start": 12742.59, "end": 12743.31, "probability": 0.9136 }, { "start": 12743.79, "end": 12745.15, "probability": 0.8436 }, { "start": 12746.01, "end": 12747.79, "probability": 0.9173 }, { "start": 12748.61, "end": 12751.35, "probability": 0.9213 }, { "start": 12751.35, "end": 12753.99, "probability": 0.8375 }, { "start": 12754.57, "end": 12756.95, "probability": 0.8517 }, { "start": 12757.01, "end": 12757.55, "probability": 0.9258 }, { "start": 12757.81, "end": 12758.11, "probability": 0.861 }, { "start": 12759.65, "end": 12760.77, "probability": 0.7181 }, { "start": 12762.45, "end": 12764.43, "probability": 0.7992 }, { "start": 12765.09, "end": 12769.39, "probability": 0.919 }, { "start": 12769.89, "end": 12771.73, "probability": 0.2974 }, { "start": 12771.73, "end": 12772.41, "probability": 0.6395 }, { "start": 12778.13, "end": 12782.89, "probability": 0.7872 }, { "start": 12783.95, "end": 12786.45, "probability": 0.9841 }, { "start": 12786.57, "end": 12786.67, "probability": 0.4827 }, { "start": 12787.07, "end": 12789.11, "probability": 0.9637 }, { "start": 12789.87, "end": 12792.23, "probability": 0.9675 }, { "start": 12801.79, "end": 12802.65, "probability": 0.7073 }, { "start": 12804.21, "end": 12805.21, "probability": 0.8141 }, { "start": 12805.65, "end": 12808.91, "probability": 0.9677 }, { "start": 12808.97, "end": 12809.57, "probability": 0.7775 }, { "start": 12810.69, "end": 12811.67, "probability": 0.9781 }, { "start": 12813.25, "end": 12813.93, "probability": 0.9712 }, { "start": 12814.19, "end": 12820.77, "probability": 0.9867 }, { "start": 12820.77, "end": 12825.53, "probability": 0.9958 }, { "start": 12825.71, "end": 12827.63, "probability": 0.9873 }, { "start": 12827.97, "end": 12833.95, "probability": 0.9974 }, { "start": 12835.73, "end": 12837.69, "probability": 0.9556 }, { "start": 12838.91, "end": 12841.79, "probability": 0.8838 }, { "start": 12841.81, "end": 12844.37, "probability": 0.9912 }, { "start": 12845.07, "end": 12848.01, "probability": 0.9872 }, { "start": 12849.05, "end": 12850.19, "probability": 0.992 }, { "start": 12850.27, "end": 12853.65, "probability": 0.9958 }, { "start": 12853.73, "end": 12855.15, "probability": 0.995 }, { "start": 12855.73, "end": 12856.95, "probability": 0.9946 }, { "start": 12857.11, "end": 12858.25, "probability": 0.9802 }, { "start": 12858.71, "end": 12861.89, "probability": 0.8886 }, { "start": 12862.69, "end": 12863.63, "probability": 0.9417 }, { "start": 12864.15, "end": 12867.39, "probability": 0.9237 }, { "start": 12868.75, "end": 12873.97, "probability": 0.9056 }, { "start": 12875.33, "end": 12879.53, "probability": 0.9782 }, { "start": 12879.53, "end": 12883.47, "probability": 0.998 }, { "start": 12883.75, "end": 12889.05, "probability": 0.9858 }, { "start": 12889.83, "end": 12894.15, "probability": 0.9977 }, { "start": 12894.17, "end": 12898.17, "probability": 0.98 }, { "start": 12898.51, "end": 12898.93, "probability": 0.8059 }, { "start": 12900.07, "end": 12900.81, "probability": 0.7264 }, { "start": 12901.41, "end": 12903.73, "probability": 0.9751 }, { "start": 12904.79, "end": 12909.63, "probability": 0.9914 }, { "start": 12910.33, "end": 12915.43, "probability": 0.7464 }, { "start": 12915.43, "end": 12916.65, "probability": 0.9521 }, { "start": 12917.55, "end": 12918.65, "probability": 0.8745 }, { "start": 12919.17, "end": 12920.27, "probability": 0.7979 }, { "start": 12920.91, "end": 12923.99, "probability": 0.9603 }, { "start": 12923.99, "end": 12927.49, "probability": 0.9189 }, { "start": 12928.55, "end": 12931.91, "probability": 0.9569 }, { "start": 12932.55, "end": 12934.41, "probability": 0.8873 }, { "start": 12935.05, "end": 12936.33, "probability": 0.9604 }, { "start": 12936.65, "end": 12939.71, "probability": 0.0615 }, { "start": 12940.43, "end": 12941.99, "probability": 0.7681 }, { "start": 12941.99, "end": 12941.99, "probability": 0.1007 }, { "start": 12941.99, "end": 12944.03, "probability": 0.9849 }, { "start": 12944.87, "end": 12946.21, "probability": 0.9771 }, { "start": 12946.37, "end": 12948.49, "probability": 0.8397 }, { "start": 12949.07, "end": 12950.27, "probability": 0.6764 }, { "start": 12951.21, "end": 12955.21, "probability": 0.96 }, { "start": 12957.03, "end": 12961.85, "probability": 0.9973 }, { "start": 12961.85, "end": 12967.73, "probability": 0.9823 }, { "start": 12968.55, "end": 12972.53, "probability": 0.9881 }, { "start": 12973.03, "end": 12977.09, "probability": 0.9463 }, { "start": 12977.79, "end": 12978.07, "probability": 0.8645 }, { "start": 12978.17, "end": 12983.63, "probability": 0.9529 }, { "start": 12983.63, "end": 12987.93, "probability": 0.9956 }, { "start": 12988.49, "end": 12989.51, "probability": 0.6218 }, { "start": 12990.39, "end": 12991.61, "probability": 0.9556 }, { "start": 12991.67, "end": 12994.81, "probability": 0.9821 }, { "start": 12995.39, "end": 13001.3, "probability": 0.9877 }, { "start": 13003.03, "end": 13003.03, "probability": 0.1354 }, { "start": 13003.03, "end": 13004.03, "probability": 0.9252 }, { "start": 13006.29, "end": 13010.17, "probability": 0.7821 }, { "start": 13011.89, "end": 13013.09, "probability": 0.9949 }, { "start": 13014.31, "end": 13017.31, "probability": 0.9916 }, { "start": 13018.13, "end": 13019.79, "probability": 0.9915 }, { "start": 13020.21, "end": 13023.45, "probability": 0.9805 }, { "start": 13024.23, "end": 13026.87, "probability": 0.9714 }, { "start": 13027.95, "end": 13031.11, "probability": 0.9891 }, { "start": 13032.59, "end": 13033.83, "probability": 0.9907 }, { "start": 13034.69, "end": 13037.31, "probability": 0.998 }, { "start": 13038.35, "end": 13039.69, "probability": 0.6385 }, { "start": 13040.23, "end": 13042.13, "probability": 0.8416 }, { "start": 13042.91, "end": 13044.01, "probability": 0.6961 }, { "start": 13045.03, "end": 13045.71, "probability": 0.6593 }, { "start": 13045.95, "end": 13046.27, "probability": 0.8944 }, { "start": 13046.33, "end": 13046.83, "probability": 0.9167 }, { "start": 13046.89, "end": 13049.37, "probability": 0.8468 }, { "start": 13049.97, "end": 13050.83, "probability": 0.9671 }, { "start": 13051.91, "end": 13053.86, "probability": 0.9724 }, { "start": 13054.87, "end": 13058.17, "probability": 0.9492 }, { "start": 13058.97, "end": 13062.33, "probability": 0.998 }, { "start": 13062.45, "end": 13062.79, "probability": 0.812 }, { "start": 13063.83, "end": 13065.01, "probability": 0.9847 }, { "start": 13066.03, "end": 13069.05, "probability": 0.8904 }, { "start": 13069.83, "end": 13069.97, "probability": 0.3644 }, { "start": 13069.97, "end": 13071.03, "probability": 0.5686 }, { "start": 13072.05, "end": 13072.39, "probability": 0.4082 }, { "start": 13072.53, "end": 13074.17, "probability": 0.9526 }, { "start": 13076.09, "end": 13079.31, "probability": 0.5977 }, { "start": 13080.85, "end": 13081.77, "probability": 0.8727 }, { "start": 13082.67, "end": 13085.49, "probability": 0.9658 }, { "start": 13086.63, "end": 13087.27, "probability": 0.874 }, { "start": 13088.13, "end": 13088.47, "probability": 0.4629 }, { "start": 13088.49, "end": 13091.55, "probability": 0.9976 }, { "start": 13092.09, "end": 13093.69, "probability": 0.9238 }, { "start": 13094.33, "end": 13097.85, "probability": 0.9271 }, { "start": 13098.77, "end": 13099.87, "probability": 0.9967 }, { "start": 13100.41, "end": 13101.65, "probability": 0.9395 }, { "start": 13102.87, "end": 13106.63, "probability": 0.9787 }, { "start": 13108.78, "end": 13112.49, "probability": 0.9049 }, { "start": 13112.53, "end": 13114.53, "probability": 0.845 }, { "start": 13115.33, "end": 13116.97, "probability": 0.8267 }, { "start": 13117.73, "end": 13119.19, "probability": 0.8509 }, { "start": 13119.41, "end": 13119.99, "probability": 0.8306 }, { "start": 13121.41, "end": 13121.65, "probability": 0.8785 }, { "start": 13122.29, "end": 13124.15, "probability": 0.9613 }, { "start": 13125.03, "end": 13126.74, "probability": 0.9056 }, { "start": 13127.45, "end": 13128.73, "probability": 0.9821 }, { "start": 13128.89, "end": 13132.08, "probability": 0.9849 }, { "start": 13132.57, "end": 13134.17, "probability": 0.9479 }, { "start": 13134.77, "end": 13135.95, "probability": 0.9282 }, { "start": 13136.41, "end": 13139.05, "probability": 0.7669 }, { "start": 13139.87, "end": 13141.27, "probability": 0.9498 }, { "start": 13141.99, "end": 13143.09, "probability": 0.8238 }, { "start": 13143.79, "end": 13147.39, "probability": 0.9557 }, { "start": 13147.95, "end": 13148.13, "probability": 0.5613 }, { "start": 13149.13, "end": 13149.73, "probability": 0.8661 }, { "start": 13151.49, "end": 13153.69, "probability": 0.9791 }, { "start": 13153.75, "end": 13155.19, "probability": 0.9075 }, { "start": 13155.91, "end": 13158.35, "probability": 0.9868 }, { "start": 13159.13, "end": 13160.63, "probability": 0.9704 }, { "start": 13162.03, "end": 13164.25, "probability": 0.8935 }, { "start": 13164.87, "end": 13168.89, "probability": 0.983 }, { "start": 13169.59, "end": 13170.69, "probability": 0.7744 }, { "start": 13171.83, "end": 13174.17, "probability": 0.3893 }, { "start": 13174.17, "end": 13174.53, "probability": 0.9306 }, { "start": 13175.13, "end": 13176.55, "probability": 0.1319 }, { "start": 13177.27, "end": 13179.21, "probability": 0.9671 }, { "start": 13179.47, "end": 13181.05, "probability": 0.2223 }, { "start": 13183.43, "end": 13185.67, "probability": 0.7328 }, { "start": 13187.87, "end": 13189.87, "probability": 0.7869 }, { "start": 13190.13, "end": 13191.45, "probability": 0.725 }, { "start": 13192.05, "end": 13192.83, "probability": 0.9219 }, { "start": 13193.67, "end": 13195.27, "probability": 0.4194 }, { "start": 13196.15, "end": 13198.17, "probability": 0.9935 }, { "start": 13198.71, "end": 13200.49, "probability": 0.9961 }, { "start": 13201.27, "end": 13205.23, "probability": 0.9722 }, { "start": 13205.49, "end": 13206.37, "probability": 0.9375 }, { "start": 13207.32, "end": 13211.47, "probability": 0.9935 }, { "start": 13213.17, "end": 13214.17, "probability": 0.8325 }, { "start": 13215.91, "end": 13218.41, "probability": 0.9901 }, { "start": 13221.43, "end": 13222.73, "probability": 0.9146 }, { "start": 13222.81, "end": 13224.23, "probability": 0.9796 }, { "start": 13224.23, "end": 13225.13, "probability": 0.7822 }, { "start": 13225.73, "end": 13227.61, "probability": 0.925 }, { "start": 13228.95, "end": 13230.21, "probability": 0.7578 }, { "start": 13230.91, "end": 13232.49, "probability": 0.8979 }, { "start": 13233.79, "end": 13234.91, "probability": 0.9062 }, { "start": 13235.63, "end": 13237.67, "probability": 0.9927 }, { "start": 13238.89, "end": 13241.11, "probability": 0.9424 }, { "start": 13242.83, "end": 13244.59, "probability": 0.9834 }, { "start": 13245.87, "end": 13246.57, "probability": 0.939 }, { "start": 13247.79, "end": 13251.05, "probability": 0.9902 }, { "start": 13251.09, "end": 13254.49, "probability": 0.9569 }, { "start": 13256.51, "end": 13258.25, "probability": 0.9595 }, { "start": 13258.99, "end": 13260.91, "probability": 0.9842 }, { "start": 13261.87, "end": 13263.97, "probability": 0.9145 }, { "start": 13264.63, "end": 13265.43, "probability": 0.5764 }, { "start": 13266.01, "end": 13272.75, "probability": 0.7638 }, { "start": 13272.83, "end": 13273.55, "probability": 0.7598 }, { "start": 13274.35, "end": 13275.59, "probability": 0.7783 }, { "start": 13277.59, "end": 13281.93, "probability": 0.9972 }, { "start": 13282.99, "end": 13288.33, "probability": 0.9683 }, { "start": 13288.87, "end": 13290.07, "probability": 0.6609 }, { "start": 13290.51, "end": 13293.15, "probability": 0.8772 }, { "start": 13293.75, "end": 13295.61, "probability": 0.976 }, { "start": 13296.91, "end": 13300.67, "probability": 0.996 }, { "start": 13301.61, "end": 13302.19, "probability": 0.8608 }, { "start": 13303.59, "end": 13304.67, "probability": 0.8733 }, { "start": 13305.39, "end": 13306.23, "probability": 0.7972 }, { "start": 13306.69, "end": 13309.43, "probability": 0.9202 }, { "start": 13310.55, "end": 13312.09, "probability": 0.8988 }, { "start": 13313.13, "end": 13316.27, "probability": 0.9756 }, { "start": 13317.11, "end": 13320.29, "probability": 0.9809 }, { "start": 13320.81, "end": 13323.01, "probability": 0.9198 }, { "start": 13324.41, "end": 13327.87, "probability": 0.9377 }, { "start": 13328.83, "end": 13330.39, "probability": 0.873 }, { "start": 13331.31, "end": 13332.97, "probability": 0.9763 }, { "start": 13333.07, "end": 13334.25, "probability": 0.9581 }, { "start": 13334.87, "end": 13336.07, "probability": 0.9738 }, { "start": 13337.83, "end": 13340.83, "probability": 0.9718 }, { "start": 13342.23, "end": 13346.07, "probability": 0.9187 }, { "start": 13346.65, "end": 13353.95, "probability": 0.9943 }, { "start": 13356.87, "end": 13358.71, "probability": 0.4926 }, { "start": 13359.71, "end": 13360.09, "probability": 0.5072 }, { "start": 13361.69, "end": 13362.63, "probability": 0.7398 }, { "start": 13363.37, "end": 13367.01, "probability": 0.9719 }, { "start": 13367.65, "end": 13368.49, "probability": 0.8523 }, { "start": 13369.35, "end": 13371.21, "probability": 0.9868 }, { "start": 13372.17, "end": 13374.15, "probability": 0.9971 }, { "start": 13375.03, "end": 13380.15, "probability": 0.981 }, { "start": 13380.85, "end": 13382.39, "probability": 0.8766 }, { "start": 13383.79, "end": 13384.31, "probability": 0.9792 }, { "start": 13385.95, "end": 13387.3, "probability": 0.9875 }, { "start": 13391.51, "end": 13394.43, "probability": 0.8218 }, { "start": 13395.61, "end": 13396.03, "probability": 0.8427 }, { "start": 13397.23, "end": 13398.21, "probability": 0.9707 }, { "start": 13399.83, "end": 13404.84, "probability": 0.9328 }, { "start": 13405.93, "end": 13409.11, "probability": 0.8395 }, { "start": 13410.23, "end": 13411.23, "probability": 0.9963 }, { "start": 13412.31, "end": 13413.39, "probability": 0.5334 }, { "start": 13413.49, "end": 13416.79, "probability": 0.9411 }, { "start": 13417.51, "end": 13417.93, "probability": 0.5586 }, { "start": 13419.73, "end": 13420.77, "probability": 0.9534 }, { "start": 13421.75, "end": 13422.97, "probability": 0.8495 }, { "start": 13424.95, "end": 13426.81, "probability": 0.8651 }, { "start": 13426.89, "end": 13427.97, "probability": 0.9663 }, { "start": 13428.41, "end": 13429.17, "probability": 0.6785 }, { "start": 13430.59, "end": 13434.35, "probability": 0.9816 }, { "start": 13435.51, "end": 13439.93, "probability": 0.6465 }, { "start": 13441.75, "end": 13442.37, "probability": 0.9467 }, { "start": 13442.65, "end": 13443.59, "probability": 0.8272 }, { "start": 13446.03, "end": 13450.27, "probability": 0.9301 }, { "start": 13450.91, "end": 13454.75, "probability": 0.8279 }, { "start": 13455.99, "end": 13458.31, "probability": 0.9274 }, { "start": 13460.25, "end": 13461.53, "probability": 0.7944 }, { "start": 13462.71, "end": 13463.91, "probability": 0.9836 }, { "start": 13465.03, "end": 13465.63, "probability": 0.5295 }, { "start": 13465.75, "end": 13466.5, "probability": 0.8452 }, { "start": 13466.99, "end": 13468.27, "probability": 0.9844 }, { "start": 13470.27, "end": 13471.55, "probability": 0.9847 }, { "start": 13472.95, "end": 13476.39, "probability": 0.9907 }, { "start": 13477.53, "end": 13479.87, "probability": 0.7559 }, { "start": 13481.33, "end": 13485.33, "probability": 0.9822 }, { "start": 13486.43, "end": 13487.07, "probability": 0.6768 }, { "start": 13487.95, "end": 13489.21, "probability": 0.9689 }, { "start": 13490.39, "end": 13491.23, "probability": 0.9551 }, { "start": 13492.63, "end": 13493.35, "probability": 0.7759 }, { "start": 13494.75, "end": 13496.51, "probability": 0.994 }, { "start": 13496.67, "end": 13497.31, "probability": 0.7163 }, { "start": 13498.81, "end": 13499.33, "probability": 0.728 }, { "start": 13501.53, "end": 13503.21, "probability": 0.6973 }, { "start": 13504.29, "end": 13504.85, "probability": 0.7389 }, { "start": 13506.65, "end": 13507.83, "probability": 0.7872 }, { "start": 13509.83, "end": 13509.83, "probability": 0.936 }, { "start": 13512.27, "end": 13512.85, "probability": 0.8354 }, { "start": 13515.17, "end": 13515.83, "probability": 0.4999 }, { "start": 13517.65, "end": 13522.51, "probability": 0.9816 }, { "start": 13524.43, "end": 13526.89, "probability": 0.9888 }, { "start": 13527.81, "end": 13530.95, "probability": 0.994 }, { "start": 13531.99, "end": 13533.31, "probability": 0.9924 }, { "start": 13534.21, "end": 13537.35, "probability": 0.977 }, { "start": 13539.11, "end": 13540.49, "probability": 0.9312 }, { "start": 13541.07, "end": 13542.25, "probability": 0.9805 }, { "start": 13542.35, "end": 13546.97, "probability": 0.906 }, { "start": 13547.91, "end": 13549.75, "probability": 0.9757 }, { "start": 13549.79, "end": 13551.67, "probability": 0.9923 }, { "start": 13552.67, "end": 13553.55, "probability": 0.8547 }, { "start": 13553.73, "end": 13555.61, "probability": 0.4304 }, { "start": 13561.09, "end": 13561.77, "probability": 0.1393 }, { "start": 13561.77, "end": 13561.77, "probability": 0.2308 }, { "start": 13561.77, "end": 13562.07, "probability": 0.3216 }, { "start": 13563.01, "end": 13563.73, "probability": 0.6047 }, { "start": 13564.31, "end": 13567.15, "probability": 0.9895 }, { "start": 13567.79, "end": 13568.73, "probability": 0.7228 }, { "start": 13569.85, "end": 13571.29, "probability": 0.9172 }, { "start": 13572.75, "end": 13577.93, "probability": 0.9938 }, { "start": 13578.94, "end": 13580.23, "probability": 0.6072 }, { "start": 13583.52, "end": 13584.19, "probability": 0.6409 }, { "start": 13587.25, "end": 13588.45, "probability": 0.9676 }, { "start": 13589.61, "end": 13594.21, "probability": 0.778 }, { "start": 13595.99, "end": 13596.79, "probability": 0.9469 }, { "start": 13597.31, "end": 13599.47, "probability": 0.9916 }, { "start": 13600.89, "end": 13601.43, "probability": 0.8035 }, { "start": 13602.13, "end": 13605.03, "probability": 0.9215 }, { "start": 13605.71, "end": 13609.31, "probability": 0.9382 }, { "start": 13610.09, "end": 13611.39, "probability": 0.5236 }, { "start": 13612.05, "end": 13617.93, "probability": 0.9766 }, { "start": 13618.07, "end": 13620.67, "probability": 0.9929 }, { "start": 13621.35, "end": 13624.75, "probability": 0.9382 }, { "start": 13624.81, "end": 13625.89, "probability": 0.8563 }, { "start": 13626.79, "end": 13630.05, "probability": 0.9865 }, { "start": 13630.13, "end": 13632.17, "probability": 0.9453 }, { "start": 13633.17, "end": 13636.99, "probability": 0.9967 }, { "start": 13637.65, "end": 13642.93, "probability": 0.996 }, { "start": 13644.47, "end": 13646.75, "probability": 0.8776 }, { "start": 13647.43, "end": 13649.92, "probability": 0.9753 }, { "start": 13650.53, "end": 13651.57, "probability": 0.8843 }, { "start": 13653.85, "end": 13655.81, "probability": 0.8921 }, { "start": 13656.57, "end": 13659.71, "probability": 0.9836 }, { "start": 13660.15, "end": 13661.27, "probability": 0.8994 }, { "start": 13661.61, "end": 13663.37, "probability": 0.9932 }, { "start": 13663.79, "end": 13668.19, "probability": 0.9875 }, { "start": 13668.45, "end": 13669.89, "probability": 0.9716 }, { "start": 13670.69, "end": 13673.97, "probability": 0.7864 }, { "start": 13675.49, "end": 13677.37, "probability": 0.9932 }, { "start": 13678.83, "end": 13679.27, "probability": 0.3054 }, { "start": 13679.35, "end": 13680.73, "probability": 0.9451 }, { "start": 13702.47, "end": 13705.27, "probability": 0.9402 }, { "start": 13707.33, "end": 13708.55, "probability": 0.5924 }, { "start": 13708.81, "end": 13709.69, "probability": 0.6881 }, { "start": 13710.57, "end": 13711.71, "probability": 0.6506 }, { "start": 13714.53, "end": 13715.88, "probability": 0.6144 }, { "start": 13717.78, "end": 13719.95, "probability": 0.4566 }, { "start": 13721.17, "end": 13723.11, "probability": 0.526 }, { "start": 13724.43, "end": 13727.87, "probability": 0.7257 }, { "start": 13729.85, "end": 13737.01, "probability": 0.7021 }, { "start": 13737.71, "end": 13740.55, "probability": 0.3864 }, { "start": 13741.49, "end": 13744.21, "probability": 0.8803 }, { "start": 13744.87, "end": 13749.65, "probability": 0.9122 }, { "start": 13749.71, "end": 13752.11, "probability": 0.7545 }, { "start": 13752.81, "end": 13753.23, "probability": 0.464 }, { "start": 13754.09, "end": 13755.23, "probability": 0.6857 }, { "start": 13756.39, "end": 13757.61, "probability": 0.6899 }, { "start": 13757.75, "end": 13758.31, "probability": 0.5484 }, { "start": 13758.79, "end": 13759.29, "probability": 0.5542 }, { "start": 13759.43, "end": 13759.69, "probability": 0.7716 }, { "start": 13759.79, "end": 13760.49, "probability": 0.9426 }, { "start": 13761.11, "end": 13761.69, "probability": 0.6887 }, { "start": 13762.87, "end": 13763.75, "probability": 0.5143 }, { "start": 13764.22, "end": 13768.19, "probability": 0.9097 }, { "start": 13768.27, "end": 13770.53, "probability": 0.6788 }, { "start": 13771.86, "end": 13775.11, "probability": 0.7566 }, { "start": 13775.75, "end": 13777.17, "probability": 0.7641 }, { "start": 13777.63, "end": 13778.85, "probability": 0.7218 }, { "start": 13779.55, "end": 13783.43, "probability": 0.8837 }, { "start": 13784.63, "end": 13787.83, "probability": 0.7662 }, { "start": 13788.13, "end": 13789.05, "probability": 0.3462 }, { "start": 13789.77, "end": 13791.63, "probability": 0.6762 }, { "start": 13792.49, "end": 13794.72, "probability": 0.9279 }, { "start": 13795.59, "end": 13797.97, "probability": 0.9927 }, { "start": 13798.29, "end": 13803.25, "probability": 0.7218 }, { "start": 13803.35, "end": 13804.21, "probability": 0.6573 }, { "start": 13804.63, "end": 13807.23, "probability": 0.8696 }, { "start": 13807.43, "end": 13808.87, "probability": 0.5093 }, { "start": 13809.55, "end": 13810.49, "probability": 0.8064 }, { "start": 13810.93, "end": 13817.83, "probability": 0.8053 }, { "start": 13818.33, "end": 13819.41, "probability": 0.9244 }, { "start": 13819.83, "end": 13824.01, "probability": 0.9913 }, { "start": 13824.13, "end": 13825.47, "probability": 0.9932 }, { "start": 13827.07, "end": 13831.19, "probability": 0.8955 }, { "start": 13831.19, "end": 13833.09, "probability": 0.4925 }, { "start": 13833.17, "end": 13839.53, "probability": 0.9958 }, { "start": 13839.53, "end": 13843.89, "probability": 0.7318 }, { "start": 13844.19, "end": 13848.53, "probability": 0.9541 }, { "start": 13848.71, "end": 13849.05, "probability": 0.6882 }, { "start": 13850.17, "end": 13852.89, "probability": 0.9627 }, { "start": 13853.73, "end": 13854.13, "probability": 0.6961 }, { "start": 13855.01, "end": 13862.97, "probability": 0.9727 }, { "start": 13863.63, "end": 13867.93, "probability": 0.2575 }, { "start": 13868.91, "end": 13872.27, "probability": 0.7203 }, { "start": 13873.21, "end": 13877.05, "probability": 0.8933 }, { "start": 13878.2, "end": 13881.09, "probability": 0.8253 }, { "start": 13881.67, "end": 13882.43, "probability": 0.7228 }, { "start": 13884.21, "end": 13884.91, "probability": 0.5177 }, { "start": 13887.75, "end": 13889.81, "probability": 0.2033 }, { "start": 13890.25, "end": 13897.19, "probability": 0.8862 }, { "start": 13899.69, "end": 13901.63, "probability": 0.7582 }, { "start": 13902.23, "end": 13905.15, "probability": 0.6067 }, { "start": 13906.37, "end": 13912.61, "probability": 0.979 }, { "start": 13913.01, "end": 13913.59, "probability": 0.6321 }, { "start": 13914.55, "end": 13916.38, "probability": 0.5246 }, { "start": 13916.59, "end": 13919.85, "probability": 0.4756 }, { "start": 