![](data:image/png;base64,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)
単勝払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位1頭 |
91.4% |
42.6% |
109.6% |
上位2頭 |
128.9% |
97.2% |
70.6% |
上位3頭 |
103.5% |
144.2% |
56.7% |
上位4頭 |
90.8% |
118.0% |
72.9% |
上位5頭 |
72.6% |
94.4% |
169.9% |
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAJbCAIAAACzQPoxAAAgAElEQVR4nO3d65HjuLagUdkxBowD14524zrQDpQbx5rTBoxPmh/KZrH4gEASIDaItSIjQ6mkHrlTJL5iq7pebwAAoJBX6ycAAADPIa8BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFCMvAYAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUIy8Brrxem0csjav3Nxssr7h3uWy9u653iMmlH3QJj8CQEwOiEA3Lub1evuvqV3Wubx+nXL6yRy91eYMAUbmaAh0Y7PtMhMzM69PnAvPz8omZ6/Lpvnmd4U1wJxjItCBvQQ8kbYXA3F69EWm59xDk7wu+IhHb3Wl4wH65egG9GcduDk3Waf50fJ7bZ35TlyTeKCcG369k8xn/tr/k8ChZ3J0XIdc+QEBQnGcAjqzLsJDibn+buJb6cf9uk3OdzN78eJmm0l9tK0vPrci5DUQn+MU0JmvUVgjr48+SuadfL1Jwc0S57C/3v+V75Ylr4H4HKeAnmxm7omz10ffhJCZ14nr976V382ZMu8tZ7PMjfd+rlLP9tzTBmjFoQroxmvrNHNm+G7e9uuXR69MXP+elX3m9ic2y7mHzentxe65tj76lCptD9CEQxXQh8R55ZxzopvfPd3rXxs68QTy7yrzbg/dfD2o9M9++onVuK28BrrgUAV0YB6C5wp1UdJ7nT19eeIEeWLjzGd+rtr3bpLe5mKvn9i47WMB3MbRCujG5snm9Zf5t908813p7HXm/aSrd+8Jp5//0eeZz6lrgDVHK6Abe2dhc/pyL83XV9Y4x5x5z4l7KHKyucgNS92DU9fAUzlgAd3Yi9Gc/O0lr09c+fVBj0rcW/r55NPWwIM5ZgHdSGRuup7TG1yv86/fyn+gr09gfeW5+rzzfR1Xbq6tge44bAHdyDlN+/W2p09OJ+4/86Tv1wfaO4V84oz70Sdzww2P3jz/VDpAKI5cQDdy6nazyRIl+rW208/nUAJuPvRmUqef5N7PWPus8MXezf9DiLAGuub4BXRjEaCJDtus1cX2623qVd38zl9/2tt+73L6Geb/CEdb/PRk5DIwGsc7AAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI68BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFCMvAYAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI68BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFCMvAYAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI6+Bzvz6pvUTBGBo8hrow1TP//zzz+fznq/9LcoBqEdeA6HNq3oe0Im8PudclOtyABbkNRDRZlVXzevTRDkAc/IaCCRd1fOivSOcaxLlAE8lr4H2Mqt63qYVyzewc1GuywHuJK+BZo5W9bwyy6fro4lygNvIa+Bup6t6HovFwpN9TpYDnCCvgZtcr+p59l2/E+oR5cDI5DVQV8GqntdbwXsjCFEOPIO8BqqoUdXzDqtxt/ToXJTrcqAeeQ2UVLWq50VV9f4ZgSgHKpHXQAH3VPU8jO55IFhwshz4Sl4Dl9xZ1fPEufkR4SJRDuOQ18AZN5+uXpdKk8eFm4ly6JG8Bg5oW9Xz5mj7BCCyc1Guy6EUeQ18F6SqJ3GeCTyJKIci5DWwK1pVTwI+JRiW+IYFeQ0sha3qSeTnBkzkNWOS18CP+FU96eJJAvKaMclrGF1HVT3p69nCsOQ1Y5LXMKgeq3rS6dOG0chrxiSvYSxdV/Wk9+cPg5DXjElewxCeUdWTx/wg8GzymjHJa3iyh1X15Hk/ETySvGZM8hoe6KlVPXnwjwZPIq8Zk7yG53h8VU9G+BnhAeQ1Y5LX0L1xqnoy1A8L/ZLXjEleQ68GrOrJmD81dEdeMyZ5DZ0Zuaong//40At5zZjkNfRBVc+ZA3RBXjMmeQ2hqepNBgJdkNeMSV5DRKo6zWQgPm3NsOQ1BKKqMxkRxCevGZa8hvZU9VFmBfHJa4Ylr6EZVX2aoUF88pphyWu4m6q+zvQgPnnNsOQ13ERVF2SMEJ+8ZljyGqpT1cWZJ8QnrxmWvIZanK6uymAhOHnNsOQ1FKaq72HCEJy8ZljyGspQ1TczaghOXjMseQ2XqOpWzByCk9cMS17DGaq6OcOH4OQ1w5LXcICqjsNvAYKT1wxLXsN3qjogvw4ITl4zLHkNu1R1ZH4vEJy8ZljymnBer+2X5etfOdfPv9y7wz2qugt+QRCcvGZY8ppYNgP6vZ/Lm5c/F+afc6jqvvhNQXDymmHJawJJnJ/e/HJvy0N5rao75VcGwclrhiWvCadgXifaWlX3zu8OgpPXDEteE076fHP6TdWb7w9Z+PXr12tL65WIY+Q1BCevGZa8JpxEXif+/mJig/WVrRcdCpDXEJy8ZljymnAS/+eQQ9fsvQNbXvfu818b/FcICE5eMyx5TThf/88hiSvl9bPNA3rv7PVmcyfc9dxhOPKaYclrwsk5S735rc3L8voBNlO41JtD5DhUIq8ZlrwmnM28Xtj87t6drL/VetEhV6JoW733+miOe70xLHnNsOQ1w5E7Xfgaph391UY5zpjkNcOS1wxHvkSWn5gd5fVRTpDzDPKaYclrhqNFYjqaiQ/O6xPkOAHJa4YlrxmOtgjldPDJ6yvkODeQ1wxLXjMcrRDExW6T13c6muP2MrQ1I5PXDMfC31ap/JLXwcnxwclrRiavGY6FvJWyFSWvH0aOP4y8ZmTymhE9dW2O2SKVnoO8HtzRHH/qXh+WvGZk8poRPWOhnf8Un3r4++///v33f6cL84/TFbJ4lKPPsN6o5TVHyfE7yWtGJq8Z0QMWzkUHLDJ6M683L2/e8HqC3FAn8pra5PgV8pqRyWtG1PtCuK7qRRYn2nozr9M3nH/OPy9eewjymmiO5njvB6I0ec3I5DUj6ndVm0dwoneP5nX6hpvlnUjtv/76Ja8hx4NzXF4zMnnNiPpapf7ZOV2dX8mZ39381it56npxAvuvv359PuQ11HA0xxse6+Q1I5PXjKiXvN6s6it5fbG8132/qGp5DdG0ynF5zcjkNSOKn9eJqj6d1xfvcPF5s6rlNfSuVI7La0YmrxlR5LzeW8MuZvTXts7J60kirOU1DGXvkCWvGZm8ZkTB8/o//3mvPw6dTzrR1okun1d1TlvLa0BeMzJ5zYh6zOvN4L4e4vOk3uzy159/YTGnreU1IK8ZmbxmRM/I61IfifLOjGl5DSzIa0YmrxmRvM5p7tNtLa8Bec3I5DUjktfyGqhKXjMyec2I5LW8BqqS14xMXjMieS2vgarkNSOT14xIXstroCp5zcjkNSOS1/IaqEpeMzJ5zYjktbwGqpLXjExeMyJ5La+BquQ1I5PXjEhey2ugKnnNyOQ1I5LX8hqoSl4zMnnNiOS1vAaqkteMTF4zInktr4Gq5DUjk9eMSF7La6Aqec3I5DUjktfyGqhKXjMyec2gwha2vM50NK9fGao8URiPtmZw8ppBRW6pCIX9jLyep/N///uf6SPn+qNq/7zQEXnN4OQ1g4rcQ/I6x9e8XgT0+sLml+uPxQ3nn/PTvPY0IBR5zeDkNYMKWzyfGpPXX6XzevPM9Im8nn83ndd7N5fXDEheMzh5zaCiFc+8w56X1zVO6+7l9RTW9fI6p60/m/369b+/fv1vtBcb1CavGZy8ZlBximddmQ/I609hT/7+v38tPqbrE+WdaPHX67XO63X4zm+bc306rzNPXc/DWl4zJnnN4OQ1g2pePOtknH+reV4XOYE9BXQir/c+FhscqvD0Weq967+29dfIXoe1vGZM8prByWsG1bB49qp6vkHzti6S1/M4XqTzXnbvbTC/Jt3liRYvktevnXdgb4a1vGZM8prByWsGdX/xTJGXs2Xztg6b11/bet3Zf/2f/6ma13snreU1w5LXDE5eM6g7iyezqufbN2/rgnm9aOL59Ym2PhHlm2H9+dg7k/31HSB7V2aGtbxmTPKawclrBnVD8eSfrl7fsHlbF8nrKaw3i3kzlDM3SJ/5nof1lNfv9/+bPta1nbCX1zlhLa8Zk7xmcPKaQVUtnnNVPb9587YuePZ6kdcLX982vdfWe7ddhPVmXh/62GzuzLCW14xJXjM4ec2gKhXPxbCe7qR5W1fK670T1el3iXzN60RYX8/rzeCW15AgrxmcvGZQZYtnOqlZ6t6at3XBvN7L6KN5vbjD6XM6rOU13E9eMzh5zaAKpnDxeHpMXm/6Ws85G0z39jWs5TXcT14zOHnNoC4WT9nT1es7b97WRfL6P//zv+uPvexOhHj+e6zlNUQgrxmcvGZQp4unXlXPH6J5W9fL6/yPvew+FNbyGu4nrxmcvGZQR4un6unq9WM1b+sIeb3X3PIagpPXDE5eM6j84rmtqueP2Lyt5XXZvL7zj2fQnLxmcPKaQX0NnYY9JK+fl9fr11Xa/a86KEheMzh5TVCv1/aLc+qPnOvnX66/tbcwNO8bef3gvM5/DQhx+iWvGZy8JqLNgH7v5/Lm5c+F+efFXa2XhCC9Iq/l9aFXiwonGnnN4OQ14UxBsL5+85r09Tl5HS1B5LW8rvGiUuHcRl4zOHlNUAXzer3B+9+8jpkU8lpet5JZ4R39RDQhrxmcvCao63md2OA9O0ceMBrktbzefFWEeq2qcBLkNYOT1wRVJK8Tm0Ve+OV1tLxeV+Odef15xL1/vTJ42mZWeJBnSynymsHJa4IqldevP98ostis9Rq0TV7HyeuftP37v4uPnF68ntc/j77zj8N//eiraPMi/NX6aebq/flfJK8ZnLwmqJe8bv3xGjuvF1WUbutz/Z1+Bb5er3kiJ+r5a14vruy0vz+uD/bmZ/jf//5n/pH5/Bc/xd7lsOQ1g5PXBPW6/D/mm19+yWt5ffyM9WvWza+tht771muV4/MLi89frbN4Xcmbbb2+/Po32fdu9fX8d+udI1dmvxb/iT73uejpzcJeXLneOP9HCPh7kdcMTl4T1KvyPyvzltfy+ttbQV47lXz0ytd+Xud8bOZUIqYTX74O5vW6s1vvHOUV7NfX67Xu6c0vX1t5vXnl4iaJbU4/7RrkNYOT14wrbCvI6/vzehHWtfM6v633OvtiXue39WfjaYxh95rachI80dP5eb24t8X1m22dqO0ms9LWIK8ZV9hQkNd35nUidl9/nsnOz+tlCq+2P5rXP43772C/5vXX1M7J63lYz/M63/R6nr+2W+xSda2rdz6EzdTeDOXNqv4a5Zv30/Z/uC6vQV4zrrArvby+J68TYb2u5M0mTrR1erP8yJ6H9Ym8Tl+f+O7mnA/V4aF3D7fe587bbOuvSb03wPR7RXIi+1Xif1lzkbwGec24wi7q8rp2XueEdc6J6nN5PW/rxNNYh/XRvM5p6827Sowx0YLrvF4UYaILe2zuzZ83ndcLh/L66yQ/9xnhnwuV1yCvGVfY9Vte18vrQ2GdruSqeZ0YfmZe77V1Iq9/gj45xkPnX+c5mGjrvdRuvSOmpP+okJ7JubPX6bx+bf1TR63+0CKvQV4zrrDrt7yulNebtZGZ1/ltnc7r6fJeXv80bnKwi8I+0dbryM4Z7Im8zjl1vZmJYXfPf/b/muPFvF5cv3l5c5ibbb03w70nv3BlPvIa5DXjCrt+v+R1tbze/DFz5LxXZFHPm7d97Sf7Z+P8wWY+85/nsFXe03fzx3iuGnMi+/NMmr+xIcdr52/KHvqNJKr66wZ7Q8vJ6/yfMdP6tvIa5DXjCrt+v+T1jXmdOYqvMt9wsne2O3/a5wa797SPjvHKSdnX/hsb1o0Ydvf8Zz+vr/yzoAlfz/TXyOtD01iQ1yCvGVfw9Vtex8nregn+07iNBhshr/caMfjueT2vr4d4uq391UZoSF4zruDrt7zuK6/PJXjbwZ7O63RG7125yOt0IwbfPe/M673mltcQlrxmXMHXb3n9vLwuMuG2ef2R87bg9AZf6zD47imvE+Q1yGvGFXz97jT+5PWz8/r6m4bTJ62bp2EOeZ0mr0FeM67g63en8SevH5/XhxJw7WsUymt5Db2T14wr+PrdafzJa3l9MQrltbyG3slrxhV8/e40/uS1vJbX8rr10R0ak9eMK/j63Wn8yWt5La/ldeujOzQmrxlX8PW70/iT1/JaXsvr1kd3aExeM67g63en8Sev5bW8ltetj+7QmLxmXMHX7+bxd7Gw5bW8ltcN87rhAOU1yGvGFXz9bh5/MfP6XGHLa3ldkLxOk9cgrxlX8PW7efw9Ka//+vdfHGw+Unktr+U1PJ68Zmhhl/AgISivA45XXjcnr9PkNchrhhZ2CQ8SgvI64HjldXPyOk1eg7xmaGGX8CAhKK8DjldeNyev0+Q1yGuGFnYJDxKC8jrgeOV1c/I6TV6DvGZoYZfwICEorwOOV143J6/T5DXIa4YWdgkPEoLyOuB45XVz8jpNXoO8Zmhhl/AgISivA45XXjcnr9PkNchrhhZ2CQ8SgvI64HjldVtdtLW8hrbkNUOLvIQ3j7+LeV2vsOW1vG5IXqdpa3jLawYXeQlvHn/yOuZ45XVb8jpNXsNbXjO4yEt48/iT1zHHK6/bktdp8hre8prBBVzCX/9qHn/yOuZ45XVb8jpNXsNbXjO4UEv4p/+my83jT17HHK+8bktep8lreMtrBhdkCZ+H9XRN8/iT1zHHK6/bktdp8hre8prBNV/C12E9Xd88/uR1zPHK67bkdZq8hre8ZnANl/C9sJ6+2zz+5HXM8crrtuR1mryGt7xmcE1WoHRYT9s0jz95HXO88roteZ0mr+EtrxnczStQTlhPWzaPP3kdc7zyui15nSav4S2vGdxtK1B+WE/bN48/eR1zvPK6LXmdJq/hLa8Z3A0r0NGwnm7VPP7kdczxyuu25HWavIa3vGZwVVegc2E93bZ5/MnrmOOV123J6zR5DW95zeAqrUBXwnq6h+bx97y8/nRJ86nKa3ktr+HZ5DVDK74CXQ/r6X6ax5+8jjleed2WvE6T1/CW1wyu4ApUKqznd9hp/8lreS2v5TWMTF4ztFJnmmusZBFCUF4HHK+8bktep8lreMtrBnf9HdL11rAIISivA45XXrclr9PkNbzlNZxbhKqG9fQQnfafvJbX8lpew8jkNaM7ugjdENbTA3Xaf/JaXstreQ0jk9eMLn8Rui2sp4frtP/ktbwuktdf3bYzLnZMeZ0gr+EtryFnEWqylkcIQXkdcLzj5HXOPnJ/f8vrNHkNb3kN6UWo7UmyTvtPXsvre/I6ZyfKdOg+5XWCvIa3vKZT83Vx71uLKzcvv/fzumFYT0+g0/6T1/I6SF7v7Vl//9+/Fh/5CS6v0+Q1vOU1PcpM5+ny58L88+Lmi+WheVhPT6PT/pPX8jpmXn927XVbZ3587W95/Y+8hvf7La/p0V5eb6bz5ufFNovVt8matBYhBOV1wPHK69M71F4lbwb018heXJl5ClxewwjkNf05ndfrDd7/5nWosP6IEILyOuB45fW5vSmRy4sLm1+ur1zccP750ClweQ3PI6/p0p+L0+8r15vNL+zl9aYmK9NchBCU1wHHO0JeF9wBP7vz17bOyeu9+zmU1+vUrjHGhkcweQ1veU2Pjp69Xny5vrLVOpQWIQTldcDxyutDO9HXwM3/1uvPd4BsXn+orU+PVF5DcPKa/pzL69efbxSZX99qHUqLEILyOuB45XX+HpTTuHtv3tg72Zw4852Z15/7uTLSnLxOuz7eTdoaPuQ1/ZHXwftPXsvrE11Ytv/OtXXO2euc09tfT1pfHOn1s9df+/vcr0Bew4e8pj97eZ1zWV7fWdjyWl7ndOEn5v7++7/zj9Pl93NveWeRC+b1K+Md2OuBt8rrzEPQ0QSX1/Ahr+nS/Pi+963FlZuX3/JaXvc224fl9Tqscz7SzZfT1pm5XDCvN6cdOa8zD1Nz8ho+5DWjk9fyuq/ZPimvz7X1lfi+8t6Pv7feb724vJfXe6PuPa8X5DV8yGtGJ6/ldV+zfUZe/8TuVhDvtfLXmF5cuXc5U6Kqv26w+FZizvIaHkleMzp5La/7mu0D8jqRwuky3mzr9eXPhfnni6e9M99tkvmGEHkNjyevGZ28ltd9zbb3vF737l5e52+5uOZ0Xi86ez6or060tbyGp5LXjE5ey+u+ZttvXu+Vbr28PtHWn1udmPM6uCuN9Gtby2toTl4zOnktr/uabY95/bV0/zgN/K2eczY4d+p6/hu5OGd5DSOT14xOXsvrvmbbXV5/bdziZ683T2Yfamt5fY68hg95zejktbzua7Z95XVO2lbK68UbRQ61tbw+R17Dh7xmdPJaXvc1217y+usbQoLk9ed5Fp+zvIaRyWtGJ6/ldV+z7SKvXysn8jpxOX/jdF4nfgXy+gR5DR/ymtHJa3nd12x7yev1D5tp8+xyOsG/bnC0reX1OfIaPuQ1BC3sICEor6PNttO8/jqK/OAu8vF1+PL6BHkNH/Ia5LW87mm2j8zrO+P7c6vac5bXMDJ5DfJaXvc02wHzumB8589cXp8gr+FDXoO8ltc9zVZeHx3y3G1zzpntibaW19AFeQ3yunwCyut6s5XX9wxcXp8gr+FDXoO8Lp+A8rrebOX1PQOX1yfIa/iQ1yCvyyegvK43W3l9z8Dl9QnyGj7kNcjr8gkor+vNVl7fM3B5fYK8hg95DUHz+p8YhS2vo81WXt8zcHl9gryGD3kN8rp8AsrrerOV1/cMXF6fIK/hQ16DvC6fgFUL+zF5fW688vqeacvrE+Q1fMhrkNeF+09eVx2vvL5n2vL6BHkNH/Ia5HXh/qud1+cKW17La3ldm7yGD3kN8rpw/8nrquOV1/dMW16fIK/hQ16DvC7cf/K66njl9T3TltdHaWuYyGuQ14X7T15XHa+8vmfa8vooeQ0TeQ0R8/r1r76KRF7fMF55fc+05fVR8hom8hpi5fWnqqfLfRWJvL5hvPL6nmnL66PkNUzkNQTK68UzidAo8jraeOX1PdOW10fJa5jIawiR1/OT1vMr+yoSeX3DeOX1PdOW10fJa5jIa2ic15thPX2rryKR1zeMV17fM+0rc84crLyGp5LX0CyvE2E9bdBXkcjrG8Yrr2+Y9g2nruvldasDmryGibyGBnn9NaynzToqEnl9z3jl9Q3TltcnyGuYyGu4O6/zHy5Co8jraOOV1zdMW16fIK9hIq/hvrzOPGk9376jIpHX94xXXt8wbXl9gryGibyG97t+YR8N6+lWHRWJvL5nvPL6hmnL6xPkNUzkNbzfNfP6XFhPt+2oSOT1PeOV1zdMW16fIK9hIq/h/a6T11fCerqHjopEXt8zXnl9w7Tl9QnyGibyGt7vCnld5A6DNMqVwpbXxWcrr2+Ytrw+QV7DRF7D+100r6+ftJ7fVfMiOZeA8rrebOX1DdOW1yfIa5jIa3i/C+V1wbCe7rB5kZxLQHldb7by+oZpy+sT5DVM5DW835fzunhYT3fbvEjOJaC8rjdbeX3DtOX1CfIaJvIa3u8LeV0prKc7b14k5xJQXtebrby+Ydph8/prW8triEBew/t9Nq9rL2NBGuUZef2pmSAjvTJbeX3DtOX1CfIaJvIa3u/jeV31pPX8UZoXybkElNf1Ziuvb5i2vD5BXsNEXsP7fSSv7wnr6bGaF8m5BJTX9WYrr2+Ytrw+QV7DRF7D+52X13eG9fSIzYvkXALK63qzldc3TFtenyCvYSKv4f3+ltf3h/X0uM2L5FwCyut6s5XXN0y797ye3Hm