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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位1頭 |
49% |
83% |
118% |
上位2頭 |
56% |
41% |
133% |
上位3頭 |
46% |
45% |
113% |
上位4頭 |
35% |
57% |
129% |
上位5頭 |
59% |
63% |
116% |
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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
83% |
72% |
80% |
上位4頭 |
85% |
82% |
93% |
上位5頭 |
85% |
78% |
95% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
60% |
46% |
73% |
上位4頭 |
76% |
54% |
116% |
上位5頭 |
72% |
56% |
150% |
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