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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
100% |
58% |
174% |
上位2頭 |
67% |
80% |
87% |
上位3頭 |
85% |
78% |
71% |
上位4頭 |
73% |
58% |
81% |
上位5頭 |
70% |
66% |
96% |
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)
複勝払戻率 |
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|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
85% |
71% |
94% |
上位4頭 |
82% |
68% |
91% |
上位5頭 |
76% |
66% |
91% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
72% |
33% |
108% |
上位4頭 |
68% |
39% |
117% |
上位5頭 |
64% |
45% |
105% |
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