3歳新馬 · Full Odds Board
Kyoto · 2025-02-13 ← PredictionsWin / Place18
| Horse No. | Win | Place |
|---|---|---|
| 1 | 197.4 | 45.9–67.7 |
| 2 | 210.1 | 44.5–65.6 |
| 3 | 10.1 | 2.6–3.6 |
| 4 | 32.9 | 6.8–9.8 |
| 5 | 38.2 | 10.1–14.7 |
| 6 | 27.6 | 6.7–9.7 |
| 7 | 5.9 | 1.9–2.5 |
| 8 | 34.3 | 7.4–10.8 |
| 9 | 61.5 | 11.7–17.0 |
| 10 | 52.4 | 13.9–20.4 |
| 11 | 8.8 | 2.3–3.1 |
| 12 | 14.5 | 4.5–6.4 |
| 13 | 196.2 | 50.6–74.7 |
| 14 | 4.3 | 1.5–1.9 |
| 15 | 105.3 | 18.8–27.6 |
| 16 | 34.1 | 6.4–9.3 |
| 17 | 4.9 | 1.7–2.3 |
| 18 | 6.2 | 1.9–2.6 |
Quinella153
| Combination | Odds |
|---|---|
| 14 – 17 | 9.3 |
| 7 – 14 | 11.6 |
| 17 – 18 | 14.2 |
| 14 – 18 | 14.7 |
| 7 – 17 | 15.3 |
| 11 – 14 | 17.7 |
| 3 – 14 | 20.3 |
| 11 – 17 | 21.3 |
| 11 – 18 | 24.2 |
| 3 – 17 | 25.5 |
| 7 – 18 | 26.9 |
| 7 – 11 | 29.9 |
| 3 – 7 | 32.3 |
| 3 – 18 | 33.2 |
| 12 – 14 | 34.6 |
| 12 – 17 | 39.5 |
| 3 – 11 | 48.5 |
| 14 – 16 | 63.2 |
| 7 – 12 | 63.6 |
| 16 – 17 | 64.6 |
| 12 – 18 | 71.0 |
| 4 – 14 | 74.1 |
| 11 – 12 | 77.8 |
| 3 – 12 | 90.9 |
| 4 – 17 | 91.0 |
| 8 – 14 | 96.8 |
| 6 – 14 | 99.7 |
| 8 – 17 | 101.8 |
| 16 – 18 | 102.0 |
| 7 – 16 | 113.4 |
| 4 – 7 | 114.7 |
| 6 – 17 | 116.5 |
| 6 – 7 | 118.0 |
| 8 – 18 | 120.8 |
| 6 – 18 | 122.9 |
| 7 – 8 | 127.5 |
| 3 – 16 | 130.7 |
| 14 – 15 | 131.6 |
| 8 – 11 | 133.4 |
| 3 – 8 | 141.4 |
| 5 – 14 | 149.1 |
| 4 – 18 | 152.6 |
| 4 – 11 | 167.7 |
| 9 – 14 | 169.0 |
| 5 – 7 | 172.1 |
| 5 – 17 | 172.1 |
| 11 – 16 | 178.8 |
| 3 – 4 | 182.7 |
| 6 – 11 | 192.9 |
| 9 – 17 | 193.0 |
| 3 – 6 | 197.9 |
| 10 – 14 | 203.1 |
| 15 – 17 | 209.9 |
| 7 – 9 | 223.1 |
| 12 – 16 | 237.4 |
| 7 – 10 | 241.9 |
| 9 – 18 | 246.4 |
| 10 – 17 | 262.0 |
| 5 – 18 | 263.2 |
| 5 – 11 | 276.3 |
| 4 – 12 | 287.6 |
| 3 – 5 | 295.4 |
| 15 – 18 | 310.9 |
| 8 – 12 | 313.2 |
| 6 – 12 | 320.6 |
| 3 – 9 | 336.8 |
| 7 – 15 | 347.6 |
| 10 – 18 | 354.0 |
| 9 – 11 | 374.1 |
| 4 – 6 | 380.5 |
| 6 – 8 | 408.2 |
| 5 – 12 | 413.0 |