13919.87, "end": 13920.21, "probability": 0.7506 }, { "start": 13920.77, "end": 13922.63, "probability": 0.9141 }, { "start": 13923.19, "end": 13926.63, "probability": 0.7032 }, { "start": 13926.77, "end": 13928.15, "probability": 0.6399 }, { "start": 13928.23, "end": 13930.61, "probability": 0.9915 }, { "start": 13930.61, "end": 13932.35, "probability": 0.8898 }, { "start": 13932.39, "end": 13933.83, "probability": 0.9705 }, { "start": 13933.97, "end": 13934.79, "probability": 0.9146 }, { "start": 13935.97, "end": 13939.09, "probability": 0.6677 }, { "start": 13939.09, "end": 13943.57, "probability": 0.7876 }, { "start": 13945.05, "end": 13949.85, "probability": 0.8702 }, { "start": 13951.15, "end": 13956.49, "probability": 0.9927 }, { "start": 13956.57, "end": 13959.03, "probability": 0.4988 }, { "start": 13959.25, "end": 13960.51, "probability": 0.9825 }, { "start": 13960.67, "end": 13962.03, "probability": 0.8553 }, { "start": 13962.91, "end": 13964.51, "probability": 0.9697 }, { "start": 13965.17, "end": 13966.75, "probability": 0.6611 }, { "start": 13967.01, "end": 13967.93, "probability": 0.7542 }, { "start": 13968.19, "end": 13969.25, "probability": 0.745 }, { "start": 13970.45, "end": 13971.33, "probability": 0.7444 }, { "start": 13972.17, "end": 13974.87, "probability": 0.667 }, { "start": 13976.49, "end": 13977.09, "probability": 0.978 }, { "start": 13977.49, "end": 13977.59, "probability": 0.3704 }, { "start": 13977.59, "end": 13978.13, "probability": 0.8349 }, { "start": 13978.29, "end": 13981.01, "probability": 0.9666 }, { "start": 13981.05, "end": 13984.37, "probability": 0.6235 }, { "start": 13984.51, "end": 13985.66, "probability": 0.8011 }, { "start": 13986.43, "end": 13988.74, "probability": 0.6144 }, { "start": 13989.49, "end": 13993.07, "probability": 0.9538 }, { "start": 13994.23, "end": 14001.55, "probability": 0.7546 }, { "start": 14001.73, "end": 14002.65, "probability": 0.9087 }, { "start": 14002.87, "end": 14003.77, "probability": 0.6909 }, { "start": 14004.43, "end": 14005.51, "probability": 0.598 }, { "start": 14006.21, "end": 14008.17, "probability": 0.4278 }, { "start": 14008.53, "end": 14010.83, "probability": 0.5359 }, { "start": 14011.39, "end": 14012.21, "probability": 0.7522 }, { "start": 14012.35, "end": 14014.76, "probability": 0.7363 }, { "start": 14014.89, "end": 14015.9, "probability": 0.5997 }, { "start": 14016.81, "end": 14018.09, "probability": 0.6171 }, { "start": 14018.53, "end": 14019.15, "probability": 0.9749 }, { "start": 14019.23, "end": 14023.17, "probability": 0.8651 }, { "start": 14024.51, "end": 14027.19, "probability": 0.9088 }, { "start": 14028.03, "end": 14030.13, "probability": 0.8972 }, { "start": 14031.27, "end": 14033.87, "probability": 0.593 }, { "start": 14036.17, "end": 14038.71, "probability": 0.9585 }, { "start": 14039.51, "end": 14043.35, "probability": 0.8422 }, { "start": 14043.35, "end": 14044.05, "probability": 0.5931 }, { "start": 14044.31, "end": 14045.61, "probability": 0.752 }, { "start": 14046.23, "end": 14047.63, "probability": 0.9856 }, { "start": 14048.27, "end": 14052.81, "probability": 0.947 }, { "start": 14053.65, "end": 14060.17, "probability": 0.7079 }, { "start": 14061.05, "end": 14064.51, "probability": 0.8132 }, { "start": 14066.11, "end": 14070.25, "probability": 0.8375 }, { "start": 14070.41, "end": 14071.14, "probability": 0.3543 }, { "start": 14071.57, "end": 14073.15, "probability": 0.9614 }, { "start": 14073.23, "end": 14076.97, "probability": 0.9568 }, { "start": 14077.39, "end": 14078.65, "probability": 0.996 }, { "start": 14079.17, "end": 14079.57, "probability": 0.6504 }, { "start": 14080.07, "end": 14082.13, "probability": 0.6581 }, { "start": 14082.81, "end": 14083.33, "probability": 0.587 }, { "start": 14084.29, "end": 14084.89, "probability": 0.9567 }, { "start": 14085.17, "end": 14086.55, "probability": 0.6531 }, { "start": 14086.63, "end": 14088.27, "probability": 0.868 }, { "start": 14088.35, "end": 14090.11, "probability": 0.655 }, { "start": 14090.25, "end": 14091.87, "probability": 0.9598 }, { "start": 14092.01, "end": 14092.46, "probability": 0.9347 }, { "start": 14092.75, "end": 14097.13, "probability": 0.4928 }, { "start": 14097.25, "end": 14099.47, "probability": 0.6088 }, { "start": 14099.87, "end": 14101.41, "probability": 0.5488 }, { "start": 14101.73, "end": 14104.53, "probability": 0.8081 }, { "start": 14105.25, "end": 14106.33, "probability": 0.6628 }, { "start": 14106.59, "end": 14108.39, "probability": 0.4681 }, { "start": 14109.85, "end": 14111.05, "probability": 0.7206 }, { "start": 14111.75, "end": 14113.91, "probability": 0.9673 }, { "start": 14114.03, "end": 14114.51, "probability": 0.505 }, { "start": 14114.73, "end": 14115.45, "probability": 0.6195 }, { "start": 14115.49, "end": 14116.47, "probability": 0.909 }, { "start": 14116.55, "end": 14119.33, "probability": 0.84 }, { "start": 14120.01, "end": 14122.35, "probability": 0.7938 }, { "start": 14122.81, "end": 14124.17, "probability": 0.754 }, { "start": 14124.29, "end": 14125.01, "probability": 0.7297 }, { "start": 14126.21, "end": 14128.39, "probability": 0.7663 }, { "start": 14128.87, "end": 14131.63, "probability": 0.9044 }, { "start": 14132.07, "end": 14136.63, "probability": 0.9682 }, { "start": 14136.67, "end": 14139.41, "probability": 0.8232 }, { "start": 14139.53, "end": 14144.49, "probability": 0.7249 }, { "start": 14144.63, "end": 14148.98, "probability": 0.8108 }, { "start": 14148.99, "end": 14150.01, "probability": 0.8726 }, { "start": 14150.13, "end": 14152.65, "probability": 0.0937 }, { "start": 14153.45, "end": 14153.45, "probability": 0.0118 }, { "start": 14153.75, "end": 14155.33, "probability": 0.2322 }, { "start": 14155.33, "end": 14156.09, "probability": 0.3815 }, { "start": 14156.39, "end": 14157.69, "probability": 0.497 }, { "start": 14158.15, "end": 14161.07, "probability": 0.9249 }, { "start": 14161.43, "end": 14162.19, "probability": 0.2661 }, { "start": 14162.49, "end": 14163.69, "probability": 0.5172 }, { "start": 14166.13, "end": 14166.23, "probability": 0.0173 }, { "start": 14166.23, "end": 14169.13, "probability": 0.6422 }, { "start": 14169.63, "end": 14171.25, "probability": 0.5868 }, { "start": 14171.37, "end": 14172.53, "probability": 0.9077 }, { "start": 14173.33, "end": 14175.73, "probability": 0.764 }, { "start": 14176.05, "end": 14177.95, "probability": 0.9966 }, { "start": 14178.53, "end": 14182.75, "probability": 0.6518 }, { "start": 14182.85, "end": 14184.13, "probability": 0.9937 }, { "start": 14184.79, "end": 14187.01, "probability": 0.8921 }, { "start": 14189.19, "end": 14191.89, "probability": 0.7512 }, { "start": 14192.25, "end": 14193.99, "probability": 0.1592 }, { "start": 14193.99, "end": 14194.09, "probability": 0.3029 }, { "start": 14194.45, "end": 14195.1, "probability": 0.0637 }, { "start": 14195.19, "end": 14196.09, "probability": 0.6805 }, { "start": 14196.23, "end": 14197.43, "probability": 0.6938 }, { "start": 14197.85, "end": 14199.57, "probability": 0.9509 }, { "start": 14200.48, "end": 14202.09, "probability": 0.6507 }, { "start": 14202.19, "end": 14203.23, "probability": 0.7808 }, { "start": 14203.23, "end": 14205.29, "probability": 0.8482 }, { "start": 14205.41, "end": 14206.91, "probability": 0.5553 }, { "start": 14207.35, "end": 14208.37, "probability": 0.7561 }, { "start": 14208.59, "end": 14210.83, "probability": 0.7747 }, { "start": 14211.55, "end": 14217.09, "probability": 0.8481 }, { "start": 14217.63, "end": 14217.91, "probability": 0.7726 }, { "start": 14217.99, "end": 14220.41, "probability": 0.8701 }, { "start": 14220.59, "end": 14224.07, "probability": 0.6903 }, { "start": 14224.15, "end": 14226.39, "probability": 0.9324 }, { "start": 14226.39, "end": 14228.25, "probability": 0.9888 }, { "start": 14228.93, "end": 14232.47, "probability": 0.9167 }, { "start": 14232.71, "end": 14234.17, "probability": 0.9762 }, { "start": 14235.67, "end": 14236.31, "probability": 0.5482 }, { "start": 14236.51, "end": 14240.71, "probability": 0.9575 }, { "start": 14240.79, "end": 14242.17, "probability": 0.7471 }, { "start": 14242.53, "end": 14245.99, "probability": 0.929 }, { "start": 14246.43, "end": 14249.35, "probability": 0.7776 }, { "start": 14249.45, "end": 14250.93, "probability": 0.8625 }, { "start": 14251.03, "end": 14255.07, "probability": 0.8946 }, { "start": 14255.77, "end": 14258.75, "probability": 0.9852 }, { "start": 14259.19, "end": 14263.65, "probability": 0.9776 }, { "start": 14263.81, "end": 14265.37, "probability": 0.6344 }, { "start": 14265.43, "end": 14266.71, "probability": 0.51 }, { "start": 14266.71, "end": 14267.65, "probability": 0.7639 }, { "start": 14268.03, "end": 14268.85, "probability": 0.9425 }, { "start": 14268.95, "end": 14270.25, "probability": 0.6787 }, { "start": 14270.67, "end": 14274.75, "probability": 0.4668 }, { "start": 14274.83, "end": 14275.53, "probability": 0.9491 }, { "start": 14275.75, "end": 14276.67, "probability": 0.8852 }, { "start": 14277.51, "end": 14278.67, "probability": 0.5682 }, { "start": 14279.23, "end": 14284.07, "probability": 0.9534 }, { "start": 14284.73, "end": 14286.73, "probability": 0.9976 }, { "start": 14286.91, "end": 14288.45, "probability": 0.8651 }, { "start": 14289.15, "end": 14291.97, "probability": 0.6824 }, { "start": 14291.99, "end": 14292.73, "probability": 0.5467 }, { "start": 14294.36, "end": 14295.99, "probability": 0.7658 }, { "start": 14296.17, "end": 14296.87, "probability": 0.9067 }, { "start": 14297.05, "end": 14298.33, "probability": 0.838 }, { "start": 14298.73, "end": 14300.66, "probability": 0.8877 }, { "start": 14301.93, "end": 14302.91, "probability": 0.6667 }, { "start": 14303.65, "end": 14307.11, "probability": 0.8892 }, { "start": 14307.43, "end": 14308.85, "probability": 0.885 }, { "start": 14309.33, "end": 14310.65, "probability": 0.9613 }, { "start": 14310.75, "end": 14312.22, "probability": 0.8182 }, { "start": 14313.35, "end": 14316.29, "probability": 0.8813 }, { "start": 14316.39, "end": 14316.73, "probability": 0.9562 }, { "start": 14316.83, "end": 14320.75, "probability": 0.9595 }, { "start": 14321.67, "end": 14323.11, "probability": 0.793 }, { "start": 14323.87, "end": 14324.89, "probability": 0.5608 }, { "start": 14324.93, "end": 14328.13, "probability": 0.9897 }, { "start": 14328.51, "end": 14329.39, "probability": 0.9162 }, { "start": 14329.47, "end": 14330.43, "probability": 0.968 }, { "start": 14330.43, "end": 14331.99, "probability": 0.4974 }, { "start": 14332.65, "end": 14332.91, "probability": 0.6445 }, { "start": 14333.65, "end": 14334.65, "probability": 0.4935 }, { "start": 14335.55, "end": 14338.11, "probability": 0.8872 }, { "start": 14338.79, "end": 14340.53, "probability": 0.8236 }, { "start": 14340.89, "end": 14341.27, "probability": 0.5942 }, { "start": 14341.91, "end": 14342.19, "probability": 0.8888 }, { "start": 14347.11, "end": 14349.43, "probability": 0.9905 }, { "start": 14350.25, "end": 14353.1, "probability": 0.9973 }, { "start": 14353.55, "end": 14353.93, "probability": 0.7335 }, { "start": 14354.09, "end": 14354.77, "probability": 0.6681 }, { "start": 14354.77, "end": 14355.73, "probability": 0.6172 }, { "start": 14356.09, "end": 14356.51, "probability": 0.3884 }, { "start": 14356.55, "end": 14357.27, "probability": 0.7791 }, { "start": 14357.45, "end": 14357.99, "probability": 0.6304 }, { "start": 14358.45, "end": 14360.95, "probability": 0.8088 }, { "start": 14362.35, "end": 14363.89, "probability": 0.8185 }, { "start": 14364.01, "end": 14364.91, "probability": 0.8034 }, { "start": 14364.99, "end": 14365.29, "probability": 0.72 }, { "start": 14365.29, "end": 14365.29, "probability": 0.2398 }, { "start": 14365.29, "end": 