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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
133% |
125% |
48% |
上位2頭 |
104% |
150% |
30% |
上位3頭 |
75% |
104% |
29% |
上位4頭 |
98% |
114% |
24% |
上位5頭 |
89% |
94% |
26% |
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)
複勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
77% |
100% |
78% |
上位4頭 |
73% |
103% |
62% |
上位5頭 |
86% |
86% |
65% |
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ymj1p5/dj4Bnb8NXuevK5bUfJ6oLw+Pg0hPi15TUrymj7kdfq8vimS5HW+vD41NxWejLwmJXlNH8to/lnr5oPX5XWovH4mzp//+mPrcjCSVlNJXs+c1wdd/nTRnrwmJXlNH6t5/VPp/1bmR153yutlWL+nzFZkf9z4cT1lKj3kdQz5PlrDkdekJK/JKf6KmDKvlwG9n84f1189vXzskctAbSSvx5Ly73gRaGuyktfkFH+dmzmvt9K5MK+3arv3pl4hr7NS4afIa7KS1+QUfwGT16/UWP02SHlYR65AeT25gxWefsjymqzkNTnFX5ZmyOs/N757vVrVyxPYhWEduQLlNQflDnF5TVbympyGWGxCFfYdef049uWQrQeeiuxlWEeuQHlNdSNWuLwmK3lNTtFWkVXyeue3xwt7K6wjV6C8ppdQp8PlNVnJa3IaYu1PltfLwr47r/fDOnIFymvia1Dh8pqs5DU5DbH2T5vXR67v5/WRsI5cgfKaNEpOh8trspLX5DTE2p8yr3esJvLBBL8Q1pErUF4zoeUxQV6TlbwmpyHW/pR5vVVvx5V8FWSgCgxV2JkGy0DkNVnJa3IaYu2fJ6/Ppt6qs/0XvALlNchrspLX5DTE2i+vb+2/4BUor0Fek5W8Jqch1n55La+DXOQ1XchrspLX5DTE2h8qr6sUtrw+LkFeh50to5DXZCWvyWmIhV9ey+sgl2t5/ddf/zn0j1X/1nvkhCOvyUpek9MQa7m8ltdBLpfz+nlZvf7q7/dfhTjv5DVZyWtyGmKFltfyOsilJK/f2/r9sszr4xfZPQl5TVbympyGWInltbwOcinP61cBL/P6bFvv1HbvjUZl8pqs5DU5DbESy2t5HeRSmNfLql6ewC5p61+//v3r17/Dbkouk9dkJa/JaYiVWF7L6yCXil8OWcb05ch+hvuzreV1SvKarOQ1OQ2xEsvrZnkd8Lu8k+T14+o3sN/DWl5nJa/JSl6T0xArsbxuk9c7VbeV3Q1CXF4fPGktrxOT12Qlr8lpiJVYXrfJ69WMXo3srUw8XuHHP3hp8nr1+9Yf14/n9WpYy+us5DVZyWvSir8Yy+tmeb36beCDOXjwnOt+i69v/d5VXSuvD/4V5dpJa3mdmLwmK3lNWvEXY3ndJa/3m28Z1mfzejU617d+76ouzOulkkHthLW8zkpek5W8Jq34i7G8jp/Xl5Px/Vxs1rz++fl/H5fV5t7v768nreV1YvKarOQ1acVfjOV12LwuPHX90Yvz5PXXyzK4j4S1vM5KXpOVvCat+IuxvG6f1/u/3brD8cheTUZ5vVPb8npm8pqs