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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
115% |
78% |
47% |
上位2頭 |
92% |
106% |
31% |
上位3頭 |
127% |
115% |
86% |
上位4頭 |
116% |
107% |
75% |
上位5頭 |
93% |
86% |
69% |
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)
複勝払戻率 |
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|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
93% |
81% |
109% |
上位4頭 |
87% |
105% |
116% |
上位5頭 |
83% |
96% |
102% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
144% |
45% |
152% |
上位4頭 |
100% |
100% |
128% |
上位5頭 |
76% |
77% |
124% |
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