14365.45, "probability": 0.6057 }, { "start": 14365.47, "end": 14369.55, "probability": 0.8938 }, { "start": 14369.57, "end": 14370.51, "probability": 0.9291 }, { "start": 14370.91, "end": 14372.25, "probability": 0.7431 }, { "start": 14372.33, "end": 14374.17, "probability": 0.9962 }, { "start": 14374.17, "end": 14375.51, "probability": 0.9966 }, { "start": 14375.59, "end": 14378.11, "probability": 0.9886 }, { "start": 14378.17, "end": 14379.45, "probability": 0.8221 }, { "start": 14379.57, "end": 14381.15, "probability": 0.9841 }, { "start": 14381.33, "end": 14383.37, "probability": 0.9815 }, { "start": 14383.37, "end": 14385.75, "probability": 0.9557 }, { "start": 14386.03, "end": 14392.05, "probability": 0.812 }, { "start": 14392.57, "end": 14394.97, "probability": 0.9551 }, { "start": 14395.29, "end": 14396.27, "probability": 0.9069 }, { "start": 14396.35, "end": 14397.38, "probability": 0.9317 }, { "start": 14397.75, "end": 14398.83, "probability": 0.6544 }, { "start": 14399.53, "end": 14401.19, "probability": 0.7559 }, { "start": 14401.67, "end": 14403.93, "probability": 0.9826 }, { "start": 14404.79, "end": 14408.21, "probability": 0.8119 }, { "start": 14409.23, "end": 14413.63, "probability": 0.7984 }, { "start": 14414.67, "end": 14418.33, "probability": 0.9777 }, { "start": 14418.75, "end": 14420.77, "probability": 0.9961 }, { "start": 14421.87, "end": 14423.85, "probability": 0.998 }, { "start": 14424.15, "end": 14424.93, "probability": 0.64 }, { "start": 14425.69, "end": 14429.47, "probability": 0.9853 }, { "start": 14430.31, "end": 14432.87, "probability": 0.7864 }, { "start": 14433.13, "end": 14435.37, "probability": 0.9126 }, { "start": 14437.13, "end": 14437.81, "probability": 0.2823 }, { "start": 14437.81, "end": 14437.81, "probability": 0.0649 }, { "start": 14437.81, "end": 14438.77, "probability": 0.1372 }, { "start": 14439.15, "end": 14442.89, "probability": 0.2027 }, { "start": 14443.29, "end": 14443.59, "probability": 0.7189 }, { "start": 14444.15, "end": 14446.07, "probability": 0.3234 }, { "start": 14446.07, "end": 14446.37, "probability": 0.6582 }, { "start": 14446.47, "end": 14449.13, "probability": 0.8243 }, { "start": 14450.25, "end": 14450.51, "probability": 0.2109 }, { "start": 14452.43, "end": 14452.53, "probability": 0.2101 }, { "start": 14452.53, "end": 14454.01, "probability": 0.7584 }, { "start": 14455.43, "end": 14456.19, "probability": 0.6236 }, { "start": 14456.43, "end": 14458.51, "probability": 0.7971 }, { "start": 14458.73, "end": 14460.83, "probability": 0.2883 }, { "start": 14460.83, "end": 14461.53, "probability": 0.1298 }, { "start": 14461.73, "end": 14462.31, "probability": 0.0397 }, { "start": 14462.51, "end": 14463.31, "probability": 0.7556 }, { "start": 14463.63, "end": 14464.55, "probability": 0.9736 }, { "start": 14464.61, "end": 14464.79, "probability": 0.3858 }, { "start": 14464.89, "end": 14465.86, "probability": 0.1033 }, { "start": 14466.89, "end": 14467.35, "probability": 0.4796 }, { "start": 14467.47, "end": 14469.81, "probability": 0.6009 }, { "start": 14470.39, "end": 14470.55, "probability": 0.7903 }, { "start": 14470.91, "end": 14474.73, "probability": 0.8237 }, { "start": 14475.23, "end": 14476.01, "probability": 0.5152 }, { "start": 14476.01, "end": 14478.23, "probability": 0.5005 }, { "start": 14478.73, "end": 14479.67, "probability": 0.3585 }, { "start": 14479.85, "end": 14480.91, "probability": 0.9341 }, { "start": 14481.11, "end": 14482.83, "probability": 0.7315 }, { "start": 14482.91, "end": 14485.03, "probability": 0.9872 }, { "start": 14485.71, "end": 14486.35, "probability": 0.664 }, { "start": 14486.43, "end": 14486.43, "probability": 0.4184 }, { "start": 14486.43, "end": 14486.79, "probability": 0.8031 }, { "start": 14488.37, "end": 14490.43, "probability": 0.6791 }, { "start": 14491.49, "end": 14492.43, "probability": 0.7386 }, { "start": 14493.05, "end": 14493.71, "probability": 0.5925 }, { "start": 14494.87, "end": 14495.61, "probability": 0.7506 }, { "start": 14495.91, "end": 14498.65, "probability": 0.8653 }, { "start": 14499.17, "end": 14501.17, "probability": 0.9857 }, { "start": 14502.51, "end": 14505.13, "probability": 0.7593 }, { "start": 14506.25, "end": 14507.89, "probability": 0.0365 }, { "start": 14509.25, "end": 14511.31, "probability": 0.4172 }, { "start": 14511.85, "end": 14514.03, "probability": 0.8721 }, { "start": 14514.03, "end": 14516.65, "probability": 0.9917 }, { "start": 14517.73, "end": 14520.33, "probability": 0.9919 }, { "start": 14521.63, "end": 14524.89, "probability": 0.9878 }, { "start": 14526.95, "end": 14531.33, "probability": 0.9761 }, { "start": 14531.81, "end": 14532.53, "probability": 0.3327 }, { "start": 14533.71, "end": 14534.37, "probability": 0.9718 }, { "start": 14535.22, "end": 14539.43, "probability": 0.987 }, { "start": 14540.37, "end": 14542.37, "probability": 0.6391 }, { "start": 14543.07, "end": 14543.75, "probability": 0.7484 }, { "start": 14545.71, "end": 14550.15, "probability": 0.9912 }, { "start": 14550.95, "end": 14557.27, "probability": 0.87 }, { "start": 14558.01, "end": 14558.93, "probability": 0.8004 }, { "start": 14559.45, "end": 14561.03, "probability": 0.5492 }, { "start": 14561.61, "end": 14563.11, "probability": 0.6718 }, { "start": 14563.69, "end": 14564.81, "probability": 0.957 }, { "start": 14564.97, "end": 14566.27, "probability": 0.7095 }, { "start": 14567.07, "end": 14569.69, "probability": 0.981 }, { "start": 14570.83, "end": 14572.66, "probability": 0.6421 }, { "start": 14573.07, "end": 14577.91, "probability": 0.8873 }, { "start": 14581.69, "end": 14583.19, "probability": 0.8466 }, { "start": 14583.87, "end": 14585.93, "probability": 0.9836 }, { "start": 14587.45, "end": 14589.11, "probability": 0.7928 }, { "start": 14589.19, "end": 14590.73, "probability": 0.4722 }, { "start": 14591.11, "end": 14591.51, "probability": 0.3596 }, { "start": 14591.51, "end": 14592.19, "probability": 0.269 }, { "start": 14592.91, "end": 14594.25, "probability": 0.8931 }, { "start": 14594.27, "end": 14595.73, "probability": 0.8792 }, { "start": 14596.51, "end": 14598.43, "probability": 0.9956 }, { "start": 14598.61, "end": 14599.84, "probability": 0.6233 }, { "start": 14601.11, "end": 14601.71, "probability": 0.0289 }, { "start": 14603.01, "end": 14603.33, "probability": 0.2696 }, { "start": 14603.81, "end": 14604.37, "probability": 0.4404 }, { "start": 14604.65, "end": 14607.29, "probability": 0.9951 }, { "start": 14607.77, "end": 14609.03, "probability": 0.9905 }, { "start": 14609.15, "end": 14611.13, "probability": 0.9061 }, { "start": 14611.89, "end": 14616.13, "probability": 0.9462 }, { "start": 14616.79, "end": 14618.89, "probability": 0.9581 }, { "start": 14619.53, "end": 14621.65, "probability": 0.9802 }, { "start": 14621.77, "end": 14624.17, "probability": 0.8855 }, { "start": 14625.63, "end": 14626.85, "probability": 0.9537 }, { "start": 14629.51, "end": 14631.93, "probability": 0.9346 }, { "start": 14632.85, "end": 14634.15, "probability": 0.9074 }, { "start": 14635.37, "end": 14637.55, "probability": 0.8062 }, { "start": 14638.69, "end": 14641.71, "probability": 0.9863 }, { "start": 14642.93, "end": 14644.59, "probability": 0.9921 }, { "start": 14644.69, "end": 14646.75, "probability": 0.991 }, { "start": 14647.91, "end": 14650.75, "probability": 0.9729 }, { "start": 14652.05, "end": 14653.89, "probability": 0.9396 }, { "start": 14655.31, "end": 14658.61, "probability": 0.9519 }, { "start": 14659.73, "end": 14660.85, "probability": 0.5222 }, { "start": 14661.77, "end": 14667.15, "probability": 0.881 }, { "start": 14668.07, "end": 14670.67, "probability": 0.993 }, { "start": 14670.89, "end": 14674.93, "probability": 0.624 }, { "start": 14675.95, "end": 14678.07, "probability": 0.8342 }, { "start": 14680.37, "end": 14681.33, "probability": 0.9968 }, { "start": 14682.59, "end": 14686.59, "probability": 0.6853 }, { "start": 14686.73, "end": 14688.01, "probability": 0.2491 }, { "start": 14689.61, "end": 14690.63, "probability": 0.613 }, { "start": 14692.09, "end": 14693.85, "probability": 0.4921 }, { "start": 14694.61, "end": 14697.03, "probability": 0.9743 }, { "start": 14698.43, "end": 14701.37, "probability": 0.9266 }, { "start": 14702.13, "end": 14703.33, "probability": 0.796 }, { "start": 14704.77, "end": 14705.25, "probability": 0.315 }, { "start": 14706.73, "end": 14708.59, "probability": 0.6711 }, { "start": 14709.53, "end": 14713.41, "probability": 0.9697 }, { "start": 14713.41, "end": 14716.81, "probability": 0.9794 }, { "start": 14717.65, "end": 14721.81, "probability": 0.7181 }, { "start": 14721.81, "end": 14724.31, "probability": 0.686 }, { "start": 14725.37, "end": 14728.97, "probability": 0.7393 }, { "start": 14729.21, "end": 14730.13, "probability": 0.8541 }, { "start": 14731.27, "end": 14738.73, "probability": 0.9856 }, { "start": 14738.73, "end": 14743.21, "probability": 0.9782 }, { "start": 14743.41, "end": 14746.75, "probability": 0.9932 }, { "start": 14747.07, "end": 14751.37, "probability": 0.9985 }, { "start": 14752.53, "end": 14754.67, "probability": 0.3579 }, { "start": 14754.75, "end": 14758.01, "probability": 0.9504 }, { "start": 14758.67, "end": 14761.43, "probability": 0.9844 }, { "start": 14761.43, "end": 14763.37, "probability": 0.6823 }, { "start": 14763.43, "end": 14765.41, "probability": 0.6569 }, { "start": 14766.59, "end": 14767.93, "probability": 0.5303 }, { "start": 14767.99, "end": 14768.39, "probability": 0.7223 }, { "start": 14768.65, "end": 14769.39, "probability": 0.8423 }, { "start": 14770.17, "end": 14771.43, "probability": 0.8801 }, { "start": 14772.11, "end": 14774.99, "probability": 0.9644 }, { "start": 14774.99, "end": 14777.71, "probability": 0.9452 }, { "start": 14777.81, "end": 14779.11, "probability": 0.7222 }, { "start": 14779.81, "end": 14780.73, "probability": 0.7622 }, { "start": 14781.59, "end": 14783.31, "probability": 0.8287 }, { "start": 14783.77, "end": 14788.07, "probability": 0.9385 }, { "start": 14788.79, "end": 14790.97, "probability": 0.7617 }, { "start": 14791.61, "end": 14796.37, "probability": 0.7947 }, { "start": 14796.43, "end": 14796.53, "probability": 0.9062 }, { "start": 14796.99, "end": 14798.15, "probability": 0.7879 }, { "start": 14799.33, "end": 14802.77, "probability": 0.9463 }, { "start": 14803.39, "end": 14805.57, "probability": 0.7434 }, { "start": 14805.73, "end": 14809.61, "probability": 0.8028 }, { "start": 14810.47, "end": 14813.15, "probability": 0.6312 }, { "start": 14814.27, "end": 14815.09, "probability": 0.9269 }, { "start": 14815.73, "end": 14818.03, "probability": 0.9481 }, { "start": 14819.88, "end": 14822.79, "probability": 0.98 }, { "start": 14823.11, "end": 14824.31, "probability": 0.8306 }, { "start": 14824.83, "end": 14825.55, "probability": 0.3767 }, { "start": 14828.02, "end": 14832.09, "probability": 0.673 }, { "start": 14832.85, "end": 14834.49, "probability": 0.9873 }, { "start": 14834.57, "end": 14837.15, "probability": 0.884 }, { "start": 14837.19, "end": 14837.91, "probability": 0.528 }, { "start": 14838.99, "end": 14841.19, "probability": 0.8612 }, { "start": 14841.83, "end": 14846.53, "probability": 0.8458 }, { "start": 14847.73, "end": 14850.89, "probability": 0.9774 }, { "start": 14850.92, "end": 14855.37, "probability": 0.7796 }, { "start": 14856.67, "end": 14858.01, "probability": 0.248 }, { "start": 14859.49, "end": 14859.99, "probability": 0.7385 }, { "start": 14860.29, "end": 14861.53, "probability": 0.9673 }, { "start": 14861.65, "end": 14862.41, "probability": 0.4585 }, { "start": 14862.49, "end": 14863.13, "probability": 0.3076 }, { "start": 14863.85, "end": 14866.05, "probability": 0.7822 }, { "start": 14866.05, "end": 