5DVpxV+M5XXwvH6c+Qb2zrlYeS2vWSWvyUpek1b8xVhe58jrr19ykNfymlXymqzkNWnFX4zldeO83vqndfvX9/P6SCDKa3nNKnlNVvKatOIvxvK6TV4fdyS7j5+0ltfymh3amsTkNWnFX4zldZu8vvA/Z7HV3GfDWl7La7bIaxKT16QVfzGW10Hy+mx8Hy9CeS2v2SKvSUxek1bkxfgVat2TWl7fWoTyWl6zRV6TmLwmrZiL8bOqX9e7J7W8ltfymi7kNYnJa9KKthi/h/Xrlu5JLa/ltbymC3lNYvKatOIsxsuwft3ePanltbyW13Qhr0lMXpNWhMV4K6xff9o9qeW1vJbXdCGvSUxek1bfxXg/rN/v1r2q5bW8lte0J69JTF6TVq/F+GBYv+7cvarltbyW17Qnr0lMXpNW+8X4VFi/HtK9quW1vJbXtCevSUxek1bLxfhCWL8e2L2qh8jrOIV9La/f/XfT965qeU1H8prE5DVptVmML4f16+Hdq1peNz57/ers7lUtr+lIXpOYvCatuxfjwrB+PUn3qpbXjfP6v5u+d1XLazqS1yQmr0nrvsW4Sli/nqp7VctreS2vaU9ek5i8Jq3qi/HHd2drPWf3qpbX8lpe0568JjF5TVoVF+PqVf3+zN2rWl7La3lNe/KaxOQ1aVVZjO8L69fzd69qeS2v5TXtyWsSk9ekVbgY3x3Wr1fpXtXyWl7La9qT1yQmr8ns2nrcJqxfr9W9quW1vJbXtCevSUxek9nZ9bhlWL9esXtVy2t5HT+vtXU+8prE5DWZHV+S24f163W7V7W8ltdD5PVXrfdeyshrEpPXZHZkxe27MMtreR3hMkReH9mb9PdA5DWJyWsy219QI6y48lpeR7jkyOsju5sEj0Nek5i8Jpz3pW7rjz5uXL3+s53XcdZReS2vI1wmyeuDu6T+bkNek5i8JpaD6fy6/rzy/uvHwz8O6NEWSHktryNc5PVxX/s7zlsNTl6TmLwmlq28Xk3n1V8/7vM6lMdc9pLl9a2FLa/l9Sj09xHymsTkNbFczuvlHX7+zuvI61movA5+Altey+s0nAL/La9JTV4TzvsC837j8m7vV7byOvi6Ja/ldYSLvA4ofX/LaxKT18TyOHn2+uO3yxt7ryBfyGt5HeEir0f0tb+DD01ek5i8JpZref3Y+AZ28NXlt7yW1zEu8jqrsP2trclNXhOLvJbX8lpey+tmep0Cl9fkJq+JZSuvj1yX1/JaXstrqrujv+U1uclrwnk/am/90ceNq9d/5LW8ltfymvtdOAUur8lNXpNZ/CVZXsvrCBd5zd0+altek5u8JrP4S7K8ltcRLvKaxuQ1uclrMou/JMtreR3hIq9pTF6Tm7wms/hLsryW1xEu8prG5DW5yWsyi78ky2t5HeEir2lMXpObvCaz+EuyvJbXES7ymsbkNbnJazKLvyTLa3kd4SKvaUxek5u8JrP4S7K8ltcRLvKaxuQ1uclrMhtiSQ5V2PJaXstrGpDX5CavyWyIJVley+vuF3lNY/Ka3OQ1mQ2xJMtred39Iq9pTF6Tm7wmsyGWZHktr7tf5DWNyWtyk9ckF39VltfyuvtFXtOYvCY3eU1y8VdleS2vu1/kNY3Ja3KT1yQXf1WW1/K6+0Ve05i8Jjd5TXLxV2V5La+7X7rk9alJxt+ROUVek5u8Jrn4q7K8ltfdL/KaxuQ1uclrkou/KsvrsfL6QmHLa3nNB3lNbvKa5OKvyvJaXne/yGsak9fkJq9JLv6qLK/ldfeLvKYxeU1u8prk4q/