| 4 – 5 | 415.4 |
| 10 – 11 | 422.5 |
| 11 – 15 | 423.3 |
| 4 – 8 | 436.9 |
| 5 – 6 | 442.9 |
| 3 – 15 | 445.7 |
| 3 – 10 | 456.3 |
| 6 – 9 | 456.8 |
| 4 – 16 | 517.3 |
| 8 – 16 | 533.0 |
| 10 – 12 | 578.4 |
| 9 – 12 | 627.4 |
| 13 – 14 | 645.7 |
| 6 – 16 | 663.0 |
| 5 – 8 | 668.2 |
| 1 – 14 | 676.8 |
| 2 – 14 | 679.0 |
| 6 – 10 | 681.2 |
| 2 – 17 | 692.4 |
| 1 – 17 | 706.3 |
| 8 – 9 | 713.4 |
| 4 – 10 | 718.3 |
| 2 – 7 | 738.4 |
| 15 – 16 | 762.5 |
| 13 – 17 | 791.1 |
| 1 – 7 | 810.9 |
| 4 – 9 | 831.7 |
| 12 – 15 | 843.3 |
| 8 – 10 | 889.6 |
| 2 – 18 | 891.4 |
| 5 – 16 | 924.7 |
| 7 – 13 | 930.8 |
| 1 – 18 | 937.0 |
| 9 – 10 | 964.9 |
| 13 – 18 | 992.1 |
| 9 – 16 | 1006.3 |
| 5 – 10 | 1038.6 |
| 11 – 13 | 1041.1 |
| 8 – 15 | 1046.3 |
| 5 – 9 | 1048.9 |
| 1 – 11 | 1084.0 |
| 2 – 3 | 1133.5 |
| 4 – 15 | 1133.5 |
| 1 – 3 | 1184.4 |
| 2 – 11 | 1194.5 |
| 3 – 13 | 1236.5 |
| 10 – 16 | 1330.2 |
| 2 – 4 | 1439.1 |
| 1 – 4 | 1495.3 |
| 2 – 8 | 1516.8 |
| 2 – 9 | 1516.8 |
| 6 – 15 | 1628.1 |
| 12 – 13 | 1640.7 |
| 2 – 5 | 1660.1 |
| 2 – 12 | 1673.3 |
| 5 – 15 | 1721.1 |
| 1 – 8 | 1756.9 |
| 9 – 15 | 1882.4 |
| 2 – 6 | 1899.4 |
| 1 – 12 | 1943.2 |
| 8 – 13 | 1989.0 |
| 1 – 6 | 2046.9 |
| 1 – 2 | 2056.9 |
| 4 – 13 | 2140.4 |
| 1 – 9 | 2207.7 |
| 10 – 15 | 2242.9 |
| 1 – 5 | 2267.0 |
| 6 – 13 | 2437.4 |
| 13 – 16 | 2811.1 |
| 2 – 16 | 3055.6 |
| 9 – 13 | 3123.5 |
| 13 – 15 | 3194.5 |
| 1 – 10 | 3320.3 |
| 5 – 13 | 3346.6 |
| 1 – 16 | 3373.4 |
| 2 – 10 | 3731.6 |
| 10 – 13 | 3764.9 |
| 1 – 15 | 4960.9 |
| 2 – 15 | 5939.1 |
| 2 – 13 | 7808.8 |
| 1 – 13 | 8109.1 |
Wide153
| Combination | Odds |
|---|---|
| 7 – 14 | 4.6–5.0 |
| 14 – 17 | 4.6–5.0 |
| 7 – 17 | 5.8–6.4 |
| 17 – 18 | 5.9–6.5 |
| 14 – 18 | 6.5–7.2 |
| 11 – 14 | 7.4–8.0 |
| 3 – 14 | 7.6–8.3 |
| 3 – 17 | 7.9–8.6 |
| 11 – 17 | 8.1–8.8 |
| 11 – 18 | 8.6–9.2 |
| 7 – 11 | 9.3–10.1 |
| 7 – 18 | 9.5–10.4 |
| 3 – 7 | 10.8–11.8 |
| 3 – 18 | 11.8–12.7 |