14868.43, "probability": 0.9497 }, { "start": 14869.03, "end": 14869.83, "probability": 0.5641 }, { "start": 14871.15, "end": 14872.91, "probability": 0.479 }, { "start": 14873.43, "end": 14875.19, "probability": 0.8856 }, { "start": 14876.49, "end": 14877.05, "probability": 0.6688 }, { "start": 14877.75, "end": 14880.49, "probability": 0.7373 }, { "start": 14881.21, "end": 14883.25, "probability": 0.8441 }, { "start": 14883.31, "end": 14885.17, "probability": 0.8126 }, { "start": 14886.09, "end": 14888.95, "probability": 0.8369 }, { "start": 14889.49, "end": 14892.83, "probability": 0.8009 }, { "start": 14895.13, "end": 14896.03, "probability": 0.8027 }, { "start": 14897.57, "end": 14898.73, "probability": 0.8086 }, { "start": 14902.97, "end": 14904.85, "probability": 0.4185 }, { "start": 14904.93, "end": 14907.53, "probability": 0.7488 }, { "start": 14908.45, "end": 14911.33, "probability": 0.9487 }, { "start": 14911.41, "end": 14916.41, "probability": 0.9308 }, { "start": 14917.45, "end": 14919.01, "probability": 0.6145 }, { "start": 14919.63, "end": 14923.35, "probability": 0.7906 }, { "start": 14923.79, "end": 14924.68, "probability": 0.9951 }, { "start": 14924.99, "end": 14927.35, "probability": 0.9743 }, { "start": 14928.29, "end": 14929.51, "probability": 0.6599 }, { "start": 14929.75, "end": 14930.15, "probability": 0.8163 }, { "start": 14944.21, "end": 14944.63, "probability": 0.9678 }, { "start": 14944.65, "end": 14944.67, "probability": 0.0743 }, { "start": 14944.67, "end": 14945.41, "probability": 0.1277 }, { "start": 14945.41, "end": 14945.41, "probability": 0.0927 }, { "start": 14945.41, "end": 14945.93, "probability": 0.2829 }, { "start": 14946.65, "end": 14947.68, "probability": 0.9941 }, { "start": 14949.27, "end": 14950.15, "probability": 0.6558 }, { "start": 14950.43, "end": 14954.09, "probability": 0.4995 }, { "start": 14955.89, "end": 14957.31, "probability": 0.8281 }, { "start": 14957.85, "end": 14961.59, "probability": 0.8518 }, { "start": 14961.75, "end": 14962.97, "probability": 0.9285 }, { "start": 14963.85, "end": 14966.13, "probability": 0.9695 }, { "start": 14967.27, "end": 14970.15, "probability": 0.9871 }, { "start": 14970.81, "end": 14972.47, "probability": 0.4359 }, { "start": 14973.27, "end": 14976.31, "probability": 0.9868 }, { "start": 14977.09, "end": 14978.61, "probability": 0.9133 }, { "start": 14978.73, "end": 14980.33, "probability": 0.9978 }, { "start": 14982.79, "end": 14984.81, "probability": 0.8914 }, { "start": 14985.69, "end": 14986.43, "probability": 0.2873 }, { "start": 14986.51, "end": 14989.49, "probability": 0.9505 }, { "start": 14990.37, "end": 14991.79, "probability": 0.8695 }, { "start": 14991.89, "end": 14993.53, "probability": 0.8393 }, { "start": 14993.97, "end": 15000.23, "probability": 0.9817 }, { "start": 15000.35, "end": 15002.73, "probability": 0.9907 }, { "start": 15003.11, "end": 15004.23, "probability": 0.863 }, { "start": 15004.71, "end": 15005.27, "probability": 0.8813 }, { "start": 15005.91, "end": 15006.43, "probability": 0.855 }, { "start": 15007.01, "end": 15008.31, "probability": 0.9539 }, { "start": 15009.45, "end": 15011.87, "probability": 0.9811 }, { "start": 15012.07, "end": 15015.17, "probability": 0.5303 }, { "start": 15015.75, "end": 15016.57, "probability": 0.9396 }, { "start": 15017.29, "end": 15017.75, "probability": 0.8506 }, { "start": 15018.21, "end": 15018.83, "probability": 0.2538 }, { "start": 15018.97, "end": 15019.71, "probability": 0.8838 }, { "start": 15020.41, "end": 15024.29, "probability": 0.9196 }, { "start": 15024.37, "end": 15025.47, "probability": 0.6477 }, { "start": 15025.59, "end": 15026.33, "probability": 0.9117 }, { "start": 15026.95, "end": 15030.57, "probability": 0.9179 }, { "start": 15032.15, "end": 15033.71, "probability": 0.9553 }, { "start": 15035.12, "end": 15037.45, "probability": 0.9784 }, { "start": 15038.79, "end": 15039.28, "probability": 0.7869 }, { "start": 15039.95, "end": 15040.61, "probability": 0.9923 }, { "start": 15041.89, "end": 15045.49, "probability": 0.9438 }, { "start": 15046.69, "end": 15049.23, "probability": 0.9653 }, { "start": 15050.13, "end": 15057.41, "probability": 0.5526 }, { "start": 15058.31, "end": 15060.69, "probability": 0.8978 }, { "start": 15060.77, "end": 15063.51, "probability": 0.8299 }, { "start": 15063.51, "end": 15066.45, "probability": 0.8555 }, { "start": 15067.01, "end": 15071.51, "probability": 0.396 }, { "start": 15071.51, "end": 15072.69, "probability": 0.667 }, { "start": 15073.01, "end": 15073.57, "probability": 0.5983 }, { "start": 15073.59, "end": 15074.13, "probability": 0.4767 }, { "start": 15074.27, "end": 15074.57, "probability": 0.8684 }, { "start": 15077.79, "end": 15079.55, "probability": 0.7214 }, { "start": 15081.07, "end": 15081.31, "probability": 0.6472 }, { "start": 15082.35, "end": 15083.49, "probability": 0.9669 }, { "start": 15084.51, "end": 15087.41, "probability": 0.61 }, { "start": 15087.59, "end": 15087.67, "probability": 0.5979 }, { "start": 15087.89, "end": 15088.37, "probability": 0.8442 }, { "start": 15088.63, "end": 15090.95, "probability": 0.9475 }, { "start": 15095.21, "end": 15095.59, "probability": 0.7256 }, { "start": 15098.67, "end": 15098.85, "probability": 0.3522 }, { "start": 15099.27, "end": 15101.43, "probability": 0.315 }, { "start": 15101.61, "end": 15102.71, "probability": 0.7853 }, { "start": 15104.33, "end": 15108.05, "probability": 0.9666 }, { "start": 15118.93, "end": 15120.21, "probability": 0.6956 }, { "start": 15121.11, "end": 15121.85, "probability": 0.8486 }, { "start": 15123.09, "end": 15124.29, "probability": 0.7906 }, { "start": 15126.49, "end": 15127.45, "probability": 0.6814 }, { "start": 15127.49, "end": 15128.51, "probability": 0.8348 }, { "start": 15128.65, "end": 15133.37, "probability": 0.998 }, { "start": 15135.03, "end": 15136.13, "probability": 0.9839 }, { "start": 15136.25, "end": 15136.81, "probability": 0.97 }, { "start": 15137.09, "end": 15139.01, "probability": 0.9739 }, { "start": 15139.49, "end": 15140.29, "probability": 0.9335 }, { "start": 15141.95, "end": 15142.77, "probability": 0.7853 }, { "start": 15143.33, "end": 15144.99, "probability": 0.7812 }, { "start": 15146.09, "end": 15147.81, "probability": 0.9633 }, { "start": 15149.65, "end": 15150.88, "probability": 0.9879 }, { "start": 15152.37, "end": 15153.3, "probability": 0.8304 }, { "start": 15156.37, "end": 15157.91, "probability": 0.97 }, { "start": 15159.85, "end": 15161.37, "probability": 0.9991 }, { "start": 15162.87, "end": 15163.55, "probability": 0.8639 }, { "start": 15165.45, "end": 15167.05, "probability": 0.9934 }, { "start": 15167.17, "end": 15167.93, "probability": 0.9687 }, { "start": 15167.97, "end": 15170.13, "probability": 0.7439 }, { "start": 15170.29, "end": 15176.66, "probability": 0.9829 }, { "start": 15178.91, "end": 15182.35, "probability": 0.8676 }, { "start": 15182.49, "end": 15183.77, "probability": 0.8679 }, { "start": 15185.33, "end": 15186.55, "probability": 0.8919 }, { "start": 15188.51, "end": 15191.61, "probability": 0.8925 }, { "start": 15193.51, "end": 15194.41, "probability": 0.9883 }, { "start": 15195.93, "end": 15197.11, "probability": 0.8789 }, { "start": 15198.05, "end": 15200.75, "probability": 0.9781 }, { "start": 15201.95, "end": 15203.34, "probability": 0.9985 }, { "start": 15204.91, "end": 15206.61, "probability": 0.9207 }, { "start": 15207.71, "end": 15208.81, "probability": 0.9429 }, { "start": 15209.79, "end": 15213.79, "probability": 0.8815 }, { "start": 15215.21, "end": 15216.27, "probability": 0.6438 }, { "start": 15217.25, "end": 15219.76, "probability": 0.9332 }, { "start": 15221.29, "end": 15223.44, "probability": 0.9602 }, { "start": 15224.83, "end": 15227.55, "probability": 0.9875 }, { "start": 15229.93, "end": 15230.03, "probability": 0.8909 }, { "start": 15230.17, "end": 15230.53, "probability": 0.8394 }, { "start": 15230.85, "end": 15231.69, "probability": 0.7049 }, { "start": 15231.81, "end": 15233.61, "probability": 0.984 }, { "start": 15233.79, "end": 15234.41, "probability": 0.9277 }, { "start": 15235.93, "end": 15238.39, "probability": 0.9956 }, { "start": 15238.53, "end": 15240.19, "probability": 0.9951 }, { "start": 15241.45, "end": 15243.93, "probability": 0.988 }, { "start": 15245.25, "end": 15247.23, "probability": 0.9789 }, { "start": 15248.15, "end": 15248.87, "probability": 0.8642 }, { "start": 15249.03, "end": 15252.11, "probability": 0.9829 }, { "start": 15252.23, "end": 15252.55, "probability": 0.7563 }, { "start": 15253.95, "end": 15257.15, "probability": 0.9767 }, { "start": 15257.43, "end": 15257.77, "probability": 0.8322 }, { "start": 15259.05, "end": 15260.22, "probability": 0.6654 }, { "start": 15261.35, "end": 15262.31, "probability": 0.9585 }, { "start": 15262.47, "end": 15263.37, "probability": 0.9646 }, { "start": 15263.49, "end": 15265.75, "probability": 0.9927 }, { "start": 15266.97, "end": 15267.75, "probability": 0.7239 }, { "start": 15267.85, "end": 15271.82, "probability": 0.9097 }, { "start": 15272.67, "end": 15274.14, "probability": 0.7122 }, { "start": 15274.83, "end": 15275.77, "probability": 0.9969 }, { "start": 15277.11, "end": 15278.45, "probability": 0.9629 }, { "start": 15278.59, "end": 15280.13, "probability": 0.9857 }, { "start": 15280.31, "end": 15280.71, "probability": 0.9731 }, { "start": 15281.65, "end": 15282.39, "probability": 0.8247 }, { "start": 15283.49, "end": 15285.73, "probability": 0.9512 }, { "start": 15286.47, "end": 15290.17, "probability": 0.9915 }, { "start": 15291.01, "end": 15292.11, "probability": 0.9177 }, { "start": 15294.11, "end": 15295.99, "probability": 0.9335 }, { "start": 15297.23, "end": 15298.31, "probability": 0.9002 }, { "start": 15299.39, "end": 15300.79, "probability": 0.946 }, { "start": 15302.15, "end": 15304.77, "probability": 0.9983 }, { "start": 15306.25, "end": 15309.19, "probability": 0.9438 }, { "start": 15309.31, "end": 15311.61, "probability": 0.9202 }, { "start": 15312.95, "end": 15315.91, "probability": 0.9893 }, { "start": 15316.89, "end": 15319.25, "probability": 0.8073 }, { "start": 15319.95, "end": 15321.47, "probability": 0.9824 }, { "start": 15321.53, "end": 15323.87, "probability": 0.9991 }, { "start": 15324.73, "end": 15327.39, "probability": 0.9985 }, { "start": 15328.51, "end": 15330.41, "probability": 0.8545 }, { "start": 15330.55, "end": 15330.97, "probability": 0.6689 }, { "start": 15331.79, "end": 15333.19, "probability": 0.9961 }, { "start": 15333.29, "end": 15334.58, "probability": 0.8384 }, { "start": 15335.43, "end": 15336.91, "probability": 0.9242 }, { "start": 15337.45, "end": 15338.59, "probability": 0.6514 }, { "start": 15340.61, "end": 15342.57, "probability": 0.8452 }, { "start": 15344.74, "end": 15349.53, "probability": 0.9354 }, { "start": 15350.95, "end": 15352.09, "probability": 0.8131 }, { "start": 15355.21, "end": 15356.79, "probability": 0.9389 }, { "start": 15358.03, "end": 15359.07, "probability": 0.9938 }, { "start": 15360.57, "end": 15362.77, "probability": 0.9818 }, { "start": 15364.25, "end": 15365.57, "probability": 0.5488 }, { "start": 15365.67, "end": 15368.79, "probability": 0.8798 }, { "start": 15368.97, "end": 15369.25, "probability": 0.7334 }, { "start": 15369.27, "end": 15369.77, "probability": 0.8981 }, { "start": 15370.15, "end": 15370.41, "probability": 0.4587 }, { "start": 15370.63, "end": 15371.57, "probability": 0.8218 }, { "start": 15371.71, "end": 15372.55, "probability": 0.9503 }, { "start": 15373.33, "end": 15375.89, "probability": 0.9551 }, { "start": 15378.09, "end": 15380.03, "probability": 0.8718 }, { "start": 15380.85, "end": 15382.67, "probability": 0.4008 }, { "start": 15384.05, "end": 15388.95, "probability": 