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)
単勝払戻率 |
|
|
|
|
東京 |
阪神 |
函館 |
上位1頭 |
78.3% |
169.6% |
94.6% |
上位2頭 |
127.0% |
117.0% |
74.6% |
上位3頭 |
108.3% |
206.4% |
49.7% |
上位4頭 |
152.1% |
183.0% |
94.7% |
上位5頭 |
142.6% |
208.3% |
83.3% |
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)
複勝払戻率 |
|
|
|
|
東京 |
阪神 |
函館 |
上位3頭 |
92.0% |
115.2% |
84.3% |
上位4頭 |
94.8% |
100.9% |
89.6% |
上位5頭 |
85.1% |
106.1% |
80.8% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
阪神 |
函館 |
上位3頭 |
152.6% |
114.1% |
87.2% |
上位4頭 |
115.4% |
98.2% |
95.6% |
上位5頭 |
86.4% |
160.0% |
69.8% |
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