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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位1頭 |
80% |
57% |
37% |
上位2頭 |
87% |
98% |
163% |
上位3頭 |
114% |
84% |
168% |
上位4頭 |
107% |
76% |
164% |
上位5頭 |
93% |
61% |
142% |
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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
96% |
74% |
116% |
上位4頭 |
103% |
118% |
124% |
上位5頭 |
96% |
113% |
105% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
68% |
62% |
238% |
上位4頭 |
153% |
64% |
215% |
上位5頭 |
143% |
87% |
169% |
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