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)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位1頭 |
70.0% |
166.5% |
56.7% |
上位2頭 |
127.8% |
108.7% |
63.1% |
上位3頭 |
113.3% |
121.7% |
84.9% |
上位4頭 |
100.0% |
98.3% |
70.7% |
上位5頭 |
111.4% |
78.6% |
74.2% |
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LWn7ZrUoHnclBeF8/reRknr/HYv/2a/WuOW2Etrx9AXjM4ec2goi3e8zI+HmdFQjxZ4ckLrLNyUF4/Na+P20rt125Yy+sHkNcMTl4zqDiL96c25l826bwtJ/pPXj84r9/v/zv+K/mJ+hrW8voB5DWDk9cMqvniPdXG+v7m2Xcl/uS1vN4Pbnk9AnnN4OQ1g2q4eCerev7d5tknryNPWF4Tn7xmcPKaQd2/eG+drl4/rHn2yevIE5bXxCevGZy8ZlB3Lt5Hqnr+4ObZJ68jT1heE5+8ZnDymkHdsHgfPF29flbz7JPXkScsr4lPXjM4ec2gqi7eJ6p6/tzm2SevI09YXhOfvGZw8ppBVVq8r4T1tIXm2SevI09YXhOfvGZw8ppBlV28z10HsrWp5tknryNPWF4Tn7xmcPKaQZVavEtV9XyDzbNPXkeesLwmPnnN4OQ1g7p+CUfxsJ623Dz75HXkCctr4pPXDE5eM6gr/+ph7X8tsnn2yevIE5bXxCevGZy8ZlC5i3e909XrF2qeffI68oTlNfHJawYnrxnU8cX7nqqev1zz7JPXkScsr4lPXjM4ec2gvi7et52uXr9u8+yT15EnLK+JT14zOHlNUK9X+sM5Ve+R++dfrr+1tTA0qerFG2hefvI67ITlNfHJawYnr4koGdDv7VxO3v7cmP++2NR6SWge1tPbaF5+8jrshOU18clrBievCWfn/HTynv37j+R1q+tAtgSpQHkdc8LymvjkNYOT1wRVMK+3ToT/DHO6eiFIBcrrmBOW18QnrxmcvCao63m984D37Bz5QutV6edPeS2v5bW87py8ZnDymqCK5PXOwyIv3kEqUF7HnLC8Jj55zeDkNUGVyuvFhSKLh7Veg9KCVODz8jpaYcvr/bwO+8+X+EpeMzh5TVDyuvmvi3ldqbDl9Th5vbV3HHHrHsuKvGZw8pqg1tH8TnXzwdvyuklhy2t53erikIMVHvYg0Dt5zeDkNUEl8/pd7n8r85bX8rr1L3kd4dprFV6DvGZw8ppxhV0y4ySgvA44XnndhAo/TluDvGZcYdfCOAkorwOOV15HdrDCO/3THSSvQV4zrrArXJwElNcBxyuvn+HBFS6vQV4zrrBLV5wElNcBxyuvh9Lj6XB5DfKacYVakObiJKC8DjheeU1SnAqX1yCvGVfY9TtOAsrrgOOV11xxQ4XLa5DXjCvs+h0nAeV1wPHKa25wsMKTPyZ5DfKacYVdv+MkYMC8PlfY8lpeU8k6uOU1yGvGFXb9jpOA8jrgeOU1wclrkNeMK+z6HScB5XXA8cprgpPXIK8ZV9j1O04CPiavpzSMM1t5La+fSl6DvGZcYdfvOAkorwOOV1534fi/CPg88hrkNeMKu9TFSUB5HXC88jq4T0b//fdfyV9b2f2kEJfXIK8ZV9gFLE4CyuuA45XXka0reR3WW+W9eEy/IS6vQV4zroDL0kecBJTXAccrr2NKpvN0z6Kzt9p664nz34+fEW81CnkN8ppxhV2/4ySgvA44XnkdUDJ8d5J6J8QX9xzJ663gbjUNeQ3ymnGFXb/jJKC8DjheeR1N1tno03md1dZtByivQV4zrrDrd5wElNcBxyuv49iv3q283r+MZP/6kINtLa+hLXnNuMKu33ESUF4HHK+8DmK/d5O5PIV1Vl4fj+z5eOU1NCSvGVfY9TtOAsrrgOOV180duVTjRHx/Pfm9U9iftxRkgPIa5DXjCrt+x0lAeR1wvPK6rdfKkYDe//JiXienKq+hIXnN0GIu4XESUF4HHK+8bms9hHVwr/t73cr7RZ68nczrrZHKa2hIXjO0mEt4nASU1wHHK6/bOjKExWO+9vc8oNdnxHfSfGee8hoaktcMLeYSHicB5XXA8crrtq4PYWsyR/r7YFvLa2hLXjO0yEt48/iT1zHHK6/bqpTXJ/o77ADlNchrhhZ5CW8ef/I65njldVut8jp3kvIaGpLXDC3yEt48/uR1zPHK67bk9VfyGuQ1Q4u8hDePP3kdc7zyui15/ZW8BnnN0CIv4c3jT17HHK+8bktefyWvQV4ztMhLePP4k9cxxztCXofdMX/K62+0NbzlNYMLu4oHqUB5HXC88roteb1PXsNbXjO4sKt4kAqU1wHHK6/bktf75DW85TWDC7iKv/7RPP7kdczxyuu25PU+eQ1vec3gQq3in6qebjePP3kdc7zyui15vU9ew1teM7ggq/g8rKd7msefvI45XnndlrzeJ6/hLa8ZXPNVfB3W0/3N409exxyvvG5LXu+T1/CW1wyu4Sq+FdbTd5vHn7yOOV553VYXed1wgPIa3vKawTVZhPbDenpM8/iT1zHHK6/bktf75DW85TWDu3kROhLW0yObx5+8jjnefvP6YFvLa3kNvZPXDO22Reh4WE+Pbx5/8jrmeOV1W/J6n7yGt7xmcDcsQrlhPT2refzJ65jjlddtyet98hre8prBVV2EzoX19Nzm8SevY45XXrclr/fJa3jLawZXaRG6EtbTFprHn7yOOV553VaEvP46SXkNbclrhlZ8Eboe1tN2msff9cKW1zXGK6+L7F8LWc+V1zvkNbzlNYMruAiVCutpa83LT17HHK+8vr5z/fd//734tQ7urQSX1/vkNbzlNYMrdaa5xlnw5uUnr2OOV15f2a2SbX3w19f+ltc/5TW83295zeAuLkI1wnracvPyk9cxxyuvT+9TyUROBvROYe/c+bW/SyW4vIbg5DWjO7cO1QvrafvNy09exxyvvD63Q33N5a3bi/hObmH+e+4pcHkNzyOvGV3uOlQ7rKdXaV5+8jrmeOV17q6U29b7WXwxr9fblNfwPPKa0R1fh+4J6+m1mpefvI453kHy+ogj+9F+3a4reSfHkwE9f2JuW58eqbyG4OQ1ozu4SN+8XMWpQHkdbbyD5PXB3WTf18DduvBj67nJ+1+Zp64/r3VlpPIagpPXjG5/Hbo/rKfXbV5+8jrmeOX1wT3oeFt//fLr/ccjezFweQ2PJK/p0vwE1da3Fncmb7+387pVWE+v3rz85HXM8crrr/vOkRPJZfP6dewK7PW05TU8krymPwfTebr9uTH/ffH0xfLQNqyn99C8/OR1zPHK6/0d5/gVGjfndXLU8hoeSV7Tn628TqZz8vfFY+Zrc/Ow/ohTgfI62njl9c5es3Cwrdd3ZuX1dOdOXm/NWV7DI8lr+nM6r9cPeP+T13HC+iNOBcrraOOV13t7zepP99UigpN3XunyzwbLjlReQ3Dymi7NV8f5neuHzW9s5XVSq8XpI04Fyuto45XXe3vNqQlkJXjWr6/jldfwSPKa/rwyz14vvlzf2Wod2hGnAuV1tPHK6729psLn7XSCH5mtvIZHktf051xev/68UGR+f6t1aEecCryS15UKW17L6829pk5en0vweiM9ktf7Ch+w/qGt4UNe058R8vpnmMKW19HGK6/3dpl2eX1usK3OXn/t73M/AnkNH/Ka/mzl9ZHb8lpeNx+pvJbXzfP64DxzE1xew4e8pkvz4/vWtxZ3Jm+/5bW87m288npvl2ld1U/K64Mzn5PX8CGvGZ28ltd9jVde7+0yrat6tLxekNfwIa8ZnbyW132NV17v7TKtq1petz6iQwjymtHJa3nd13jl9d4u07qq5XXrIzqEIK8ZnbyW132NV17v7TKtq1petz6iQwjymtHJa3nd13gfmdevlDO7TOuqltetj+gQgrxmdPJaXvc13ofl9aek//vfv9e/ks29k+DyWl5DEPKa0clred3XeJ+U11thffzXkQSX17eR1/AhrxmdvJbXfY33MXl9va0jJ/iRwZ6ep7yG4OQ1o5PX8rqv8T4grz9Fu5O/+/cn03l9f/J2VoLL61zyGj7kNaOT1/K6r/H2ntdfY3frAccb+nN7/vu5E97yOpe8hg95zejktbzua7xd53XBtl7fOT/tfTqvP2/y+pzlNYxMXkPQwg4SgvI62ng7zesjbV08r0+0dak5y2sYmbwGeS2vexpvj3l9PHNP5/Uipk+cul78LOT1CfIaPuQ1yGt53dN4u8vrSm09r+qtmD4e2esfhLw+QV7Dh7wGed1ZXp8rbHl9f17nXp5xIq93HvY6dgX2500Wn7O8hpHJa5DX8rqn8faS17nXPZ/I62RPZ+X1zvzl9QnyGj7kNchred3TeLvI61dK8VPXr9XF1usvd/J6f/hh8zpsW/+U1/APeQ3yWl73NN5e8jr5h/3qYF7P6zn5xJ3yPtLW8voceQ0f8hrktbzuabz95vXBgZyr8KxLUI6MXV6fIK/hQ16DvJbXPY332XldsMJzL7aW19fJa/iQ1yCvB8rraIUtr6vOdu22OctrGJm8BnlduP/kddXxyut7pi2vT5DX8CGvQV4X7j95XXW88vqeacvrE+Q1fMhrkNeF+09eVx2vvL5n2vL6BHkNH/Ia5HXh/pPXVccrr++Z9pU5H5yqvIanktcgr8snoLyuN1t5fc+05XUubQ0TeQ3yunwCyut6s5XX90xbXueS1zCR1xAxr1+vV5xAkdehZiuv75m2vM4lr2EiryFWXn/C+qez1/JaXjedtrzOJa9hIq8hUF7P30mcQJHXoWYrr++ZtrzOJa9hIq8hRF5PJ63n9zTPkdMJKK/rzVZe3zNteZ1LXsNEXkPjvF6H9fxbzYvkXALK63qzldf3TFte55LXMJHX0Cyvd8J6ekDzIjmXgPK63mzl9T3Tlte55DVM5DU0yOuvYT09rHmRnEtAeV1vtvL6nmnL61zyGibyGu7O6+MvF6RR5HWo2crre6Ytr3PJa5jIa7gvrw+etJ4/vnmRnEtAeV1vtvL6nmnL61zyGibyGt7v+oWdG9bTs5oXybkElNf1Ziuv75m2vM4lr2Eir+H9rpnX58J6em7zIjmXgPK63mzl9Q3TvjhkeQ2Dk9fwftfJ6ythPW2heZGcS8CAeT3VTJCpnp6tvL5h2vL6BHkNE3kN73eFvC6ywSCNIq9DzVZe3zBteX2CvIaJvIb3u2heXz9pPd9U8yI5l4Dyut5s5fUN05bXJ8hrmMhreL8L5XXBsJ422LxIziWgvK4321Z5ndWCoYZ8Ytry+gR5DRN5De/35bwuHtbTZpsXybkElNf1Ziuvb5i2vD5BXsNEXsP7fSGvK4X1tPHmRXIuAeV1vdnK6xumLa9PkNcwkdfwfp/N69rLWJBGkdehZiuvb5i2vD5BXsNEXsP7nZ/XVU9az1+leZGcS0B5XW+28vqGacvrE+Q1TOQ1vN85eX1PWE+v1bxIziWgvK43W3l9w7Tl9QnyGibyGt7vY3l9Z1hPr9i8SM4loLyuN1t5fcO05fUJ8hom8hre7295fX9YT6/bvEjOJaC8rjdbeX3DtHvP68mdxyt5DRN5De/3bl63OhX0U17La3ndaNq95/X8GLKj7PFKXsNEXtO3aZ04cv/8y/W3knXbsK1/ymt5La8bTfuGvD7X1mUvDtmP79yjn7yGibymY1u5nLz9uTH/fbGp9aqTtbTUEKRR5HWo2crrG6Y9SF4fOQQdj295DRN5Ta/Wibx1/zqsd/I6SFh/BGkUeR1qtvL6hmmHzeuvbX3nv9q4qG15DRN5Ta+mUP5Y3J985PT45NZChfVHkEaR16FmW3CkWWOU1