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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位1頭 |
92% |
26% |
108% |
上位2頭 |
83% |
23% |
99% |
上位3頭 |
65% |
101% |
102% |
上位4頭 |
72% |
89% |
84% |
上位5頭 |
71% |
98% |
81% |
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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
福島 |
上位3頭 |
108% |
69% |
91% |
上位4頭 |
117% |
77% |
97% |
上位5頭 |
114% |
74% |
100% |
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)
ワイド払戻率 |
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|
|
東京 |
京都 |
福島 |
上位3頭 |
64% |
25% |
83% |
上位4頭 |
79% |
42% |
81% |
上位5頭 |
81% |
54% |
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