| 12 – 14 | 14.3–15.4 |
| 14 – 16 | 15.2–16.3 |
| 3 – 11 | 15.5–16.6 |
| 12 – 17 | 16.6–17.9 |
| 4 – 14 | 19.4–20.7 |
| 16 – 17 | 19.7–21.1 |
| 7 – 12 | 21.1–22.7 |
| 6 – 14 | 22.9–24.5 |
| 12 – 18 | 23.6–24.9 |
| 3 – 12 | 24.4–25.6 |
| 4 – 7 | 24.4–26.2 |
| 6 – 7 | 25.0–26.7 |
| 4 – 17 | 25.9–27.8 |
| 11 – 12 | 26.0–27.3 |
| 6 – 18 | 26.5–27.9 |
| 6 – 17 | 27.0–28.8 |
| 8 – 17 | 28.5–30.4 |
| 16 – 18 | 28.6–30.2 |
| 8 – 14 | 29.8–31.8 |
| 7 – 16 | 30.7–33.1 |
| 14 – 15 | 30.8–32.7 |
| 7 – 8 | 31.9–34.0 |
| 3 – 16 | 34.9–36.7 |
| 3 – 8 | 35.3–36.7 |
| 5 – 7 | 35.9–38.3 |
| 8 – 18 | 36.5–38.4 |
| 5 – 14 | 36.6–38.9 |
| 8 – 11 | 39.5–41.1 |
| 6 – 11 | 40.1–41.9 |
| 3 – 6 | 41.0–42.8 |
| 4 – 11 | 41.1–43.0 |
| 9 – 17 | 41.2–43.8 |
| 9 – 14 | 42.2–44.9 |
| 5 – 17 | 42.5–45.2 |
| 3 – 4 | 42.6–44.6 |
| 7 – 9 | 43.4–46.1 |
| 4 – 18 | 43.5–45.8 |
| 11 – 16 | 43.6–45.8 |
| 12 – 16 | 50.3–52.0 |
| 7 – 10 | 53.6–57.0 |
| 15 – 17 | 54.6–58.3 |
| 10 – 14 | 56.4–59.9 |
| 9 – 18 | 57.6–60.5 |
| 5 – 18 | 62.4–65.5 |
| 10 – 17 | 63.1–67.1 |
| 3 – 5 | 63.6–66.2 |
| 4 – 6 | 66.1–67.6 |
| 5 – 11 | 66.5–69.2 |
| 4 – 5 | 66.6–67.8 |
| 9 – 11 | 72.8–75.7 |
| 4 – 12 | 73.6–75.8 |
| 6 – 12 | 74.8–76.8 |
| 10 – 18 | 75.7–79.3 |
| 7 – 15 | 76.5–81.6 |
| 5 – 6 | 78.0–79.4 |
| 3 – 9 | 81.2–84.4 |
| 8 – 12 | 81.7–83.8 |
| 6 – 8 | 82.8–84.3 |
| 4 – 8 | 87.5–89.3 |
| 11 – 15 | 91.4–95.3 |
| 3 – 10 | 92.4–95.9 |
| 10 – 11 | 92.7–96.2 |
| 5 – 12 | 92.8–94.9 |
| 15 – 18 | 93.1–97.7 |
| 6 – 9 | 95.4–96.9 |
| 4 – 10 | 104.3–106.1 |
| 3 – 15 | 108.5–112.9 |
| 6 – 10 | 109.8–111.4 |
| 6 – 16 | 111.7–114.7 |
| 10 – 12 | 123.0–125.5 |
| 8 – 16 | 124.7–127.7 |
| 5 – 8 | 130.2–132.1 |
| 4 – 16 | 137.0–140.9 |
| 9 – 12 | 137.0–140.1 |
| 8 – 10 | 144.1–145.8 |
| 8 – 9 | 145.9–147.9 |
| 4 – 9 | 148.8–151.5 |
| 2 – 17 | 172.0–182.3 |
| 13 – 14 | 179.3–190.1 |
| 9 – 10 | 184.4–186.2 |
| 2 – 7 | 189.6–200.9 |
| 5 – 10 | 191.0–193.1 |
| 15 – 16 | 192.4–197.1 |
