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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位1頭 |
90% |
40% |
49% |
上位2頭 |
143% |
72% |
63% |
上位3頭 |
101% |
54% |
83% |
上位4頭 |
95% |
64% |
90% |
上位5頭 |
90% |
62% |
87% |
![](data:image/png;base64,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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位3頭 |
81% |
67% |
92% |
上位4頭 |
78% |
73% |
97% |
上位5頭 |
79% |
81% |
100% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位3頭 |
64% |
60% |
133% |
上位4頭 |
74% |
51% |
112% |
上位5頭 |
71% |
68% |
104% |
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