![](data:image/png;base64,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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位1頭 |
139% |
75% |
72% |
上位2頭 |
130% |
98% |
167% |
上位3頭 |
93% |
77% |
134% |
上位4頭 |
103% |
84% |
120% |
上位5頭 |
82% |
77% |
114% |
![](data:image/png;base64,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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位3頭 |
94% |
89% |
81% |
上位4頭 |
100% |
88% |
85% |
上位5頭 |
85% |
88% |
87% |
![](data:image/png;base64,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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位3頭 |
136% |
90% |
87% |
上位4頭 |
104% |
85% |
83% |
上位5頭 |
74% |
75% |
79% |
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