| 1 – 17 | 192.6–204.1 |
| 5 – 9 | 195.0–197.3 |
| 12 – 15 | 196.9–201.8 |
| 1 – 7 | 198.0–209.8 |
| 13 – 17 | 201.8–213.9 |
| 2 – 14 | 205.2–217.6 |
| 1 – 14 | 210.1–222.7 |
| 5 – 16 | 212.6–217.4 |
| 8 – 15 | 214.7–218.0 |
| 9 – 16 | 218.1–222.9 |
| 13 – 18 | 221.3–231.3 |
| 10 – 16 | 229.2–233.9 |
| 1 – 11 | 235.6–243.9 |
| 7 – 13 | 249.4–264.3 |
| 4 – 15 | 251.3–256.4 |
| 6 – 15 | 257.0–261.7 |
| 11 – 13 | 259.3–268.6 |
| 2 – 3 | 263.9–272.9 |
| 1 – 3 | 278.0–287.5 |
| 2 – 6 | 288.2–291.4 |
| 1 – 18 | 289.9–302.9 |
| 3 – 13 | 292.9–303.0 |
| 2 – 18 | 315.0–329.3 |
| 2 – 11 | 316.7–327.9 |
| 1 – 6 | 333.8–337.6 |
| 5 – 15 | 340.4–345.2 |
| 2 – 4 | 345.4–350.0 |
| 2 – 5 | 368.7–371.5 |
| 1 – 4 | 377.7–382.8 |
| 12 – 13 | 385.7–392.7 |
| 9 – 15 | 388.6–393.7 |
| 2 – 12 | 394.9–402.0 |
| 1 – 12 | 398.1–405.3 |
| 10 – 15 | 411.6–416.5 |
| 2 – 8 | 434.1–438.2 |
| 2 – 9 | 436.5–439.5 |
| 1 – 8 | 440.5–444.6 |
| 1 – 2 | 513.1–514.3 |
| 1 – 9 | 514.3–517.7 |
| 1 – 5 | 537.7–541.8 |
| 8 – 13 | 552.6–557.7 |
| 4 – 13 | 556.4–563.8 |
| 2 – 16 | 556.5–566.1 |
| 1 – 10 | 578.3–581.4 |
| 6 – 13 | 588.2–594.8 |
| 13 – 15 | 626.8–632.5 |
| 5 – 13 | 646.6–651.4 |
| 13 – 16 | 657.3–668.8 |
| 2 – 10 | 677.2–680.8 |
| 1 – 16 | 739.1–751.9 |
| 10 – 13 | 804.0–808.1 |
| 2 – 15 | 818.6–825.7 |
| 9 – 13 | 820.3–825.7 |
| 1 – 15 | 1040.3–1049.3 |
| 2 – 13 | 1142.3–1144.5 |
| 1 – 13 | 1396.2–1398.8 |
Exacta306
| Combination | Odds |
|---|---|
| 14 → 17 | 21.2 |
| 17 → 14 | 21.8 |
| 14 → 7 | 24.9 |
| 17 → 7 | 27.1 |
| 17 → 18 | 27.8 |
| 18 → 17 | 28.4 |
| 7 → 14 | 28.8 |
| 14 → 18 | 32.1 |
| 7 → 17 | 32.6 |
| 14 → 11 | 33.7 |
| 18 → 14 | 33.8 |
| 14 → 3 | 38.3 |
| 12 → 17 | 38.9 |
| 17 → 3 | 39.2 |
| 12 → 14 | 39.5 |
| 17 → 11 | 40.6 |
| 11 → 14 | 43.5 |
| 3 → 14 | 45.8 |
| 7 → 18 | 48.6 |
| 11 → 17 | 48.8 |
| 18 → 7 | 48.9 |
| 18 → 11 | 50.4 |
| 11 → 18 | 52.9 |
| 3 → 17 | 53.0 |
| 18 → 3 | 54.7 |
| 7 → 11 | 60.0 |