/J6n7yGibymV1tVvZXX7+1T1+9ZXu//08+bBWkUeR1qtvL6hmnL61zaGubkNb1aVPKRvJ5/ub7z/gXpqyCNIq+jzbbUVOW1vC5FXsOcvKZX5/J6caHI/P77F6SvgjSKvI42W3lde9ryOpe8hjl5Ta/kdcAokdf3zFZe1562vM4lr2FOXtOxdTcfvC2vb0jAqoUtr+V11Wn3m9etDmXyGubkNX17/ePI/VvZ/ZbXFRJQXtebrbyuPW15nUtew5y8hvdbXldIQHldb7byuvao5XUueQ1z8hreb3ldIQHldb3Zyuvao5bXueQ1zMlr+CVgYQdpFHkdbbbyuvao5XUueQ1z8hp+kddlE1Be15utvK49anmdS7cWEv0AABsYSURBVF7DnLyGX+R12QSU1/VmK69rj1pe55LXMCev4Rd5XTYB5XW92crr2qOW17nkNczJa/glYF7/jFHY8jrabOV17VHL61zyGubkNfwir8smoLyuN1t5XXvU8jqXvIY5eQ2/yOuyCSiv681WXtcetbzOJa9hTl7DL/K6bALK63qzlde1Ry2vc8lrmJPX8Iu8Ll6B8rrSYOV17VHL61zyGubkNfwir4tXoLyuNFh5XXvU8jqXvIY5eQ2/yOviFSivKw1WXtcetbzOJa9hTl7DL/K6eAXK60qDlde1Ry2vc8lrmJPX8Iu8Ll6B8rrSYOV17VHL61zyGubkNfwir4tXoLyuNFh5XXvU8jqXvIY5eQ2/yOviFSivKw1WXtcetbzOJa9hTl7DL/K6eAXK60qDlde1Ry2vc8lrmJPX8Iu8Ll6B8rrSYOV17VHL61zyGubkNfwir4tXoLyuNFh5XXvUVyZ8cKryGh5MXsMv8rp4BcrrSoOV17VHLa9zyWuYk9fwi7wuXoHyutJg5XXtUcvrXPIa5uQ1/CKvi1egvK40WHlde9TyOpe8hjl5Db8EzOvX6xUkU+R1qMHK69qjlte55DXMyWv4JVRef8L6p7PXRQtbXstreV2DtoYFeQ2/xMnr+TsJkinyOtRg5XXtUcvrLPIaFuQ1/BIhr6eT1vN7mnfJ6QqU15UGK69rj1peZ5HXsCCv4be2hZ189SCZIq9DDVZe1x61vM4ir2FBXsNvrfJ6fdJ6/q3mXXK6AuV1pcHK69qjjpnXX9taXkMQ8hp+u39l2gnr6QHNu+R0BcrrSoOV17VHLa+zyGtYkNfw280r05GXC5Ip8jrUYOV17VHL6yzyGhbkNfx228r09aT1/JHNu+R0BcrrSoOV17VHLa+zyGtYkNfw2z0rU9arBMkUeR1qsPK69qhr5/WJtpbX0BF5Db/VXpmOn7SeP6V5l5yuQHldabDyuvao5XUWeQ0L8hp+q7cynQjr6YnNu+R0BcrrSoOV17VHLa+zyGtYkNfwW6WV6cpmg2SKvA41WHldddQXxyuvAXkNvxVfmU6ftJ5voXmXnK5AeV1psPK66qjldS55DQvyGn4ruDJdD+tpO8275HQFyutKg5XXVUctr3PJa1iQ1/BbqZWpbKY375LTFSivKw1WXlcdtbzOJa9hQV7Db9dXplInrecbbN4lpytQXlcarLyuOmp5nUtew4K8ht+uXyddZrFabbajNJHXNwxWXlcddb953aStf8prWJHX8Nvpxan4SevFxjtKE3l9w2DlddVRd53XSZUOTRN5DQvyGn47sQ7dsHpFKBV5HWqw8rrqqLvO653DVL3yltewIK/ht9zF5p5/FBuhVOR1qMHK66qjfl5e7x9erpe3vIYFeQ2/HV9R7vlHrtNrdZQm8vqGwcrrqqMeKq/3jzwH41tew4K8ht8OLk63hfX0ch2liby+YbDyuuqo5fXB49JEXsOCvIbfvi5Od560nr9oR2kir28YrLyuOmp5nUtew4K8ht92FqcmYT29dEdpEj+vQ8WfvA44anmdS17DgryG37YWp1aL1vTqHaWJvL5hsPK66qjldS55DQvymof4nF1O3rm4f/