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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
14% |
31% |
64% |
上位2頭 |
35% |
65% |
172% |
上位3頭 |
70% |
67% |
128% |
上位4頭 |
75% |
70% |
96% |
上位5頭 |
67% |
63% |
100% |
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)
複勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
90% |
158% |
102% |
上位4頭 |
97% |
154% |
101% |
上位5頭 |
85% |
138% |
101% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
116% |
274% |
115% |
上位4頭 |
126% |
217% |
107% |
上位5頭 |
99% |
163% |
122% |
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