| 7 → 3 | 60.3 |
| 11 → 7 | 64.1 |
| 3 → 7 | 65.7 |
| 3 → 18 | 67.3 |
| 14 → 12 | 71.5 |
| 17 → 12 | 72.7 |
| 17 → 16 | 80.5 |
| 11 → 3 | 83.9 |
| 3 → 11 | 87.5 |
| 14 → 16 | 90.5 |
| 16 → 14 | 93.3 |
| 7 → 12 | 101.1 |
| 4 → 14 | 107.9 |
| 14 → 4 | 113.6 |
| 18 → 12 | 114.0 |
| 16 → 17 | 114.9 |
| 17 → 4 | 115.6 |
| 12 → 7 | 131.8 |
| 11 → 12 | 140.7 |
| 17 → 8 | 145.8 |
| 12 → 18 | 148.1 |
| 7 → 16 | 151.5 |
| 14 → 8 | 156.2 |
| 12 → 11 | 156.5 |
| 18 → 16 | 161.6 |
| 7 → 4 | 163.4 |
| 15 → 14 | 164.3 |
| 3 → 12 | 166.5 |
| 3 → 16 | 175.8 |
| 12 → 3 | 179.2 |
| 14 → 6 | 180.8 |
| 7 → 6 | 182.1 |
| 18 → 8 | 183.3 |
| 17 → 6 | 194.5 |
| 14 → 5 | 195.2 |
| 14 → 15 | 198.1 |
| 4 → 17 | 210.9 |
| 7 → 8 | 211.7 |
| 14 → 9 | 215.1 |
| 18 → 4 | 218.1 |
| 18 → 6 | 223.3 |
| 16 → 7 | 224.2 |
| 16 → 18 | 225.5 |
| 11 → 8 | 225.8 |
| 16 → 3 | 227.1 |
| 3 → 8 | 241.8 |
| 17 → 5 | 247.5 |
| 4 → 7 | 254.1 |
| 8 → 17 | 254.5 |
| 17 → 15 | 262.1 |
| 17 → 9 | 263.4 |
| 11 → 4 | 265.1 |
| 7 → 5 | 272.8 |
| 8 → 14 | 272.8 |
| 3 → 4 | 273.3 |
| 14 → 10 | 288.6 |
| 11 → 16 | 303.3 |
| 6 → 7 | 305.1 |
| 8 → 7 | 309.2 |
| 8 → 18 | 310.4 |
| 6 → 14 | 317.2 |
| 7 → 9 | 320.4 |
| 6 → 17 | 328.3 |
| 6 → 18 | 329.6 |
| 8 → 3 | 341.6 |
| 8 → 11 | 343.1 |
| 17 → 10 | 346.0 |
| 18 → 5 | 349.8 |
| 4 → 11 | 352.9 |
| 12 → 16 | 359.2 |
| 4 → 3 | 361.7 |
| 11 → 6 | 361.7 |
| 3 → 6 | 374.4 |
| 7 → 10 | 379.7 |
| 4 → 18 | 384.3 |
| 18 → 15 | 386.2 |
| 16 → 11 | 398.7 |
| 6 → 3 | 404.7 |
| 12 → 4 | 427.5 |
| 6 → 11 | 428.6 |
| 5 → 7 | 434.4 |
| 5 → 14 | 434.4 |
| 18 → 9 | 459.4 |
| 9 → 14 | 470.2 |
| 16 → 12 | 471.6 |
| 12 → 6 | 481.5 |
| 7 → 15 | 488.9 |
| 11 → 5 | 499.6 |
| 18 → 10 | 501.2 |
| 11 → 9 | 505.9 |
| 5 → 17 | 512.4 |
| 10 → 14 | 519.1 |
| 3 → 5 | 543.8 |
| 3 → 9 | 557.1 |
| 9 → 7 | 562.9 |
| 15 → 17 | 564.9 |
| 4 → 12 | 568.9 |
| 10 → 7 | 568.9 |
| 6 → 12 | 587.8 |
| 3 → 15 | 594.3 |
| 12 → 8 | 601.0 |
| 9 → 17 | 614.9 |