7l+luLZaPhSev5e+goTeT1DYOV11VHLa9zyWtYkNc8xMGM/tyY/754yqJrm6xVCxFKRV6HGqy8rjpqeZ1LXsOCvOYJ1rmcTOfk74vHTEUbpK1/ymt5La/vHbW8ziWvYUFe8wQn8nr9gPfsYpImS9SWCKUir0MNVl5XHbW8ziWvYUFe073FhR/r28mH7ef1QpMVaxKhVOR1qMHK66qjltdZtDWsyWv6tpXUO3k9/3Ln+pA4IpSKvA41WHldddTyOou8hjV5Td/WZ5qn+9ePXNxOFra8LhuC8rrGVOV11VHL6yzyGtbkNc9x/Oy1vL4tBOV1janK66qjltdZ5DWsyWueI3n5x85teX1DCMrrGlOV11VHLa+zyGtYk9c8R/KM9fyKkfXDkk+5f33aF6RU5HWcqcrrqqOW11nkNazJa/iDvC4bgvUKW17L60qjltdZ5DWsyWv4g7wuG4LyusZU5XXVUcvrLPIa1uQ1/EFelw1BeV1jqvK66qjldRZ5DWvyGv4gr8uGoLyuMVV5XXXU8jqLvIY1eQ1/kNdlQ1Be15iqvK46anmdRV7DmryGP8jrsiEor2tMVV5XHXXMvP7a1vIa4pDX8Ad5XTYE5XWNqcrrqqOW11nkNazJa/iDvC4bgvK6xlTlddVRy+ss8hrW5DX8QV6XDUF5XWOq8rrqqOV1FnkNa/Ia/iCvy4ZgqLyesibISE9PVV5XHbW8ziKvYU1ewx/kddkQlNc1piqvq45aXmeR17Amr+EP8rpsCMrrGlOV11VHLa+zyGtYk9fwB3ldNgTldY2pyuuqo5bXWeQ1rMlr+IO8LhuC8rrGVOV11VHL6yzyGtbkNfxBXpcNQXldY6ryuuqor4z34EjlNTybvIY/BMzrnzEKW17HmWrwvI4z3nOjltdZ5DWsyWv4g7wuG4LyusZU5XXVUdfO6xNtLa+hL/Ia/iCvy4agvK4xVXldddTyOou8hjV5DX+Q12VDUF7XmKq8rjpqeZ1FXsOavIY/BMzr1+sVoVfkdZypyuuqo5bXWeQ1rMlrWIpT2J+w/unstbyW1zfOWV5nkdewJq9hKUhez99GhF6R13GmKq+rzlleZ5HXsCavYSlCXi/eQ4Rekddxpiqvq85ZXmeR17Amr2GpbV5PF4Qs7uwrUOR11anK66pz7jSvtTXEIa9hqWFeb710hF6R13GmKq+rzlleHyevIUlew1KTVSp50nr+3b4CRV5Xnaq8rjpneX2cvIYkeQ1L969SX18xQq/I6zhTlddV5yyvj5PXkCSvYenOVWr/pPX8YX0FiryuOlV5XXXO8vo4eQ1J8hqWbluljr9QhF6R13GmKq+rzlleHyevIUlew9INq9TBk9bzx/cVKPK66lTlddU5y+vj5DUkyWtYqr1Kndh+hF55TF5/NJ/nlanK66pzltfHyWtIktewVG+Vyj1pPX9iX4ESOa9//PgRYZ5Xpiqvq85ZXh8nryFJXsNSpVXqymYj9Iq8jjNVeV11zvL6OHkNSfIaloqvUqdPWs+30FegyOuqU5XXVefcb17/2FDmQJYiryFJXsNS2bwusrUIvRItr88VtryW11VnGzOvd1w8NMlrSJLXsFQwr0ttKkKvyOs4U5XX9eY8Wl5fzG55DUnyGpZKnW8um+kdBYq8rj1YeV1vyPI6q7zlNSTJa1i6nsU1rt7uKFDkde3Byut6Q5bXW14bWh+wISI7BixdieOyJ63nm+0oUOR17cHK63pDltdZwd36aA1B2Tdg6XQf1wjracsdBYq8rj1YeV1vyPJaXsN19g1YOlHJlU5az7ffPFDOhaC8rjFVeV1vyPJaW8N1dg9Yyg3lqmE9vUTzQDkXgvK6xlTldb0hx8zrr219c15ra9hnD4Gl47lc+6T1/IWaB8q5EJTXNaYqr+sNWV5ra7jOTgJLB4v5nrCeXqt5oJwLQXldY6qt8nqLvJbXwJydBJa+dvNtJ63nr9g8UM6FoLyuMdVWeb3