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)
単勝払戻率 |
|
|
|
|
新潟 |
小倉 |
函館 |
上位1頭 |
102.6% |
60.0% |
30.4% |
上位2頭 |
63.5% |
73.6% |
84.8% |
上位3頭 |
78.0% |
103.0% |
62.6% |
上位4頭 |
58.5% |
83.9% |
55.1% |
上位5頭 |
107.8% |
69.8% |
57.3% |
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)
複勝払戻率 |
|
|
|
|
新潟 |
小倉 |
函館 |
上位3頭 |
72.2% |
108.3% |
71.7% |
上位4頭 |
73.4% |
96.1% |
78.1% |
上位5頭 |
75.9% |
89.9% |
73.8% |
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)
ワイド払戻率 |
|
|
|
|
新潟 |
小倉 |
函館 |
上位3頭 |
41.7% |
165.8% |
28.2% |
上位4頭 |
54.0% |
128.4% |
57.2% |
上位5頭 |
70.8% |
97.9% |
67.0% |
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