8ktcwkdfwfifzutWpoH/ktbyW142m3Xtez48hCWWPV/IaJvKavk3rRM718y/X39qs24Zt/Y+8ltfyutG0H5PXX48wBftbXsNEXtOxvVzevPy5MP+8uKv1qnNoaakhSKPI61Czldc3THuQvM45BOXHt7yGibymV+tE3rt+HdaJvA4S1h9BGkVeh5qtvL5h2vI68wA1J69hIq/p1RTKH4vrN7ectt+8t1Bh/RGkUZ6U19HKT17HnLa8PkFew0Re06u9qt7L6/f+qev3LK/T//XzZkEaRV6Hmq28vmHa8voobQ1z8ppeLSo5J6/nX66vvH9B+ipIo8jrULOV1zeM+oa8PtHW8hp6Ia/p1bm8XrxRZH79/QtSjgiZIq9DzVZe3zBqeX2UvIY5eU2v5HXMLpHXtWcrr28Ytbw+Sl7DnLymY+tuzrwsr2snoLyuN1t5fcOo5fVR8hrm5DV9e/0r5/q97H7L69IJKK/rzVZe3zBqeX2UvIY5eQ3vt7wunYDyut5s5fUNo5bXR8lrmJPX8H7L69IJKK/rzbZVXh/KwVBDPjFqeX2UvIY5eQ0/YhZ2hEyR16FmK69vGLW8Pkpew5y8hh/yumACyut6s5XXN4xaXh8lr2FOXsMPeV0wAeV1vdnK6xtGLa+PktcwJ6/hh7wumIDyut5s5fUNo5bXR8lrmJPX8ENeF0xAeV1vtvL6hlHL66PkNczJa/ghrwsmoLyuN1t5fcOo5fVR8hrm5DX8kNcFE1Be15utvL5h1PL6KHkNc/Iafsjrggkor+vNVl7fMOp+87rVcUxew5y8hh/yumACyut6s5XXN4xaXh8lr2FOXsMPeV0wAeV1vdnK6xtGLa+PktcwJ6/hh7wumIDyut5s5fUNo5bXR8lrmJPX8ENeF0xAeV1vttLSDncAABoSSURBVPL6hlHL66PkNczJa/ghrwsmoLyuN1t5fcOo5fVR8hrm5DX8kNcFE7B2YctreV111PL6KHkNc/Iafsjrggkor+vNVl7fMGp5fZS8hjl5DT/kdcEElNf1Ziuvbxi1vD5KXsOcvIYf8rpgAsrrerOV1zeMWl4fJa9hTl7DD3ldMAHldb3ZyusbRi2vj5LXMCev4Ye8LpiA8rrebOX1DaOW10fJa5iT1/BDXpetQHldabDy+oZRx8zrr20tryEIeQ0/5HXZCpTX9QZbaqTyWl6XIq9hTl7Dj4B5/Xq9gmSKvA41WHlde9Ty+ih5DXPyGn6EyutPWP/j7LW8ltctRn1lwplTfVJea2tYkNfwI05ez59JkEyR16EGK69rj1peHyKvYUFew48IeT2dtJ5f07xLTlegvK40WHlde9Ty+hB5DQvyGn5rW9ibjx4kU+R1qMHK69qjlteHyGtYkNfwW6u8Xp+0nn+reZecrkB5XWmw8rr2qOX1IfIaFuQ1/Hb/ypQI62mD5l1yugLr5fW5wpbX8lpe1yCvYUFew283r0w5DxckU+R1qMHK69qjlteHyGtYkNfw220r09eT1vMtm3fJ6QqU15UGK69rj1peHyKvYUFew2/3rExHHyVCqcjrUIOV11VHfXG88hqQ1/Bb7ZUp/6T14lYdpYm8vmGw8rrqqOX1UfIaFuQ1/FZvZToX1tNtO0oTeX3DYOV11VHL66PkNSzIa/it0sp08W4jlIq8DjVYeV111PL6KHkNC/Iafiu+Ml05aT2/k47SRF7fMFh5XXXUN+T1ibaW19AReQ2/FVyZioT1dFcdpYm8vmGw8rrqqOX1UfIaFuQ1/FYwiIvcz3RvHaWJvL5hsPK66qjl9VHyGhbkNfxW5I0cNd5h0lGayOsbBiuvq45aXh8lr2FBXsNv1/8OYpnFanW3HaWJvL5hsPK66qjl9VHyGhbkNfx2emWqcdJ6fucdpYm8vmGw8rrqqHvP67VKh6aJvIYFeQ2/nViHbli9IpSKvA41WHldddS95/XeYapeectrWJDX8NvRxeae/w4boVTkdajByuuqo35eXqcPL9fLW17DgryG3/JXlHv+k+v0WB2liby+YbDyuuqoh8rr9JEnM77lNSzIa/gtc2W6Laynh+soTeT1DYOV11VHLa8zj0sTeQ0L8hp++7oy3XnSev6gHaWJvL5hsPK66qjl9VHyGhbkNfyWWJmahPX00B2liby+YbDyuuqo+83rVscoeQ0L8hp+21ucWi1a06N3lCby+obByuuqo5bXR8lrWJDXPMTn7PLmlYvr51+uv7VYNhqetJ4/h47SRF7fMFh5XXXU8vooeQ0L8pqHyMzoz4X558VNFl3bZK1aiFAq8jrUYOV11VHL66PkNSzIa55gncub6bz5ebHNVLRB2vofeS2v5fW9o5bXR8lrWJDXPMGJvF5v8J69maTJErUnQqnI61CDlddVRy2vj5LXsCCv6d7ijR/ry5ubpfN6ocmKNYlQKvI61GDlddVRy+tDtDWsyWv6tpfUibyef5l4f0gcEUpFXocarLyuOmp5fYi8hjV5Td/WZ5qn69dbLi5vFra8LliB8rrSYOV11VHL60PkNazJa54j/+y1vL6nAuV1pcHK66qjlteHyGtYk9c8x+bbPxKX5XXtCpTXlQYrr6uOWl4fIq9hTV7zHJtnrOfvGFlvtnmT+9entAilIq9DDVZeVx21vD5EXsOavIY/yOuCFSivKw1WXlcdtbw+RF7DmryGP8jrghUorysNVl5XHXXMvP7a1vIa4pDX8Ad5XbAC5XWlwcrrqqOW14fIa1iT1/AHeV02BOV1janK66qjlteHyGtYk9fwB3ldNgTldY2pyuuqo5bXh8hrWJPX8Ad5XTYE5XWNqcrrqqOW14fIa1iT1/AHeV02BOV1janK66qjlteHyGtYk9fwB3ldNgTldY2pyuuqo5bXh8hrWJPX8Ad5XTYEA+Z1qPiT1wFHLa8PkdewJq/hD/K6bAjK6xpTlddVRy2vD5HXsCav4Q8B8/qfGIV9Oq8rFba8lteVRi2vD5HXsCav4Q/yumwIhsrrv+K9/VpeBxy1vD5EXsOavIY/yOuyISiva0w1eF7HGe+5UcvrQ+Q1rMlr+IO8LhuC8rrGVOV11VHL60PkNazJa/iDvC4bgvK6xlTlddVRy+tD5DWsyWv4g7wuG4LyusZU5XXVUcvrQ+Q1rMlr+IO8LhuC8rrGVOV11VHL60PkNazJa/iDvC4bgvK6xlTlddU5Xxlv5kjlNTybvIY/yOuyISiva0xVXleds7w+RF7DmryGPwTM69frFaFX5HWcqcrrqnOundcn2lpeQ1/kNSzFKexPWP/j7LW8ltc3zlleHyKvYU1ew1KQvJ4/jQi9Iq/jTFVeV52zvD5EXsOavIalCHm9eA4RekVex5mqvK46Z3l9iLyGNXkNS23zenpDyOLKvgJFXledqryuOmd5nU9bwyZ5DUsN83rvoSP0iryOM1V5XXXO8jqfvIZN8hqWmuT15knr+Xf7ChR5XXWq8rrqnOV1PnkNm+Q1LN2/RH19xAi9Iq/jTFVeV51zp3ntjdcQh7yGpTtXqfRJ6/lmfQWKvK46VXlddc7yOp+8hk3yGpZuW6XyHyhCr8jrOFOV11XnLK/zyWvYJK9h6YZVKvOk9Xz7vgJFXledqryuOmd5nU9ewyZ5DUu1V6kT9x+hVx6T1x/N53llqvK66pzldT55DZvkNSzVW6WOnrSe37CvQImc179+/YowzytTlddV5yyv88lr2CSvYanSKnXlbiP0iryOM1V5XW/OF2crr4G3vIa14qvU6ZPW83voKFDkde2pyut6c+46r3/tKHMg2yKvYZO8hqWyeV3k3iL0iryOM1V5XW/Oj8zrhIuHJnkNm+Q1LBXM61J3FaFX5HWcqcrrenMeLa8vZre8hk3yGpZKnW8um+kdBco9eX2usOW1vJbXBctbXsMmeQ1L17O4xru3OwoUeV17qvK63pzl9Z7XjtYHbIjIjgFLV+K47Enr+d12FCjyuvZU5XW9OcvrQ8Hd+mgNQdk3YOl0H9cI6+meOwoUeV17qvK63pxj5vXXtpbXEIp9A5ZOVHKlk9bz++8oUOR17anK63pzltfaGq6ze8DS0VCuGtbTQ3QUKPK69lTldb05y2ttDdfZQ2ApP5drn7SeP1BHgSKva09VXtebs7zW1nCdnQSWMov5nrCeHqujQJHXtafaKq/3yGt5DczZSWDpazffdtJ6/ogdBYq8rj3VVnmd6K2F5oM9PWd5ra3hOvsJbEjU881hPT1o80A53YLyuvhIo+X1usCaD/b0nDvNa20NodhVYMNeQzdp63/ktbyW13fNuce81tYQjb0FNqwz+v43hKyfQEeNIq+rjlRe15tzd3l9T1v/ktdwhL2F55je95lz/fzLzZss0rZNU//5HDpqFHlddaTyut6c5fXe77TScRseyQ7DQ+zl8ublz4X55/W9TVEboa3/kdfyWl7fMue+8jpUW+dsljjNken1p80r/WGA5rwEeYK9Q/bmaenNz+vN/olx0noSIVnkdZCpyut6Q+4or0O19d6xNPNYXYSqJg6vRZ7gdF7vHY7jnLSeREgWeR1kqvK63pB7yet72vpX0bzeOyDvHYFzTlTvbZ/5nKESL0GeZn5gTRzN06euN8lreR1kqvK63pC7yOuAbb13OF1vsHeATR+6N7/12jmTIq9pzkuQR/l6kN3cYHOztjG9FiFZ5HWQqcrrekOOn9cx23rzQLr4buYdfr2f9eVEqUMTXoI8x9eYfm8dmjcLW16XCsFQeT11SYRhXpmqvK435OB5Hbat38nGXRxm0+dBpo03W3nzIdJ3CPfzEuQhNo+n8rp5CMbJ63mXRBjmlanK63pDltfTL7HIQXhzg695fTSXE2UPTXgJ8gSJg+m6pxeX5XXVEAyS14soiTDMK1OV1/WGfE9e/xmCuXkdua3Tx+HMo3HObROH8UN3CFV5CfIE6VMXe1duXp6uaZ3TSxGSpce8/vzqI/efvA415HvyejGuTYu8Dt7WmwfSxAan8/q9VdXymmi8BGGDvC4Vgm3zeq9IIgzzylTldb0h35/XiTHOZQ7/upvzevPsRs5tF9es/nACLXkJwgZ5XSoEG+Z1okgiDPPKVOV1vSHHyesmroRpqbxeX7mZ4DKayLw0YYO8LhWCrfI6XTARhnllqvK63pBr5/VT2/p96p+VSdxq71T0XlWnex1u5lUIG+R1qRBsktdfCybCMK9MVV7XG/KweX20Stfvx9i0uEn6hleO2Ikv4X5egrBBXpcKwfvzOidfIgzzylTldb0hy2vgOrsTbJDXpULw5rzObJcIw7wyVXldb8hj5rW2hrLsUbBBXpcKwXm1zBWvw8/d5sdE82Femaq8rjfkAfNaW0NxdirYIK9LheC8WhYr+vXgnlLmaLJEGOaVqcrrekMeLa+1NdRgv4IN8rpUCO7l9eYyf7S5PylzolciDPPKVOV1vSHLa+A6+xVskNelQjA/r/fW/kRzf748d7fNh3llqvfn9aE5hxrv0SEPldfaGiqxa8EGeV0qBC/m9V4TTE7fQ/NhXpnqzXl9dM6hxnt0yOPktbaGeuxdsEFelwrBGnl9XYRhXpnqnXnd+3tvjg55kLzW1lCVHQw2yOtSISiva0z1trx+wHtvjg75ymwr/XGlBnkNVdnBYFu0wo6QLPI6yFTvyetnvPfm6JBHyGttDbXZx2CbvC4SgvK6xlRvyOsrv69Q4z065MfntbaGG9jNYJu8LhKC8rrGVGvn9cVfVqjxHh3yk/L6taX1kRWGYE+DbaHyOkiyyOsgU62a19d/U6HGe3TIT8rrzV9N6yMrDMGeBtvi5HWcZJHXQaYqr+sN+cF5ra3hNnY22BYkr0Mli7wOMtV6eV3k1xRqvEeH/NS81tZwJ/sbbGue1+vVsaNGkddVp1opr0v9jkKN9+iQH5nX2hpuZpeDbW3zenOB7KhR5HXVqdbI64K/oFDjPTpkeQ1cZ5eDbQ3zem+B7KhR5HXVqb62XMnBsr+dUOM9OuTn5bW2hvvZ62Bbk7xOr5EdNYq8rjrVzWGeaO5PDhb/1YQa79EhPyyvtTU0YceDbffn9ddlsqNGCZ7Xv2LM8/RU84eZbu7Plw+e7YkhV81rp65hEHY82HZzXucskx01iryuOtWLw5yndplpru6/+VRPD7leXmtrGId9D7bdlteHFsteGkVeV51qtGEuxJntiSE/Jq+1NTRk94Nt9+T10fWyl0aJX4TNh3llqtGGuRBntieGXCmvtTUMxR4I227I6xNLZi+NEr8Imw/zylSjDXMhzmxPDLlGXntbCIzGHgjbqub16SWzl0aJX4TNh3llqtGGuRBntieGXDyvY7b1iW1OJPvrT5tX+pMAj+RlDdvq5fWVVbOjTAlehBGGeXqk0Ya5EGe2J4bce15n1uo9eX3xCUC/vL5hW6W8vrhwdpQpwYswwjBPjzTaMBfizPbEkMvmdcy2fmfU7XqDnJusi9zZa8bkZQ3biud1kbWzo0wJXoQRhnl6pNGGuRBntieGXDCv7/81Fc/rdQrvNfG0/d6jzPP60DOBHnlZw7ayeV1q7ewoU4IXYYRhnh5ptGEuxJntiSGXyuvIbf3+FrVHTyrnpLOz1wzFyxq2FczrgstnR5kSvAgjDPP0SKMNcyHObE8MudO8PhqpicZdnIf+erJ5s6E3HyXzDuEBvKxhW5G8Lr6CdpQpwXMwwjBPjzTgPOfizPbokK+09Tyvg7f1+8h7r9M1fKKVnb1mBF7WsO16XtdYRHvJlPgtGGGYDxvpJM5sjw75U3sX8/r+307VvM68vHnN5sbOXjMCL2vYdjGvKy2ivWTKPFZqjOK6CMM8MVJ5XXXIn8GuT69mZneTF/y5PC2V13vW28trhuJlDdtO53XVdbSXTJGANUZqtrWHnB7s1+y+P69Pt+m5vD50q/k16SjPf9rQCy9r2HYur2svpc/IlAgiDPPQSDsab5zZ3vO6nZdi4VF+e9wrx7f8Da7k9XvW0wefI3TMyx12HS3sG1bTLjIlePx9RBjmofLraMJxZnt0yMEHu3BbXp++1V5V5/c6dMorG3bl5/Vtq2n8TOklUCIM81D5dTTkOLM9OuTgg507FKbr92NsWtwkfcMrx9XEl/AMXtawKzOv71xQI2fKZ9G9bRoXRRjmofLrqALjzPbohIMPdiJJITi7KOzKyeub19SwpdJLl0wiDPNo/PUy7TizPTrh4IOdyGsIzi4Ku9J53WRNnYQqlV6iZC5OAsrrOBMOPtgPbQ3x2UthVyKvW6+wf6T2ndm9LpUuimQtTgLK6zgTDj7YX9oaOmFHhV17ed16hU2p3dyLUomfI3viJKC8jjPh+INtfVAEsthXYdc6r1svrycVbO6pVD530vonOy9OAsrrOBOOP9jWB0Ugi32VgUxlubhy8/J7ldet19bCzr295FMqwSskR5wElNdxJhx5sNoaOmJ3ZRSbGf2a/YO969Vrntet19b7pJu795PWkzgJKK/jTDjsYLU19MUeyxA203nz82KbocI6YZ7arZ9LGXES8Ghex/8VxJntM/JaW0N37LQM4Wteby5gMddaioiTgIfyuovXZJzZymugCTstQ9jL6/f+qev3/j8I3Hq1pYA4Cdh7/K3Fme0DJqytoUf2W4aQyOv5l4mVTGc/TJwEzIy/jl5vcWbbe15ra+iUXZchpPM6/Q7s9N1q7k7FScCc+OvrdRVntl3ntbaGftl7GUKlvN57LM0dX5wE/Bp/3b1+4sxWXgNN2HsZxbqnF5dL5fXeo2vuUOIkYDr+enydxJltF3m9eXDQ1tA1OzAD2Vy39rL7zuejue8XJwET8dfp6yHObLvI6zVtDb2zD0MsmvsecRJwL/76/b3HmW2Pea2t4QHsxtABzV1cnATcjL+uf79xZiuvgSbsxtArzX3FfGjR4q/332Pzkfab19oansGeDI8Ss7kjPIeEzaHd1oiL+As+qxzy+vTcWh8/gDLszPB8zZu702S8J7vn8dfpoBbk9em5tT5UAGXYmWFQdzb3M6pxUra5p/h7zJTk9bmhtT4kAMXYn4HfKjX3Y8Ix4fSp7k/8PWlE8vrExFrv+kBJdmngi+vN/aR2POprdpf6M0wcnea1tgZKsVcDZxxq7oflYxFl//tAKD3mdcPfgryG57FXQ1CnF92Gq/Vecz+vIEmQ14dm1WpvBeqxY0NQrz//tfa19fY5m93v0HluHqC7vNbWQFn2bQjnXB9vbhl2/dbcD9ZXXmtroDi7N4Q2rcFfmzvs2et8mvsZOsrrhi+wvvZN4BC7N8T1+vP9IZuXT1zZF83dHXmdM6LWOxZQkT0cgloswKfPXj9yIdfckfWS15Hb+sQ2J/b0zQPFCAcQqM1uAxGdWNisgpo7iC7yOnJbv+/K64tPANhj/4FwPgvb4vPXU0qb2zj/pLnvFz+vG74GSuX15hEgZy9I7B17u0zOEwbm7DYQ1HxVm6986+9u3iTn+mFp7qqC53X8tn5n53XOn6jXSZ2+nNgeyGS3gaAWK1/O8mmBvEJzl7KYobyexnLo1fj1tXr6fjYPFC9nr6Ecuw0ElR/Q8roewX3d5p9b7szueV530dabL7z5t94XdvbX/p/bz90hsGa3gaAO5XX6hJMFsqDNaTcptnm6tX0C59yW3VNeNxzUibzO3CBzZ988MqS3zL8JsGC3gaAOBXTiTqyON2jb3J3m9Z7i2f3J647a+n38JHTBG2b2OpBgtwGo4rbmflhe7zmd3W3z+lyelsrrzftJV7W8huvsNgD3qdHcg+T1nq/ZXe8PNjnP7fTrJH+DvTLeu5/1bV/J/1Z28LkD8hqgtYvNPXhe7yn4B5grz+H0SyJ/g0Rer6/cTHAZDWXZnYBBHeqJ++Mjv7nldUxXXjOH8vrrrfZORe9VdbrXga/sOcCgEumwmbZrdz7b9BNrXZIsHf3D29HX2yv7n5U58RpLfAnksNsAowiYy0UI7oD6fTkB19n/gVGkT8s9rIc0d0MPey0BRzkEAKM4mtfOc3NCvy8PoBRHAWAUJ/I65356p7kLethrAzjHgQAYhbzOp7nPGeG1AXzlQACMIvFmj823fORvOQjNnTbsCwNYcCwABnUohpTTHs394RUCTBwOgEF97aH5BnuX2TRac3tJAHOOCMCg0kn0OvhGbb56cHN7PQBzjgjAoBJJtPk+7Pybk+8Bze2VACw4KACDyqyiwf86YxORm3vxTLwwgDXHBQA6EKS55w+qrYFNDg0A9Or+5pbXwFcODQA8StXmnu5KWwN7HB0AeL5Szf25lbYGEhwgAGhpnaq3xeuJ5v5sc8/TAzrlGAFAGZu1ura4yfxzeuOGP4W8BvI5RgBQS7pEN1M7/+a15fzxAGDNYQKAKjLben0h8x4AYnLkAqCYeSvvvRVk/uViMyeJgQdw/AKgmPl7qdcX9mo750w2QC8cvwAoZrOn96J58+z15pYAHXH8AqCYr+8G2fzSm0OAJ3H8AqCYUmevAfrlQAZAMefeez2/xglsoHcOXgAUM2/inP9zyN6F9cYAvXDwAqCYzP/X9fTllODr09vyGuiUgxcAxby+WWyZvvm9zx2gDAcvAAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI68BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFCMvAYAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI68BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFDM/weowVtRTBQj9wAAAABJRU5ErkJggg==)
複勝払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位3頭 |
112.1% |
97.8% |
80.0% |
上位4頭 |
94.4% |
90.2% |
73.6% |
上位5頭 |
88.7% |
80.1% |
84.6% |
![](data:image/png;base64,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)
ワイド払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位3頭 |
100.3% |
86.4% |
71.4% |
上位4頭 |
64.7% |
74.3% |
64.0% |
上位5頭 |
104.4% |
62.3% |
59.0% |
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