TWwvNp3p6yPJaW8N19hNI2Knnm8N6etHmgXIuBOV1jalGy+t1gTWf6ukhd5rX2hpCsatAwlZDN2nrn/JaXsvru4bcY15ra4jG3gIJ64y+/4KQxas3D5RzISiva0xVXtcbcnd5fU9b/5DXkMPewnNM130euX/+ZfIpi7ptk9WzN9A8UM6FoLyuMVV5XW/I8nrrZ1rpuA2PZIfhIbZyOXn7c2P++3prU9c2b+uf8lpey+u7htxXXodq6yMP2znNcdDrT8k7/WWA5nwEeYKtQ3bytHTy9/XDfgY4aT0XIVnkdZCpyut6Q+4or0O19dax9OCxughVTRw+izzB6bzeOhwHOWk9FyFZ5HWQqcrrekPuJa/vaesfRfN664C8dQQ+cqJ66/EH3zNU4iPI08wPrDtH8/1T10nyWl4Hmaq8rjfkLvI6YFtvHU7XD9g6wO4fupPfem2cSZHXNOcjyKN8PcgmH5B8WNuYXouQLPI6yFTldb0hx8/rmG2dPJAuvntwg1+3s769U+rQhI8gz/E1pt+pQ3OysOV1qRAMlddTl0QY5pWpyut6Qw6e12Hb+r3buIvD7P55kOnByVZOvsT+BuF+PoI8RPJ4Kq+bh2CcvJ53SYRhXpmqvK43ZHk9/RCLHISTD/ia17m5vFP20ISPIE+wczBd9/TitryuGoJB8noRJRGGeWWq8rrekO/J6z9D8GheR27r/ePwwaPxkefuHMazNghV+QjyBPunLrbuTN6e7mmd00sRkqXHvP786CP3n7wONeR78noxrqRFXgdv6+SBdOcBp/P6napqeU00PoKQIK9LhWDbvN4qkgjDvDJVeV1vyPfn9c4Y5w4O/7qb8zp5duPIcxf3rP5yAi35CEKCvC4Vgg3zeqdIIgzzylTldb0h187rO0P5hCthWiqv13cmE1xGE5mPJiTI61Ih2Cqv9yMmwjCvTFVe1xvyyHl9sVaz8vrrs7ZORW9V9X6vw818CiFBXpcKwaqFvZUyXwsmwjCvTFVe1xvysHmdW6Xr6zGSFk/Zf+KVI/bOl3A/H0FIkNelQvD+vD6SLxGGeWWq8rrekOU1cJ3dCRLkdakQvDmvD7ZLhGFemaq8rjfkMfNaW0NZ9ihIkNelQnBeLXPF6/Cz2eMx0XyYV6Yqr+sNecC81tZQnJ0KEuR1qRCcV8tiRb8e3FPK5CZLhGFemaq8rjfk0fJaW0MN9itIkNelQnArr5PLfG5zf1LmRK9EGOaVqcrrekOW18B19itIkNelQvB4Xm+t/TvN/fny3GabD/PKVO/P66w5hxpv7pCHymttDZXYtSBBXpcKwYt5vdUEk9NbaD7MK1O9Oa9z5xxqvLlDHievtTXUY++CBHldKgRr5PV1EYZ5Zap35nXv197kDvnKbCvNswZtDVXZwSBBXpcKQXldY6q35fUDrr3JHbK8Bq6zg0FatMKOkCzyOshU78nrZ1x7kzvkEfJaW0Nt9jFIk9dFQlBe15jqDXl95ecVary5Q358XmtruIHdDNLkdZEQlNc1plo7ry/+sEKNN3fIT8rrV0rrIysMwZ4GaaHyOkiyPCavf8SY5+mpVs3r6z+pOLM9MeQn5XXyR9P6yApDsKdBWpy8jpMs8jrIVOV1vSE/OK+1NdzGzgZpQfI6VLLI6yBTrZfXRX5McWZ7YshPzWttDXeyv0Fa87xer44dNYq8rjrVSnld6mcUZ7YnhvzIvNbWcDO7HKS1zevkAtlRo8jrqlOtkdcFf0BxZntiyPIauM4uB2kN83prgeyoUeR11am+Uq7kYNmfTpzZnhjy8/JaW8P97HWQ1iSv99fIjhpFXledanKYJ5r7k4PFfzRxZntiyA/La20NTdjxIO3+vP66THbUKPK66lSPD3O/uT9fPni2J4ZcNa+duoZB2PEg7ea8PrJMdtQo8rrqVC8Oc57aZaa52n7zqZ4ecr281tYwDvsepN2W18dXyo4aRV5XnWq0YS7Eme2JIT8mr7U1NGT3g7R78jp3veylUeIXYfNhXplqtGEuxJntiSFXymttDUOxB0LaDXl9YsnsKFOCF2GEYZ4eabRhLsSZ7Ykh18hrl4XAaOyBkFY1r08vmR1lSvAijDDM0yONNsyFOLM9MeTieR2zrU885kSyv/6UvNPfBHgkH2tIq5fXV1bNjjIleBFGGObpkUYb5kKc2Z4Ycu95fbBW78nri28A+uXzDWmV8vriwtlRpgQvwgjDPD3SaMNciDPbE0Mum9cx2/p9oG7XDzjylHWRO3vNmHysIa14XhdZOzvKlOBFGGGYp0cabZgLcWZ7YsgF8/r+H1PxvF6n8FYTT4/fepV5Xme9E+iRjzWklc3rUmtnR5kSvAgjDPP0SKMNcyHObE8MuVReR27r97eozT2pfCSdnb1mKD7WkFYwrwsunx1lSvAijDDM0yONNsyFOLM9MeRO8zo3Uncad3Ee+uvJ5mRDJ1/l4AbhAXysIa1IXhdfQTvKlOA5GGGYp0cacJ5zcWabO+QrbT3P6+Bt/c659nq/hk+0srPXjMDHGtKu53WNRbSXTInfghGG+bCRTuLMNnfIn9q7mNf3/3Sq5vXB28l7kg929poR+FhD2sW8rrSI9pIp81ipMYrrIgzzxEjlddUhfwa7Pr16MLubfODP5WmpvN6yfry8Zig+1pB2Oq+rrqO9ZIoErDFSs6095P3Bfs3u+/P6dJuey+usZ83v2Y/y428beuFjDWnn8rr2UvqMTIkgwjCzRtrReOPM9p7P7bwUC4/y2+teOb4df8CVvH7PejrzPULHfNxhU25h37CadpEpwePvI8Iws8qvownHmW3ukIMPduG2vD79rK2qPt7r0CmfbNh0PK9vW03jZ0ovgRJhmFnl19GQ48w2d8jBBzuXFabr6zGSFk/Zf+KV4+rOl/AMPtaw6WBe37mgRs6Uz6J72zQuijDMrPLrqALjzDZ3yMEHO5GkEJxdFDYdyeub19SwmdJLl0wiDDOr/DqadpzZ5k44+GAn8hqCs4vCpv28brKmTkKVSi9RMhcnAeV1nAkHH+yHtob47KWwaSevW6+wf6T2ndm9LpUuimQtTgLK6zgTDj7YH9oaOmFHhU1bed16hd1Tu7kXpRI/R7bESUB5HWfC8Qfb+qAIHGJfhU3rvG69vJ5UsLmnUvlspPWf7Lw4CSiv40w4/mBbHxSBQ+yrDGQqy8WdydvvVV63XlsLO3d5yadUglfIEXESUF7HmXDkwWpr6IjdlVEkM/o1+x/2rleveV63Xlvvs9/cvZ+0nsRJQHkdZ8JhB6utoS/2WIaQTOfk74vHDBXWO+ap3fq9lBEnAXPzOv6PIM5sn5HX2hq6Y6dlCF/zOrmAxVxrKSJOAmbldRefyTizlddAE3ZahrCV1+/tU9fv7f8hcOvVlgLiJGDv8bcWZ7YPmLC2hh7ZbxnCTl7Pv9xZyXT2w8RJwIPx19HnLc5se89rbQ2dsusyhP283r8Ce3+zmrtTcRLwSPz19bmKM9uu81pbQ7/svQyhUl5vvZbmji9OAn6Nv+4+P3FmK6+BJuy9jGLd04vbpfJ669U1dyhxEnA//nr8nMSZbRd5nTw4aGvomh2YgSTXra3svvP9aO77xUnAnfjr9PMQZ7Zd5PWatobe2YchFs19jzgJuBV//f7c48y2x7zW1vAAdmPogOYuLk4CJuOv659vnNnKa6AJuzH0SnNfMR9atPjr/efYfKT95rW2hmewJ8OjxGzuCO9hR3JotzXiIv6Cz+oIeX16bq2PH0AZdmZ4vubN3Wky3pPd8/jrdFAL8vr03FofKoAy7MwwqDub+xnVOCnb3FP8PWZK8vrc0FofEoBi7M/Ab5Wa+zHhuOP0qe5P/D1pRPL6xMRa7/pASXZp4Ivrzf2kdsz1NbtL/R0mjk7zWlsDpdirgTOymvth+VhE2X8+EEqPed3wpyCv4Xns1dCBrAW44Wq91dzPK0h2yOusWbXaW4F67NgQztblBAsnHhznj9MkZbhHd3mtrYGy7NvQgectw5r7wfrKa20NFGf3hqBinoquSnM/Q0d53fAD9uAdGbB7Q1Dz1Xfr9vzOp7a45u6OvD4yotY7FlCRPRyCyirmrdX6qau45o6sl7yO3NYnHnNiZ08eWJ73V3S4n90Ggnplnr3+upHH09xBdJHXkdv6fVdeX3wDwBb7DwSVe/b6+IOHornvFz+vG34GSuX1+gE7T9k6ICSPFY4hcJ3dBqLLXeQsh19p7qqC53X8tn4fzuvtv1Zv/vOurW/N8zrrnQBrdhsIbVpE39/OTn29zT7NXcpihvJ6GkvWp/HrZ/X0dpIl/XL2Gsqx20BQ84VtsfKtH3n8S7II7uu2Tq82yesu2jr5wZt/633hZPNiU+uXcACB6+w2EM66oddfbq2FB+/htGQpNim2ebq1fQPn3JbdU143HNSJvD74gIM1vM70nS1vlT1wkN0GOnBwhbMcttK2uTvN6y3Fs/uT1x219Tv/JHTBJx7sdWCH3Qagitua+2F5veV0drfN63N5Wiqvk9vZr2p5DdfZbQDuU6O5B8nrLV+zu95fbI68t9Ofk+MP2Crjre2sn7u4ZyHzvQPyGqC1i809eF5vKfgXmCvv4fRH4vgDdvJ6fWcywWU0lGV3AgZ1pCcaNsfx5pbXMV358GTl9ddnbZ2K3qrq/V4HvrLnAENI1urOPwff+tZWqbT9U7QuSZayPh65H853zv9W5sRnbOdL4Ai7DcCm1+o03vpGc4I7oDgfD+B+9n+ATdM5wsU970h5naS5Gwr+2QBqcwgABnL8n7xvPWYd3B3R3Dfo9LMBFOQoAAxkK32O3991Xidp7oKe9MEATnMgAAaSldfJ09vrG4+kuc959qcCOMiBABjI1lUfybPUr91LrgcMKc29b8CPBJDkWAAMaieG1leAyOstmvvD5wGYOBwAA0kW89vFIaWN1tw+DMCcIwIwikUD7X/53j57nbyYhK8e3Nw+D8CcIwIwhP16Tt6zf3EIRTyguX0kgAUHBWA4B89A718cQj2Rm3vxTnwegDXHBQA6EKS55y+qrYEkhwYAenV/c8tr4CuHBgAepWpzT5vS1sAWRwcAnq9Uc3+epa2BHQ4QABSWrM/5vyG69bCbs/VEc6//FAALjhEAlLFO1fe3/07L68//oPhiO/e87fVb2mlueQ185RgBQDGv1X/B8GCMNj+TvZbs7ObvCojPYQKAYo7n9fpCkYMnvAGCc/ACoIz9i0PW0bx1e+segC44eAFQWLKb93PZZRjAYzh4AVDYibw+8gCALjiWAVDG1sUh03eTT9l5uuAGeuTIBUBJizI+mNdf4xugF45cABQzP2P99ez11+tG5DXQI0cuAMrYP2O9/98GSXa5vAZ65MgFQGFH8jr55f5jALrgyAVAYUcupP56YltbA51y8AIAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI68BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFCMvAYAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxfw/FkB3pjVgbCcAAAAASUVORK5CYII=)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
105.7% |
114.8% |
77.9% |
上位4頭 |
99.2% |
103.7% |
76.1% |
上位5頭 |
114.2% |
93.6% |
79.0% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
新潟 |
上位3頭 |
215.1% |
220.6% |
30.8% |
上位4頭 |
135.3% |
145.7% |
49.4% |
上位5頭 |
130.0% |
116.6% |
56.0% |
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