0.9393 }, { "start": 15389.73, "end": 15392.51, "probability": 0.8005 }, { "start": 15394.43, "end": 15394.93, "probability": 0.9035 }, { "start": 15395.61, "end": 15398.39, "probability": 0.8254 }, { "start": 15399.61, "end": 15406.15, "probability": 0.9846 }, { "start": 15407.39, "end": 15410.61, "probability": 0.9036 }, { "start": 15411.83, "end": 15413.79, "probability": 0.6512 }, { "start": 15413.93, "end": 15415.67, "probability": 0.9478 }, { "start": 15416.53, "end": 15419.93, "probability": 0.8916 }, { "start": 15420.01, "end": 15420.51, "probability": 0.6709 }, { "start": 15420.55, "end": 15422.67, "probability": 0.9831 }, { "start": 15423.69, "end": 15426.19, "probability": 0.7844 }, { "start": 15427.47, "end": 15429.01, "probability": 0.5914 }, { "start": 15429.19, "end": 15431.65, "probability": 0.9227 }, { "start": 15431.81, "end": 15432.61, "probability": 0.8975 }, { "start": 15432.65, "end": 15434.49, "probability": 0.9762 }, { "start": 15435.01, "end": 15435.83, "probability": 0.8658 }, { "start": 15436.39, "end": 15438.27, "probability": 0.9964 }, { "start": 15439.15, "end": 15444.33, "probability": 0.8968 }, { "start": 15444.33, "end": 15444.43, "probability": 0.8185 }, { "start": 15445.83, "end": 15447.65, "probability": 0.943 }, { "start": 15447.97, "end": 15448.75, "probability": 0.5855 }, { "start": 15449.01, "end": 15449.35, "probability": 0.9886 }, { "start": 15449.67, "end": 15449.83, "probability": 0.4028 }, { "start": 15449.89, "end": 15450.85, "probability": 0.8024 }, { "start": 15450.93, "end": 15452.11, "probability": 0.8225 }, { "start": 15452.15, "end": 15453.47, "probability": 0.7085 }, { "start": 15453.71, "end": 15453.97, "probability": 0.215 }, { "start": 15453.97, "end": 15454.55, "probability": 0.7141 }, { "start": 15454.61, "end": 15456.55, "probability": 0.5322 }, { "start": 15456.81, "end": 15456.81, "probability": 0.5477 }, { "start": 15456.81, "end": 15458.03, "probability": 0.9907 }, { "start": 15458.15, "end": 15459.07, "probability": 0.9226 }, { "start": 15459.45, "end": 15459.55, "probability": 0.5341 }, { "start": 15461.23, "end": 15461.35, "probability": 0.5465 }, { "start": 15461.35, "end": 15462.12, "probability": 0.8142 }, { "start": 15466.43, "end": 15466.87, "probability": 0.678 }, { "start": 15466.95, "end": 15467.21, "probability": 0.8563 }, { "start": 15467.27, "end": 15469.37, "probability": 0.9257 }, { "start": 15469.55, "end": 15470.55, "probability": 0.6581 }, { "start": 15470.67, "end": 15471.17, "probability": 0.589 }, { "start": 15472.77, "end": 15474.01, "probability": 0.9775 }, { "start": 15474.11, "end": 15474.65, "probability": 0.3319 }, { "start": 15475.23, "end": 15475.86, "probability": 0.7793 }, { "start": 15476.09, "end": 15478.51, "probability": 0.869 }, { "start": 15478.63, "end": 15479.29, "probability": 0.383 }, { "start": 15480.01, "end": 15481.25, "probability": 0.9961 }, { "start": 15481.83, "end": 15485.29, "probability": 0.8997 }, { "start": 15486.09, "end": 15487.69, "probability": 0.95 }, { "start": 15488.25, "end": 15490.31, "probability": 0.836 }, { "start": 15490.43, "end": 15490.71, "probability": 0.9338 }, { "start": 15490.81, "end": 15490.89, "probability": 0.9194 }, { "start": 15491.95, "end": 15493.34, "probability": 0.8135 }, { "start": 15495.23, "end": 15495.91, "probability": 0.7976 }, { "start": 15496.31, "end": 15497.87, "probability": 0.9407 }, { "start": 15498.85, "end": 15499.91, "probability": 0.7159 }, { "start": 15501.59, "end": 15504.07, "probability": 0.9461 }, { "start": 15504.75, "end": 15505.53, "probability": 0.9337 }, { "start": 15505.63, "end": 15507.99, "probability": 0.9739 }, { "start": 15508.09, "end": 15509.33, "probability": 0.8839 }, { "start": 15509.69, "end": 15510.59, "probability": 0.9553 }, { "start": 15522.93, "end": 15523.63, "probability": 0.3203 }, { "start": 15523.63, "end": 15523.63, "probability": 0.0382 }, { "start": 15523.63, "end": 15523.63, "probability": 0.1275 }, { "start": 15523.63, "end": 15523.63, "probability": 0.0511 }, { "start": 15523.63, "end": 15527.47, "probability": 0.2445 }, { "start": 15528.01, "end": 15531.15, "probability": 0.9585 }, { "start": 15532.43, "end": 15536.57, "probability": 0.9995 }, { "start": 15536.57, "end": 15541.11, "probability": 0.9795 }, { "start": 15541.99, "end": 15542.83, "probability": 0.9116 }, { "start": 15544.31, "end": 15547.35, "probability": 0.917 }, { "start": 15549.35, "end": 15549.93, "probability": 0.7 }, { "start": 15553.03, "end": 15553.78, "probability": 0.9189 }, { "start": 15556.21, "end": 15556.8, "probability": 0.9868 }, { "start": 15558.17, "end": 15561.03, "probability": 0.986 }, { "start": 15563.05, "end": 15567.39, "probability": 0.9961 }, { "start": 15568.55, "end": 15571.27, "probability": 0.8366 }, { "start": 15571.47, "end": 15572.65, "probability": 0.8455 }, { "start": 15573.15, "end": 15578.31, "probability": 0.9897 }, { "start": 15580.05, "end": 15581.63, "probability": 0.9054 }, { "start": 15582.23, "end": 15586.43, "probability": 0.9226 }, { "start": 15587.01, "end": 15590.61, "probability": 0.9517 }, { "start": 15591.37, "end": 15593.99, "probability": 0.9515 }, { "start": 15596.03, "end": 15597.09, "probability": 0.9614 }, { "start": 15597.77, "end": 15598.53, "probability": 0.4625 }, { "start": 15600.99, "end": 15603.91, "probability": 0.6797 }, { "start": 15604.35, "end": 15605.99, "probability": 0.8808 }, { "start": 15606.59, "end": 15608.17, "probability": 0.8346 }, { "start": 15608.95, "end": 15610.25, "probability": 0.8889 }, { "start": 15610.37, "end": 15612.69, "probability": 0.9004 }, { "start": 15613.79, "end": 15614.89, "probability": 0.9498 }, { "start": 15615.97, "end": 15616.47, "probability": 0.7563 }, { "start": 15616.57, "end": 15616.79, "probability": 0.8325 }, { "start": 15616.91, "end": 15621.13, "probability": 0.792 }, { "start": 15621.87, "end": 15624.09, "probability": 0.8949 }, { "start": 15624.51, "end": 15625.33, "probability": 0.4791 }, { "start": 15625.37, "end": 15628.17, "probability": 0.8281 }, { "start": 15628.87, "end": 15636.67, "probability": 0.9425 }, { "start": 15637.81, "end": 15638.25, "probability": 0.5944 }, { "start": 15638.39, "end": 15639.28, "probability": 0.9097 }, { "start": 15640.67, "end": 15642.21, "probability": 0.9137 }, { "start": 15643.31, "end": 15644.56, "probability": 0.968 }, { "start": 15645.67, "end": 15647.53, "probability": 0.8735 }, { "start": 15647.67, "end": 15649.37, "probability": 0.9867 }, { "start": 15651.25, "end": 15652.85, "probability": 0.7281 }, { "start": 15653.47, "end": 15655.89, "probability": 0.6708 }, { "start": 15656.81, "end": 15658.69, "probability": 0.9653 }, { "start": 15659.67, "end": 15662.59, "probability": 0.8666 }, { "start": 15662.85, "end": 15665.83, "probability": 0.8137 }, { "start": 15667.23, "end": 15669.61, "probability": 0.8384 }, { "start": 15671.61, "end": 15673.35, "probability": 0.9948 }, { "start": 15673.43, "end": 15674.41, "probability": 0.9956 }, { "start": 15674.53, "end": 15675.27, "probability": 0.8784 }, { "start": 15676.19, "end": 15677.05, "probability": 0.7867 }, { "start": 15678.19, "end": 15678.56, "probability": 0.9351 }, { "start": 15680.03, "end": 15681.45, "probability": 0.5269 }, { "start": 15681.55, "end": 15684.37, "probability": 0.7622 }, { "start": 15685.51, "end": 15686.25, "probability": 0.5948 }, { "start": 15686.69, "end": 15687.15, "probability": 0.9033 }, { "start": 15688.29, "end": 15688.89, "probability": 0.9202 }, { "start": 15689.03, "end": 15689.63, "probability": 0.321 }, { "start": 15689.65, "end": 15690.19, "probability": 0.8429 }, { "start": 15690.25, "end": 15691.13, "probability": 0.9294 }, { "start": 15693.19, "end": 15695.21, "probability": 0.9949 }, { "start": 15696.53, "end": 15698.55, "probability": 0.78 }, { "start": 15698.67, "end": 15699.91, "probability": 0.8708 }, { "start": 15700.23, "end": 15700.73, "probability": 0.5505 }, { "start": 15700.77, "end": 15704.21, "probability": 0.9941 }, { "start": 15705.03, "end": 15705.59, "probability": 0.9775 }, { "start": 15706.95, "end": 15708.19, "probability": 0.6919 }, { "start": 15709.33, "end": 15712.91, "probability": 0.967 }, { "start": 15713.49, "end": 15715.27, "probability": 0.8867 }, { "start": 15716.99, "end": 15719.57, "probability": 0.8871 }, { "start": 15719.69, "end": 15719.93, "probability": 0.4319 }, { "start": 15720.11, "end": 15722.49, "probability": 0.539 }, { "start": 15723.59, "end": 15724.27, "probability": 0.7446 }, { "start": 15724.79, "end": 15725.97, "probability": 0.9478 }, { "start": 15727.33, "end": 15728.41, "probability": 0.9823 }, { "start": 15728.47, "end": 15729.85, "probability": 0.9876 }, { "start": 15730.33, "end": 15733.05, "probability": 0.882 }, { "start": 15733.11, "end": 15734.92, "probability": 0.9294 }, { "start": 15735.55, "end": 15735.97, "probability": 0.9621 }, { "start": 15736.99, "end": 15737.47, "probability": 0.8978 }, { "start": 15738.01, "end": 15740.77, "probability": 0.9622 }, { "start": 15742.09, "end": 15743.39, "probability": 0.9804 }, { "start": 15743.53, "end": 15750.05, "probability": 0.9111 }, { "start": 15750.11, "end": 15753.39, "probability": 0.9854 }, { "start": 15754.93, "end": 15757.35, "probability": 0.9821 }, { "start": 15757.35, "end": 15760.87, "probability": 0.9896 }, { "start": 15761.55, "end": 15762.64, "probability": 0.9858 }, { "start": 15763.61, "end": 15764.87, "probability": 0.9163 }, { "start": 15765.29, "end": 15765.51, "probability": 0.8147 }, { "start": 15765.63, "end": 15766.2, "probability": 0.9372 }, { "start": 15766.47, "end": 15770.13, "probability": 0.9719 }, { "start": 15770.33, "end": 15773.43, "probability": 0.9923 }, { "start": 15773.57, "end": 15774.11, "probability": 0.5071 }, { "start": 15775.61, "end": 15776.29, "probability": 0.9327 }, { "start": 15777.97, "end": 15780.27, "probability": 0.9891 }, { "start": 15780.29, "end": 15780.73, "probability": 0.1812 }, { "start": 15781.05, "end": 15781.05, "probability": 0.5105 }, { "start": 15781.45, "end": 15783.49, "probability": 0.8425 }, { "start": 15784.41, "end": 15785.11, "probability": 0.9849 }, { "start": 15785.83, "end": 15786.79, "probability": 0.9985 }, { "start": 15789.91, "end": 15792.37, "probability": 0.952 }, { "start": 15793.79, "end": 15794.35, "probability": 0.7013 }, { "start": 15795.04, "end": 15795.92, "probability": 0.9863 }, { "start": 15796.09, "end": 15797.07, "probability": 0.8506 }, { "start": 15798.07, "end": 15798.87, "probability": 0.9707 }, { "start": 15799.41, "end": 15800.23, "probability": 0.8813 }, { "start": 15800.31, "end": 15801.19, "probability": 0.928 }, { "start": 15801.59, "end": 15803.08, "probability": 0.9971 }, { "start": 15803.37, "end": 15805.77, "probability": 0.9881 }, { "start": 15807.15, "end": 15808.33, "probability": 0.9919 }, { "start": 15808.89, "end": 15810.75, "probability": 0.9827 }, { "start": 15811.43, "end": 15816.21, "probability": 0.9978 }, { "start": 15817.25, "end": 15819.35, "probability": 0.9858 }, { "start": 15819.53, "end": 15821.63, "probability": 0.9731 }, { "start": 15822.07, "end": 15822.61, "probability": 0.5618 }, { "start": 15823.65, "end": 15826.77, "probability": 0.9785 }, { "start": 15827.27, "end": 15829.39, "probability": 0.6481 }, { "start": 15829.85, "end": 15830.71, "probability": 0.9891 }, { "start": 15831.55, "end": 15833.49, "probability": 0.9946 }, { "start": 15834.03, "end": 15835.22, "probability": 0.9572 }, { "start": 15835.81, "end": 15838.29, "probability": 0.8765 }, { "start": 15838.67, "end": 15841.67, "probability": 0.8312 }, { "start": 15842.77, "end": 15846.97, "probability": 0.9375 }, { "start": 15847.59, "end": 15848.05, "probability": 