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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位1頭 |
80.9% |
167.7% |
74.2% |
上位2頭 |
59.3% |
83.9% |
63.1% |
上位3頭 |
94.2% |
55.9% |
53.2% |
上位4頭 |
76.3% |
70.8% |
39.9% |
上位5頭 |
117.4% |
96.7% |
60.0% |
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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
94.6% |
97.7% |
83.8% |
上位4頭 |
78.5% |
100.2% |
68.5% |
上位5頭 |
78.3% |
97.6% |
69.1% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
92.6% |
114.5% |
119.2% |
上位4頭 |
57.4% |
130.9% |
63.2% |
上位5頭 |
72.0% |
144.5% |
59.1% |
グラフは、
横軸が競馬場
奥行軸が購入頭数
縦軸が払戻率です
払戻率は、競馬予想の
上位3頭(ワイドでは3組)
上位4頭(ワイドでは6組)
上位5頭(ワイドでは10組)
それぞれ全頭の組合せから
(払戻金額の総計)÷(購入金額の総計)で率を計算しています