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)
単勝払戻率 |
|
|
|
東京 |
阪神 |
上位1頭 |
170.5% |
168.3% |
上位2頭 |
138.4% |
114.8% |
上位3頭 |
129.7% |
123.8% |
上位4頭 |
107.0% |
129.9% |
上位5頭 |
97.5% |
112.4% |
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)
複勝払戻率 |
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東京 |
阪神 |
上位3頭 |
107.4% |
118.3% |
上位4頭 |
87.7% |
129.8% |
上位5頭 |
78.7% |
118.3% |
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)
ワイド払戻率 |
|
|
|
東京 |
阪神 |
上位3頭 |
139.7% |
214.9% |
上位4頭 |
81.5% |
146.2% |
上位5頭 |
70.7% |
129.1% |
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