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)
単勝払戻率 |
|
|
|
東京 |
阪神 |
上位1頭 |
108.3% |
73.9% |
上位2頭 |
115.7% |
107.0% |
上位3頭 |
112.0% |
129.3% |
上位4頭 |
84.0% |
144.3% |
上位5頭 |
76.4% |
133.2% |
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)
複勝払戻率 |
|
|
|
東京 |
阪神 |
上位3頭 |
95.7% |
99.4% |
上位4頭 |
106.5% |
85.1% |
上位5頭 |
95.5% |
78.5% |
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)
ワイド払戻率 |
|
|
|
東京 |
阪神 |
上位3頭 |
83.3% |
103.9% |
上位4頭 |
140.0% |
75.3% |
上位5頭 |
113.9% |
63.4% |
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