| 11 → 10 | 614.9 |
| 10 → 17 | 629.4 |
| 11 → 15 | 637.0 |
| 12 → 5 | 642.1 |
| 5 → 18 | 644.7 |
| 3 → 10 | 663.4 |
| 6 → 4 | 704.3 |
| 5 → 3 | 747.1 |
| 5 → 11 | 747.1 |
| 4 → 6 | 765.0 |
| 15 → 18 | 787.6 |
| 12 → 10 | 791.5 |
| 8 → 12 | 807.5 |
| 16 → 4 | 807.5 |
| 15 → 3 | 811.6 |
| 9 → 3 | 832.7 |
| 10 → 3 | 832.7 |
| 6 → 8 | 841.5 |
| 10 → 18 | 841.5 |
| 12 → 9 | 845.9 |
| 4 → 5 | 859.6 |
| 15 → 7 | 913.6 |
| 9 → 18 | 918.8 |
| 14 → 2 | 924.2 |
| 17 → 2 | 924.2 |
| 14 → 13 | 935.0 |
| 18 → 2 | 935.0 |
| 14 → 1 | 951.7 |
| 17 → 1 | 957.4 |
| 8 → 6 | 963.1 |
| 4 → 8 | 974.9 |
| 17 → 13 | 986.9 |
| 7 → 1 | 999.3 |
| 7 → 2 | 1011.9 |
| 9 → 11 | 1024.9 |
| 10 → 11 | 1031.5 |
| 4 → 16 | 1051.8 |
| 8 → 4 | 1058.8 |
| 5 → 4 | 1080.3 |
| 15 → 11 | 1125.9 |
| 5 → 12 | 1167.0 |
| 10 → 4 | 1193.1 |
| 12 → 15 | 1193.1 |
| 18 → 13 | 1239.4 |
| 16 → 8 | 1268.9 |
| 16 → 15 | 1268.9 |
| 6 → 5 | 1279.1 |
| 18 → 1 | 1279.1 |
| 7 → 13 | 1299.9 |
| 10 → 12 | 1310.5 |
| 4 → 10 | 1321.3 |
| 4 → 9 | 1378.3 |
| 6 → 9 | 1378.3 |
| 11 → 2 | 1390.3 |
| 5 → 6 | 1402.5 |
| 8 → 16 | 1427.5 |
| 10 → 6 | 1427.5 |
| 10 → 8 | 1427.5 |
| 9 → 12 | 1453.5 |
| 4 → 15 | 1466.8 |
| 6 → 10 | 1466.8 |
| 8 → 5 | 1552.3 |
| 6 → 16 | 1583.0 |
| 8 → 10 | 1583.0 |
| 5 → 8 | 1615.0 |
| 9 → 4 | 1615.0 |
| 15 → 4 | 1615.0 |
| 15 → 16 | 1615.0 |
| 9 → 6 | 1700.9 |
| 10 → 16 | 1719.2 |
| 9 → 8 | 1757.0 |
| 11 → 1 | 1757.0 |
| 2 → 18 | 1796.4 |
| 3 → 2 | 1796.4 |
| 11 → 13 | 1796.4 |
| 3 → 1 | 1816.9 |
| 10 → 9 | 1837.7 |
| 8 → 9 | 1859.1 |
| 15 → 12 | 1859.1 |
| 2 → 17 | 1881.0 |
| 16 → 6 | 1903.4 |
| 9 → 10 | 1949.8 |
| 10 → 5 | 1998.6 |
| 12 → 1 | 1998.6 |
| 12 → 13 | 1998.6 |
| 2 → 7 | 2076.4 |
| 2 → 14 | 2076.4 |
| 16 → 10 | 2076.4 |
| 8 → 15 | 2103.7 |
| 3 → 13 | 2131.8 |
| 4 → 2 | 2220.6 |
| 5 → 9 | 2220.6 |
| 12 → 2 | 2251.9 |
| 16 → 9 | 2251.9 |
| 1 → 14 | 2284.1 |
| 13 → 14 | 2317.2 |
| 2 → 11 | 2351.2 |
| 9 → 16 | 2422.5 |
