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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
30% |
97% |
58% |
上位2頭 |
58% |
90% |
69% |
上位3頭 |
65% |
69% |
65% |
上位4頭 |
53% |
68% |
76% |
上位5頭 |
92% |
54% |
61% |
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)
複勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
90% |
100% |
74% |
上位4頭 |
85% |
102% |
73% |
上位5頭 |
86% |
90% |
76% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
91% |
82% |
68% |
上位4頭 |
56% |
121% |
84% |
上位5頭 |
64% |
97% |
89% |
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