0.3812 }, { "start": 15848.37, "end": 15849.51, "probability": 0.9026 }, { "start": 15849.97, "end": 15853.69, "probability": 0.9702 }, { "start": 15854.11, "end": 15861.93, "probability": 0.9661 }, { "start": 15862.11, "end": 15862.89, "probability": 0.3793 }, { "start": 15863.29, "end": 15865.11, "probability": 0.9706 }, { "start": 15865.59, "end": 15867.79, "probability": 0.6675 }, { "start": 15868.21, "end": 15868.89, "probability": 0.7261 }, { "start": 15869.35, "end": 15870.67, "probability": 0.6467 }, { "start": 15870.99, "end": 15873.31, "probability": 0.9347 }, { "start": 15873.59, "end": 15875.37, "probability": 0.744 }, { "start": 15875.41, "end": 15875.47, "probability": 0.2065 }, { "start": 15877.77, "end": 15878.97, "probability": 0.1675 }, { "start": 15884.47, "end": 15886.57, "probability": 0.7513 }, { "start": 15887.21, "end": 15889.93, "probability": 0.6781 }, { "start": 15890.69, "end": 15892.83, "probability": 0.9889 }, { "start": 15893.05, "end": 15894.69, "probability": 0.2206 }, { "start": 15894.99, "end": 15898.11, "probability": 0.8926 }, { "start": 15899.05, "end": 15899.71, "probability": 0.9715 }, { "start": 15900.39, "end": 15901.73, "probability": 0.594 }, { "start": 15901.73, "end": 15902.69, "probability": 0.8962 }, { "start": 15902.79, "end": 15903.29, "probability": 0.6771 }, { "start": 15903.51, "end": 15904.81, "probability": 0.9795 }, { "start": 15904.95, "end": 15905.05, "probability": 0.2975 }, { "start": 15908.53, "end": 15910.45, "probability": 0.8414 }, { "start": 15910.99, "end": 15911.89, "probability": 0.8902 }, { "start": 15914.25, "end": 15918.41, "probability": 0.9835 }, { "start": 15918.41, "end": 15924.09, "probability": 0.9556 }, { "start": 15924.93, "end": 15925.17, "probability": 0.9677 }, { "start": 15927.13, "end": 15928.91, "probability": 0.7781 }, { "start": 15930.27, "end": 15935.55, "probability": 0.9956 }, { "start": 15936.53, "end": 15938.33, "probability": 0.9977 }, { "start": 15939.69, "end": 15943.15, "probability": 0.9443 }, { "start": 15945.25, "end": 15952.75, "probability": 0.9851 }, { "start": 15952.81, "end": 15953.97, "probability": 0.8517 }, { "start": 15954.83, "end": 15958.67, "probability": 0.9894 }, { "start": 15959.57, "end": 15960.07, "probability": 0.8587 }, { "start": 15962.29, "end": 15965.07, "probability": 0.6619 }, { "start": 15966.87, "end": 15967.87, "probability": 0.9515 }, { "start": 15969.35, "end": 15970.57, "probability": 0.9167 }, { "start": 15970.79, "end": 15975.83, "probability": 0.9958 }, { "start": 15976.69, "end": 15981.39, "probability": 0.9904 }, { "start": 15982.55, "end": 15985.95, "probability": 0.9759 }, { "start": 15987.25, "end": 15989.73, "probability": 0.999 }, { "start": 15990.83, "end": 15993.29, "probability": 0.9441 }, { "start": 15994.25, "end": 15996.89, "probability": 0.9914 }, { "start": 15997.03, "end": 15998.39, "probability": 0.9767 }, { "start": 15998.95, "end": 16002.29, "probability": 0.847 }, { "start": 16002.83, "end": 16004.61, "probability": 0.5983 }, { "start": 16006.09, "end": 16011.31, "probability": 0.7482 }, { "start": 16011.99, "end": 16013.81, "probability": 0.9826 }, { "start": 16014.68, "end": 16017.13, "probability": 0.5904 }, { "start": 16017.13, "end": 16017.13, "probability": 0.5068 }, { "start": 16017.29, "end": 16018.51, "probability": 0.8375 }, { "start": 16019.29, "end": 16020.23, "probability": 0.835 }, { "start": 16020.87, "end": 16022.45, "probability": 0.876 }, { "start": 16023.23, "end": 16024.55, "probability": 0.9655 }, { "start": 16025.17, "end": 16026.55, "probability": 0.9868 }, { "start": 16027.03, "end": 16028.15, "probability": 0.9867 }, { "start": 16028.63, "end": 16030.11, "probability": 0.9945 }, { "start": 16030.93, "end": 16031.99, "probability": 0.8036 }, { "start": 16032.19, "end": 16033.93, "probability": 0.9484 }, { "start": 16034.39, "end": 16036.33, "probability": 0.882 }, { "start": 16036.63, "end": 16040.21, "probability": 0.9657 }, { "start": 16040.75, "end": 16043.41, "probability": 0.9792 }, { "start": 16043.71, "end": 16045.53, "probability": 0.9696 }, { "start": 16046.35, "end": 16048.59, "probability": 0.9748 }, { "start": 16048.73, "end": 16050.67, "probability": 0.7977 }, { "start": 16051.19, "end": 16052.83, "probability": 0.9551 }, { "start": 16053.75, "end": 16055.87, "probability": 0.8968 }, { "start": 16056.05, "end": 16057.39, "probability": 0.9361 }, { "start": 16058.07, "end": 16060.85, "probability": 0.8195 }, { "start": 16061.41, "end": 16063.81, "probability": 0.9535 }, { "start": 16064.35, "end": 16067.27, "probability": 0.9268 }, { "start": 16068.07, "end": 16072.69, "probability": 0.9788 }, { "start": 16073.39, "end": 16075.67, "probability": 0.9623 }, { "start": 16076.35, "end": 16078.59, "probability": 0.9797 }, { "start": 16079.05, "end": 16081.97, "probability": 0.936 }, { "start": 16082.59, "end": 16086.57, "probability": 0.7456 }, { "start": 16087.01, "end": 16088.55, "probability": 0.8327 }, { "start": 16089.09, "end": 16089.95, "probability": 0.9487 }, { "start": 16090.97, "end": 16092.01, "probability": 0.8084 }, { "start": 16094.13, "end": 16099.15, "probability": 0.9613 }, { "start": 16100.17, "end": 16103.27, "probability": 0.9985 }, { "start": 16104.57, "end": 16106.81, "probability": 0.9971 }, { "start": 16107.93, "end": 16110.35, "probability": 0.911 }, { "start": 16111.51, "end": 16112.49, "probability": 0.9761 }, { "start": 16113.25, "end": 16114.33, "probability": 0.9431 }, { "start": 16115.09, "end": 16116.15, "probability": 0.5744 }, { "start": 16119.31, "end": 16121.81, "probability": 0.998 }, { "start": 16123.23, "end": 16125.05, "probability": 0.7006 }, { "start": 16125.67, "end": 16128.11, "probability": 0.9932 }, { "start": 16129.51, "end": 16132.85, "probability": 0.9805 }, { "start": 16133.37, "end": 16134.31, "probability": 0.939 }, { "start": 16135.15, "end": 16139.23, "probability": 0.9385 }, { "start": 16139.93, "end": 16140.91, "probability": 0.7273 }, { "start": 16141.47, "end": 16141.67, "probability": 0.8393 }, { "start": 16142.99, "end": 16146.21, "probability": 0.9465 }, { "start": 16147.59, "end": 16149.69, "probability": 0.9902 }, { "start": 16150.65, "end": 16154.93, "probability": 0.8826 }, { "start": 16155.47, "end": 16157.91, "probability": 0.9484 }, { "start": 16158.75, "end": 16167.51, "probability": 0.9894 }, { "start": 16168.09, "end": 16168.73, "probability": 0.3641 }, { "start": 16169.87, "end": 16171.85, "probability": 0.9971 }, { "start": 16173.81, "end": 16175.57, "probability": 0.8782 }, { "start": 16176.27, "end": 16177.13, "probability": 0.7974 }, { "start": 16180.31, "end": 16180.97, "probability": 0.9132 }, { "start": 16182.91, "end": 16184.35, "probability": 0.8265 }, { "start": 16184.75, "end": 16184.89, "probability": 0.0122 }, { "start": 16185.01, "end": 16197.39, "probability": 0.9706 }, { "start": 16198.05, "end": 16200.57, "probability": 0.9972 }, { "start": 16201.83, "end": 16202.29, "probability": 0.8396 }, { "start": 16203.11, "end": 16206.15, "probability": 0.9804 }, { "start": 16207.17, "end": 16208.11, "probability": 0.8007 }, { "start": 16209.25, "end": 16210.55, "probability": 0.809 }, { "start": 16211.55, "end": 16217.99, "probability": 0.9858 }, { "start": 16217.99, "end": 16226.21, "probability": 0.8172 }, { "start": 16228.09, "end": 16230.65, "probability": 0.9045 }, { "start": 16234.05, "end": 16235.37, "probability": 0.3426 }, { "start": 16236.07, "end": 16238.53, "probability": 0.8557 }, { "start": 16239.43, "end": 16243.12, "probability": 0.9486 }, { "start": 16243.53, "end": 16248.69, "probability": 0.9987 }, { "start": 16249.23, "end": 16261.63, "probability": 0.9883 }, { "start": 16262.59, "end": 16262.83, "probability": 0.3892 }, { "start": 16263.41, "end": 16269.83, "probability": 0.9735 }, { "start": 16270.41, "end": 16272.07, "probability": 0.986 }, { "start": 16273.63, "end": 16274.11, "probability": 0.9868 }, { "start": 16275.39, "end": 16276.99, "probability": 0.818 }, { "start": 16278.45, "end": 16278.55, "probability": 0.5281 }, { "start": 16279.61, "end": 16280.89, "probability": 0.9633 }, { "start": 16281.63, "end": 16284.59, "probability": 0.9263 }, { "start": 16285.25, "end": 16288.09, "probability": 0.9924 }, { "start": 16288.55, "end": 16293.87, "probability": 0.724 }, { "start": 16294.49, "end": 16301.61, "probability": 0.9805 }, { "start": 16302.63, "end": 16305.77, "probability": 0.9745 }, { "start": 16306.49, "end": 16309.81, "probability": 0.9945 }, { "start": 16310.55, "end": 16315.67, "probability": 0.9917 }, { "start": 16316.33, "end": 16317.11, "probability": 0.3192 }, { "start": 16317.83, "end": 16320.97, "probability": 0.9681 }, { "start": 16321.53, "end": 16323.27, "probability": 0.8461 }, { "start": 16323.63, "end": 16326.03, "probability": 0.986 }, { "start": 16326.59, "end": 16328.09, "probability": 0.9846 }, { "start": 16328.63, "end": 16332.01, "probability": 0.9792 }, { "start": 16332.29, "end": 16335.45, "probability": 0.8257 }, { "start": 16335.93, "end": 16339.11, "probability": 0.9712 }, { "start": 16339.73, "end": 16342.35, "probability": 0.9785 }, { "start": 16342.83, "end": 16345.51, "probability": 0.9914 }, { "start": 16348.51, "end": 16349.87, "probability": 0.9624 }, { "start": 16351.89, "end": 16352.99, "probability": 0.7586 }, { "start": 16354.11, "end": 16358.72, "probability": 0.9944 }, { "start": 16361.23, "end": 16362.89, "probability": 0.9407 }, { "start": 16363.51, "end": 16365.03, "probability": 0.9661 }, { "start": 16366.03, "end": 16367.97, "probability": 0.9129 }, { "start": 16368.09, "end": 16368.83, "probability": 0.8942 }, { "start": 16368.91, "end": 16370.37, "probability": 0.9948 }, { "start": 16370.95, "end": 16374.67, "probability": 0.9859 }, { "start": 16376.01, "end": 16380.79, "probability": 0.9537 }, { "start": 16381.39, "end": 16383.15, "probability": 0.9028 }, { "start": 16383.63, "end": 16385.65, "probability": 0.9927 }, { "start": 16386.47, "end": 16388.37, "probability": 0.9986 }, { "start": 16389.13, "end": 16390.77, "probability": 0.8579 }, { "start": 16391.63, "end": 16393.83, "probability": 0.9973 }, { "start": 16394.43, "end": 16395.27, "probability": 0.9239 }, { "start": 16396.39, "end": 16398.19, "probability": 0.5528 }, { "start": 16398.83, "end": 16400.71, "probability": 0.7155 }, { "start": 16401.79, "end": 16406.33, "probability": 0.9879 }, { "start": 16406.85, "end": 16408.79, "probability": 0.7918 }, { "start": 16409.45, "end": 16415.41, "probability": 0.9871 }, { "start": 16416.29, "end": 16419.55, "probability": 0.9968 }, { "start": 16419.55, "end": 16422.55, "probability": 0.9974 }, { "start": 16422.99, "end": 16427.73, "probability": 0.9883 }, { "start": 16428.39, "end": 16431.03, "probability": 0.9861 }, { "start": 16431.03, "end": 16434.95, "probability": 0.9974 }, { "start": 16435.49, "end": 16436.97, "probability": 0.6941 }, { "start": 16437.13, "end": 16438.45, "probability": 0.9862 }, { "start": 16438.77, "end": 16441.53, "probability": 0.9631 }, { "start": 16442.23, "end": 16445.99, "probability": 0.9388 }, { "start": 16446.11, "end": 16451.45, "probability": 0.9775 }, { "start": 16452.25, "end": 16454.49, "probability": 0.9948 }, { "start": 16455.07, "end": 16458.79, "probability": 0.9843 }, { "start": 16458.79, "end": 16462.29, "probability": 0.9971 }, { "start": 16463.21, "end": 16466.41, "probability": 0.9943 }, { "start": 16467.07, "end": 16467.85, "probability": 0.8993 }, { "start": 16468.55, "end": 16469.19, "probability": 0.738 }, { "start": 16469.81, "end": 16473.73, "probability": 0.9753 }, { "start": 16474.25, "end": 16479.63, "probability": 0.9729 }, { "start": 16479.77, "end": 16480.67, "probability": 