| 1 → 17 | 2498.2 |
| 4 → 1 | 2498.2 |
| 5 → 16 | 2498.2 |
| 5 → 10 | 2537.9 |
| 13 → 18 | 2537.9 |
| 15 → 8 | 2578.8 |
| 9 → 5 | 2621.1 |
| 1 → 18 | 2709.9 |
| 13 → 17 | 2756.6 |
| 1 → 7 | 2805.0 |
| 10 → 15 | 2907.0 |
| 1 → 11 | 2960.8 |
| 16 → 5 | 2960.8 |
| 6 → 15 | 3016.7 |
| 13 → 7 | 3016.7 |
| 9 → 15 | 3074.7 |
| 2 → 3 | 3135.0 |
| 9 → 1 | 3135.0 |
| 4 → 13 | 3197.7 |
| 5 → 15 | 3197.7 |
| 6 → 1 | 3331.0 |
| 2 → 12 | 3401.8 |
| 15 → 9 | 3401.8 |
| 1 → 9 | 3475.8 |
| 6 → 2 | 3475.8 |
| 13 → 12 | 3475.8 |
| 2 → 4 | 3553.0 |
| 13 → 3 | 3553.0 |
| 1 → 3 | 3633.8 |
| 8 → 2 | 3633.8 |
| 10 → 1 | 3633.8 |
| 13 → 11 | 3633.8 |
| 15 → 6 | 3633.8 |
| 1 → 4 | 3806.8 |
| 2 → 6 | 3899.7 |
| 15 → 5 | 3899.7 |
| 15 → 10 | 3899.7 |
| 2 → 8 | 3997.2 |
| 5 → 2 | 3997.2 |
| 1 → 12 | 4099.6 |
| 2 → 5 | 4099.6 |
| 2 → 9 | 4099.6 |
| 9 → 2 | 4321.2 |
| 1 → 6 | 4441.3 |
| 5 → 1 | 4441.3 |
| 8 → 13 | 4441.3 |
| 8 → 1 | 4702.5 |
| 1 → 8 | 4996.5 |
| 10 → 2 | 4996.5 |
| 13 → 8 | 4996.5 |
| 6 → 13 | 5157.6 |
| 10 → 13 | 5157.6 |
| 1 → 2 | 5513.3 |
| 1 → 5 | 5710.2 |
| 16 → 1 | 5710.2 |
| 9 → 13 | 5921.7 |
| 2 → 1 | 6149.5 |
| 5 → 13 | 6149.5 |
| 16 → 2 | 6149.5 |
| 1 → 10 | 6395.5 |
| 2 → 16 | 6395.5 |
| 2 → 10 | 6662.0 |
| 15 → 13 | 6662.0 |
| 13 → 6 | 7613.7 |
| 13 → 9 | 7613.7 |
| 15 → 1 | 7613.7 |
| 13 → 4 | 7994.4 |
| 1 → 16 | 8415.1 |
| 13 → 5 | 8415.1 |
| 13 → 16 | 8415.1 |
| 16 → 13 | 8415.1 |
| 15 → 2 | 9405.1 |
| 13 → 10 | 10659.2 |
| 1 → 15 | 11420.5 |
| 13 → 15 | 11420.5 |
| 2 → 15 | 13324.0 |
| 2 → 13 | 15988.8 |
| 13 → 1 | 15988.8 |
| 13 → 2 | 17765.3 |
| 1 → 13 | 22841.1 |
Bracket Quinella36
| Combination | Odds |
|---|---|
| 7 – 8 | 5.1 |
| 6 – 8 | 7.0 |
| 4 – 8 | 7.7 |
| 2 – 8 | 10.0 |
| 8 – 8 | 10.9 |
| 6 – 7 | 13.9 |
| 4 – 7 | 14.5 |
| 2 – 7 | 16.2 |
| 4 – 6 | 17.0 |
| 2 – 4 | 21.0 |
| 2 – 6 | 23.6 |
| 3 – 8 | 25.0 |
| 5 – 8 | 39.8 |
| 3 – 4 | 49.4 |
| 3 – 6 | 53.7 |
| 3 – 7 | 55.2 |
| 2 – 3 | 57.1 |
