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)
単勝払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位1頭 |
73.0% |
93.6% |
66.7% |
上位2頭 |
79.8% |
70.7% |
82.5% |
上位3頭 |
186.5% |
67.3% |
84.3% |
上位4頭 |
151.7% |
54.5% |
71.3% |
上位5頭 |
142.0% |
51.6% |
65.0% |
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)
複勝払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位3頭 |
85.2% |
87.4% |
73.9% |
上位4頭 |
97.4% |
88.3% |
72.8% |
上位5頭 |
89.0% |
105.3% |
77.9% |
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)
ワイド払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位3頭 |
74.1% |
76.1% |
53.8% |
上位4頭 |
104.1% |
85.6% |
62.2% |
上位5頭 |
83.7% |
118.0% |
67.4% |
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