0.9336 }, { "start": 16481.21, "end": 16483.85, "probability": 0.9535 }, { "start": 16485.19, "end": 16488.99, "probability": 0.9955 }, { "start": 16489.67, "end": 16492.71, "probability": 0.9546 }, { "start": 16493.41, "end": 16496.69, "probability": 0.9898 }, { "start": 16496.69, "end": 16501.33, "probability": 0.9737 }, { "start": 16502.15, "end": 16507.13, "probability": 0.9924 }, { "start": 16507.27, "end": 16508.23, "probability": 0.7335 }, { "start": 16508.71, "end": 16510.09, "probability": 0.965 }, { "start": 16510.39, "end": 16516.49, "probability": 0.984 }, { "start": 16516.65, "end": 16517.07, "probability": 0.8185 }, { "start": 16518.45, "end": 16519.09, "probability": 0.6714 }, { "start": 16519.37, "end": 16520.01, "probability": 0.6823 }, { "start": 16520.39, "end": 16522.93, "probability": 0.8525 }, { "start": 16542.61, "end": 16543.39, "probability": 0.71 }, { "start": 16544.37, "end": 16545.45, "probability": 0.6857 }, { "start": 16547.47, "end": 16552.05, "probability": 0.9238 }, { "start": 16552.05, "end": 16554.31, "probability": 0.9187 }, { "start": 16555.61, "end": 16557.83, "probability": 0.8343 }, { "start": 16558.31, "end": 16559.29, "probability": 0.9883 }, { "start": 16559.37, "end": 16560.56, "probability": 0.9954 }, { "start": 16561.43, "end": 16563.21, "probability": 0.9697 }, { "start": 16565.05, "end": 16566.93, "probability": 0.9987 }, { "start": 16567.87, "end": 16571.53, "probability": 0.4515 }, { "start": 16571.73, "end": 16574.05, "probability": 0.9701 }, { "start": 16575.27, "end": 16576.29, "probability": 0.9392 }, { "start": 16578.51, "end": 16584.01, "probability": 0.8685 }, { "start": 16584.99, "end": 16585.55, "probability": 0.7732 }, { "start": 16586.77, "end": 16589.46, "probability": 0.9588 }, { "start": 16591.69, "end": 16592.35, "probability": 0.8628 }, { "start": 16592.71, "end": 16594.27, "probability": 0.9585 }, { "start": 16594.53, "end": 16596.25, "probability": 0.9958 }, { "start": 16597.41, "end": 16598.23, "probability": 0.9922 }, { "start": 16599.85, "end": 16602.79, "probability": 0.9976 }, { "start": 16603.79, "end": 16607.89, "probability": 0.7467 }, { "start": 16608.21, "end": 16609.21, "probability": 0.8931 }, { "start": 16609.51, "end": 16612.79, "probability": 0.9727 }, { "start": 16613.03, "end": 16613.86, "probability": 0.9052 }, { "start": 16615.03, "end": 16616.79, "probability": 0.9882 }, { "start": 16617.87, "end": 16620.41, "probability": 0.9668 }, { "start": 16620.93, "end": 16621.27, "probability": 0.4338 }, { "start": 16622.07, "end": 16624.51, "probability": 0.973 }, { "start": 16624.59, "end": 16625.29, "probability": 0.9907 }, { "start": 16627.47, "end": 16631.27, "probability": 0.7791 }, { "start": 16632.05, "end": 16637.23, "probability": 0.7609 }, { "start": 16638.67, "end": 16641.99, "probability": 0.7967 }, { "start": 16642.17, "end": 16642.69, "probability": 0.7808 }, { "start": 16642.99, "end": 16646.49, "probability": 0.9709 }, { "start": 16646.75, "end": 16650.01, "probability": 0.8551 }, { "start": 16651.01, "end": 16653.19, "probability": 0.7236 }, { "start": 16653.89, "end": 16654.63, "probability": 0.764 }, { "start": 16654.75, "end": 16656.03, "probability": 0.5379 }, { "start": 16656.07, "end": 16656.57, "probability": 0.9182 }, { "start": 16656.65, "end": 16658.19, "probability": 0.9702 }, { "start": 16658.43, "end": 16658.91, "probability": 0.9563 }, { "start": 16660.09, "end": 16660.91, "probability": 0.8853 }, { "start": 16661.75, "end": 16662.03, "probability": 0.9751 }, { "start": 16664.84, "end": 16666.5, "probability": 0.9464 }, { "start": 16666.58, "end": 16667.52, "probability": 0.2327 }, { "start": 16667.52, "end": 16670.24, "probability": 0.6229 }, { "start": 16671.9, "end": 16676.54, "probability": 0.9227 }, { "start": 16676.8, "end": 16680.08, "probability": 0.4607 }, { "start": 16682.58, "end": 16682.58, "probability": 0.0083 }, { "start": 16682.58, "end": 16682.58, "probability": 0.1409 }, { "start": 16682.58, "end": 16683.26, "probability": 0.5638 }, { "start": 16684.14, "end": 16686.86, "probability": 0.9517 }, { "start": 16686.98, "end": 16687.92, "probability": 0.6706 }, { "start": 16689.66, "end": 16689.92, "probability": 0.3273 }, { "start": 16690.24, "end": 16693.08, "probability": 0.7 }, { "start": 16694.34, "end": 16695.14, "probability": 0.6238 }, { "start": 16695.7, "end": 16696.16, "probability": 0.8394 }, { "start": 16696.26, "end": 16696.68, "probability": 0.9226 }, { "start": 16696.76, "end": 16697.41, "probability": 0.8809 }, { "start": 16698.0, "end": 16700.38, "probability": 0.9609 }, { "start": 16702.22, "end": 16706.2, "probability": 0.9122 }, { "start": 16706.62, "end": 16707.68, "probability": 0.4909 }, { "start": 16709.8, "end": 16712.4, "probability": 0.797 }, { "start": 16712.84, "end": 16713.52, "probability": 0.4959 }, { "start": 16713.66, "end": 16714.48, "probability": 0.9945 }, { "start": 16714.52, "end": 16714.74, "probability": 0.6929 }, { "start": 16714.78, "end": 16715.62, "probability": 0.9022 }, { "start": 16715.72, "end": 16716.58, "probability": 0.5515 }, { "start": 16716.66, "end": 16718.3, "probability": 0.9458 }, { "start": 16718.32, "end": 16719.4, "probability": 0.8945 }, { "start": 16720.18, "end": 16721.6, "probability": 0.7344 }, { "start": 16722.26, "end": 16723.88, "probability": 0.9977 }, { "start": 16724.44, "end": 16727.0, "probability": 0.9455 }, { "start": 16727.76, "end": 16730.42, "probability": 0.887 }, { "start": 16730.96, "end": 16732.62, "probability": 0.9734 }, { "start": 16733.6, "end": 16733.72, "probability": 0.3285 }, { "start": 16733.84, "end": 16734.86, "probability": 0.6406 }, { "start": 16735.26, "end": 16735.93, "probability": 0.8878 }, { "start": 16736.22, "end": 16736.74, "probability": 0.6867 }, { "start": 16737.8, "end": 16739.1, "probability": 0.883 }, { "start": 16739.28, "end": 16746.32, "probability": 0.9899 }, { "start": 16746.64, "end": 16747.58, "probability": 0.9983 }, { "start": 16747.94, "end": 16748.4, "probability": 0.8355 }, { "start": 16749.3, "end": 16751.08, "probability": 0.6907 }, { "start": 16751.18, "end": 16753.3, "probability": 0.9956 }, { "start": 16753.88, "end": 16754.41, "probability": 0.9663 }, { "start": 16754.86, "end": 16755.54, "probability": 0.9028 }, { "start": 16755.96, "end": 16757.04, "probability": 0.944 }, { "start": 16757.26, "end": 16758.28, "probability": 0.5762 }, { "start": 16758.96, "end": 16761.3, "probability": 0.9985 }, { "start": 16761.86, "end": 16764.18, "probability": 0.9741 }, { "start": 16764.74, "end": 16766.64, "probability": 0.9991 }, { "start": 16767.16, "end": 16768.59, "probability": 0.9984 }, { "start": 16769.4, "end": 16772.32, "probability": 0.998 }, { "start": 16773.18, "end": 16776.48, "probability": 0.9701 }, { "start": 16776.8, "end": 16779.96, "probability": 0.996 }, { "start": 16781.44, "end": 16782.54, "probability": 0.9411 }, { "start": 16783.42, "end": 16786.24, "probability": 0.9373 }, { "start": 16786.24, "end": 16789.48, "probability": 0.9966 }, { "start": 16791.4, "end": 16792.06, "probability": 0.973 }, { "start": 16792.28, "end": 16795.86, "probability": 0.998 }, { "start": 16797.17, "end": 16799.3, "probability": 0.8388 }, { "start": 16800.98, "end": 16801.74, "probability": 0.8024 }, { "start": 16802.9, "end": 16805.3, "probability": 0.8851 }, { "start": 16806.04, "end": 16807.98, "probability": 0.8098 }, { "start": 16809.72, "end": 16813.42, "probability": 0.9672 }, { "start": 16813.8, "end": 16815.24, "probability": 0.7315 }, { "start": 16815.64, "end": 16818.3, "probability": 0.9827 }, { "start": 16818.4, "end": 16821.62, "probability": 0.9048 }, { "start": 16822.04, "end": 16822.74, "probability": 0.7934 }, { "start": 16823.42, "end": 16826.38, "probability": 0.5875 }, { "start": 16827.44, "end": 16830.64, "probability": 0.8965 }, { "start": 16830.86, "end": 16831.34, "probability": 0.8627 }, { "start": 16831.86, "end": 16833.0, "probability": 0.8279 }, { "start": 16834.72, "end": 16837.7, "probability": 0.8041 }, { "start": 16837.76, "end": 16841.58, "probability": 0.8837 }, { "start": 16842.84, "end": 16845.18, "probability": 0.8427 }, { "start": 16845.28, "end": 16847.98, "probability": 0.9888 }, { "start": 16848.64, "end": 16851.11, "probability": 0.9794 }, { "start": 16851.92, "end": 16856.88, "probability": 0.9316 }, { "start": 16857.62, "end": 16862.12, "probability": 0.9955 }, { "start": 16862.26, "end": 16865.02, "probability": 0.9764 }, { "start": 16865.04, "end": 16867.52, "probability": 0.9871 }, { "start": 16868.0, "end": 16869.06, "probability": 0.9988 }, { "start": 16870.02, "end": 16871.1, "probability": 0.8123 }, { "start": 16871.66, "end": 16873.24, "probability": 0.9497 }, { "start": 16873.38, "end": 16874.76, "probability": 0.9249 }, { "start": 16874.86, "end": 16875.74, "probability": 0.8275 }, { "start": 16876.3, "end": 16878.7, "probability": 0.9697 }, { "start": 16880.43, "end": 16881.66, "probability": 0.2524 }, { "start": 16881.66, "end": 16882.75, "probability": 0.5853 }, { "start": 16885.82, "end": 16889.86, "probability": 0.7349 }, { "start": 16890.76, "end": 16891.42, "probability": 0.6806 }, { "start": 16892.82, "end": 16894.12, "probability": 0.7074 }, { "start": 16895.7, "end": 16900.08, "probability": 0.7791 }, { "start": 16901.2, "end": 16903.58, "probability": 0.9166 }, { "start": 16905.57, "end": 16910.98, "probability": 0.9091 }, { "start": 16911.3, "end": 16915.08, "probability": 0.9764 }, { "start": 16915.74, "end": 16920.44, "probability": 0.9618 }, { "start": 16921.26, "end": 16923.38, "probability": 0.72 }, { "start": 16923.64, "end": 16925.94, "probability": 0.9958 }, { "start": 16925.94, "end": 16927.86, "probability": 0.7433 }, { "start": 16928.14, "end": 16928.6, "probability": 0.0775 }, { "start": 16928.76, "end": 16929.34, "probability": 0.923 }, { "start": 16929.42, "end": 16931.16, "probability": 0.9072 }, { "start": 16931.3, "end": 16933.42, "probability": 0.8964 }, { "start": 16933.7, "end": 16935.0, "probability": 0.9344 }, { "start": 16935.18, "end": 16937.82, "probability": 0.6219 }, { "start": 16938.02, "end": 16941.6, "probability": 0.5865 }, { "start": 16942.12, "end": 16944.52, "probability": 0.2222 }, { "start": 16945.02, "end": 16945.5, "probability": 0.3016 }, { "start": 16945.66, "end": 16949.86, "probability": 0.5494 }, { "start": 16949.86, "end": 16949.86, "probability": 0.0019 }, { "start": 16949.86, "end": 16949.86, "probability": 0.0546 }, { "start": 16949.86, "end": 16952.5, "probability": 0.052 }, { "start": 16952.78, "end": 16957.68, "probability": 0.5866 }, { "start": 16957.86, "end": 16959.48, "probability": 0.8266 }, { "start": 16959.66, "end": 16963.54, "probability": 0.97 }, { "start": 16963.92, "end": 16966.18, "probability": 0.9897 }, { "start": 16966.72, "end": 16970.72, "probability": 0.9863 }, { "start": 16970.74, "end": 16972.28, "probability": 0.4329 }, { "start": 16972.34, "end": 16973.14, "probability": 0.4558 }, { "start": 16973.3, "end": 16978.38, "probability": 0.9934 }, { "start": 16978.56, "end": 16978.88, "probability": 0.7066 }, { "start": 16979.02, "end": 16981.58, "probability": 0.1529 }, { "start": 16981.58, "end": 16981.86, "probability": 0.1822 }, { "start": 16982.84, "end": 16983.32, "probability": 0.1592 }, { "start": 16983.48, "end": 16986.24, "probability": 0.6209 }, { "start": 16986.84, "end": 16990.24, "probability": 0.5716 }, { "start": 16990.78, "end": 16997.97, "probability": 0.4711 } ], "segments_count": 5754, "words_count": 28877, "avg_words_per_segment": 5.0186, "avg_segment_duration": 2.1399, "avg_words_per_minute": 101.7158, "plenum_id": "100415", "duration": 17033.94, "title": null, "plenum_date": "2021-10-26" }