| 4 – 5 | 72.2 |
| 6 – 6 | 73.8 |
| 5 – 7 | 77.7 |
| 5 – 6 | 83.3 |
| 1 – 8 | 85.5 |
| 2 – 5 | 90.3 |
| 7 – 7 | 114.2 |
| 3 – 5 | 119.3 |
| 4 – 4 | 120.6 |
| 2 – 2 | 153.0 |
| 1 – 4 | 159.1 |
| 1 – 2 | 164.0 |
| 1 – 6 | 165.4 |
| 1 – 7 | 175.1 |
| 1 – 3 | 248.9 |
| 1 – 5 | 313.3 |
| 3 – 3 | 352.5 |
| 5 – 5 | 557.8 |
| 1 – 1 | 994.0 |
Trifecta4,857 combinations
| Combination | Odds |
|---|---|
| 17 → 14 → 7 | 74.8 |
| 14 → 17 → 7 | 76.3 |
| 17 → 14 → 18 | 86.5 |
| 14 → 17 → 18 | 87.9 |
| 17 → 7 → 14 | 94.4 |
| 14 → 7 → 17 | 100.1 |
| 7 → 14 → 17 | 107.6 |
| 7 → 17 → 14 | 114.5 |
| 17 → 18 → 14 | 116.4 |
| 18 → 17 → 14 | 117.0 |
| 17 → 14 → 11 | 126.8 |
| 14 → 17 → 11 | 127.0 |
| 14 → 17 → 3 | 129.7 |
| 17 → 14 → 3 | 130.5 |
| 14 → 18 → 17 | 132.1 |
| 18 → 14 → 17 | 135.1 |
| 17 → 7 → 18 | 146.6 |
| 14 → 11 → 17 | 150.0 |
| 17 → 18 → 7 | 153.4 |
| 17 → 11 → 14 | 156.2 |
| 11 → 14 → 17 | 156.5 |
| 11 → 17 → 14 | 163.4 |
| 18 → 17 → 7 | 165.1 |
| 14 → 7 → 18 | 165.2 |
| 17 → 3 → 14 | 173.7 |
| 17 → 7 → 3 | 175.9 |
| 14 → 3 → 17 | 179.4 |
| 18 → 17 → 11 | 179.4 |
| 7 → 17 → 18 | 180.4 |
| 17 → 18 → 3 | 180.7 |
Lowest-odds combinations shown.
Trio816 combinations
| Combination | Odds |
|---|---|
| 7 – 14 – 17 | 19.3 |
| 14 – 17 – 18 | 22.1 |
| 11 – 14 – 17 | 26.0 |
| 3 – 14 – 17 | 29.4 |
| 7 – 14 – 18 | 33.2 |
| 7 – 17 – 18 | 33.9 |
| 11 – 17 – 18 | 39.8 |
| 7 – 11 – 14 | 40.8 |
| 11 – 14 – 18 | 41.1 |
| 3 – 7 – 14 | 44.4 |
| 3 – 7 – 17 | 44.4 |
| 7 – 11 – 17 | 45.8 |
| 3 – 17 – 18 | 46.5 |
| 12 – 14 – 17 | 51.4 |
| 3 – 11 – 14 | 54.2 |
| 3 – 14 – 18 | 57.0 |
| 3 – 11 – 17 | 59.4 |
| 7 – 11 – 18 | 65.9 |
| 3 – 7 – 18 | 67.5 |
| 7 – 12 – 14 | 69.9 |
| 7 – 12 – 17 | 75.7 |
| 14 – 16 – 17 | 79.7 |
| 12 – 14 – 18 | 88.8 |
| 12 – 17 – 18 | 90.2 |
| 3 – 7 – 11 | 93.8 |
| 3 – 11 – 18 | 95.8 |
| 4 – 14 – 17 | 97.5 |
| 11 – 12 – 14 | 104.8 |
| 16 – 17 – 18 | 105.6 |
| 11 – 12 – 17 | 119.3 |
Lowest-odds combinations shown.