K8lped7/IaxqT1+Qmr0ku/qosr+Pn9WONvJbXXCavyU1ek1z8VVleR87rZ0n/+edfy8tqc68muLyW13yQ1+Qmr0ku/qosr8Pm9VZYH78cSfDubX1htuVtLa8nJ6/JTV6TXPxVWV4HzOudk9bVLxESXF7TmLwmN3lNcvFXZXkdLa/3w/qVvF9vfN6+er1KgstrxiWvyU1ek1z8VVlex8nrryetV3N5q6Gf199/rXu2W14zLnlNbvKa5OKvyvI6Ql4f+TbI1h2WZ7Lvy+vXBpLXjEtbk568Jrn4q7K87p7XB9v3FcofLf41r6u3tbxmaPKa9OQ1yUVelf/7X/l7V/W0eX2qfbeq+uPGre+HFIb1x6aR14xLXpOevCa5sKvy643J6155fbZ6t85Sf5zSXj5tYWSvbhR5zbjkNenJa5ILuCo/O+z9t92rera8vvaFjZ28/nq3y4W9tUXkNeOS16Qnr0ku1Kr8EdavG7tX9VR5XXIWefW3+9l9Oa+XXwiR1+Qgr0lPXpNckFV5Naxff9S9qifJ62snrbfSeeu71zsJfvzVv24Iec245DXpyWuS674q74T16w7dq3qGvH4sXC7s5cO3nnOnvEvaWl4zNHlNevKa5Dquyl/D+nW37lU9SV4vf9gdJSe5S86OH9wE8ppxyWvSk9ck12tVPv668rpXXn8dReP4PjV8ec245DXpyWuSa78qHzxp/X7/7lUtry8Mqm58n528vGZc8pr05DXJtVyVz4b161Hdq7piYU+S1xXj+3lj3znLa1qS16Qnr8mvwcJ8Laxfj+2e1PK68YTfRZizvKYleU168pr8bl2YS8L69Qzdg2+IvL5c2NHyusq05TXjktekJ6/J776FucozR8s+eT3EtCfM65fynY6+5DXpyWvyu2M9rrjMR8s+eT3EtCfM64+9b0eVHZP7yGvSk9fkV3e5vWP9DlV+hXl9a2HLa3l9fCcV32HJa9KT1+RX8TTzTWtzqPKT10NMW16X7G7iuy95TXrymvzKl8y7191Q5Sevh5i2vL5vZ9Tfd5PXpCevya9wRWywoIYqP3k9xLTldS/iu5y8Jj15TX6X17xm62Wo8pPXQ0xbXsckvo+Q16Qnr8nvwqrWeC0MVX7yeohpy+sR7cd3jp/xCHlNevKa/E4tWl0WuVDlJ6+HmLa8Hs7j8fjrr/98XL4Gd8r4ltekJ6/J7+Cy1HEBC1V+8nqIacvrsay29ZFLyv6W16Qnr8nv66rTfWUKVX7yeohpy+uBXG7rugneewz/Ja9JT16T3/66EmHVCVV+8nqIacvrUey39TN8t1r54/bV67X6u+VM5DXpyWtCex36j9z+/tuP61vLXpA1O1T5yeshpi2vh/C1gz8yeiupn1fefy081b36Vpv1t7wmPXlNXDu5vLz+vPL+6/t9VheSiqtFoVDlJ6+HmLa8Du6jm7dKd/+0dPW8fs782jArxre8Jj15TVCPxRnrrduXYb2T19HC+ilU+cnrIaY9VV4H3Gf3HSzgr7m8zOvytr5pnqfiW16TnrwmqFcoP33cvnrP1/2Xd/gdNayfQpWfvB5i2vI6rFNtvZrXr+PeqRY/2NZd5vlR2/Ka9OQ1QW1V9VZe/2ycuv55a/Sv51R6CVV+8nqIacvrmM629cGz14WR/THq7vOU16QnrwnqsfiCx+rtW/f8SPO+a8lXocpPXg8xbXkd0PHqXf5V/0hePy59A3s5577z1NbMQF4T1LW8fvzziyKvGzuuJUeEKj95PcS05XU0Z88oHzmTXZ7Xq0OW13A3eU1Q8nq44Aub188cDDVkeZ0srw+ejS7J68finzlea+vu85TXzEBeE9eymw9el9fyWl7L65aWA1kG91aCL5N6tdF3KvxUW3efp7xmBvKa0F7LzJHbd7K741pyRKjyk9dDTFteh3JtIAf7+9oXTsLOU14zA3lNfkOszd07T16PNW15HUqVgVzo79UE/zpYeQ13k9fkN8Ta3L3z5PVY05bXodyU19cSPPg85TUzkNfkN8Ta3L3z5PVY05bXoXTM6wtTlddwN3lNfkOszd07T16PNW15HYq8Pk5eMwN5zRSCL8+hyk9eDzFteR2KvD5OXjMDec0Ugi/PocpPXg8x7dx5vfw+ce999At5fZy8ZgbymikEX55DlZ+8HmLaifP68Xj8+edfH5dlcIeKb3l9nLxmBvKaKURYgHeEKj95PcS0U+b1czMt2/rrpXt8y+vj5DUzkNdMQV7L62d5dB+vvN4KwWthHSS+5fVx8poZyGumIK/ltbyOnNf3tXWb+B4or7sfDOU1M5DXTKH7irIvVPbJ6yGmnSmv99t6mbyrf/TxkNXrVeJ7axfuHtbyGuKQ10yh+4qyL1T2yeshpp0mr7/m79YdtpL6eeX917rnubd24e5hLa8hDnnNFLqvKPtCZZ+8HmLaOfL6SP4GyevnlpLX5eQ1M5DXTKH7irIvVPbJ6yGmPXpeHw/fI98AWc3r6m0tr6uQ18xAXjOF7ivKvlDZJ6+HmPbQeX0qfB/bX6TeL+9aef2+jeR1OXnNDOQ1U+i+onwVp/zk9RDTHjevC6v34yz1VnnXiuyPDSSvy8lrZiCvmUL3FeWrOOUnr4eY9qB5XX5G+WBeP2p8A3u5deR1OXnNDOQ1U+i+onwVp/zk9RDTHi6vL38Zev871vfl9eqmkdfl5DUzkNdMofuK8lWc8pPXQ0x7rLwuOWm99d3rnbz+SPALr761XeR1OXnNDOQ1U+i+onwVp/zk9RDTHiivH/90rbBXH7v1tDsVXtLW8roKec0M5DVT6L6ifBWq/AoLW17L64/g+/iRt1w+w13xsr9F5HU5ec0M5DVT6L6ifBWq/OR1/FGPm9f70+hb3l83h7wuJ6+ZgbxmCgsPnrMAABvbSURBVN1XlK9ClZ+8jj/qlHl9obxbtnX8vP7a1vIa2pDXTKH7ivJVqPKT1/FHPVten83us+V9cEPI63LymhnIa6bQfUX5KlT5yev4o5bXR2Z7sLyPbwV5XU5eMwN5zRS6ryj7nkt+99Qrbz553WzU8rpw7O9OjX1rF+7e1vIa4pDXTKH7irLlubr/dvZaXsvrETaBvC6krZmEvGYKMfP6/V2FShB5HX/U8rrLJpDXheQ1k5DXTCFaXr9OWr/f0r0zyptPXjcbtbzusglWjyRB2lpeQxzyminEyetlWL9u794Z5c0nr5uNWl532QTyupC8ZhLymikEyeudtxEqQeR1/FHL6y6bQF4XktdMQl4zi76LytZJ6/c7dO+M8uaT181GLa+7bAJ5XUheMwl5zSw6LipHXjpUghTm9X2FLa/ldd9NIK8LyWsmIa+ZRZdF5etJ6/d7du+M8uaT181GLa+7bAJ5XUheMwl5zSwaLyrHw/p1/+6dUd588rrZqOV1l00grwvJayYhr5lFy0XlwmuFShB5HX/U8rrLJpDXheQ1k5DXzKLNonL2pPX7A7t3Rnnzyetmo5bXXTaBvC4kr5mEvGYWDRaVkpcIlSDyOv6o5XWXTfBY+C2vz5DXTEJeM4tbF5XLJ63fn6F7Z5Q3n7xuNmp53WUTLHfz577fPazlNYQir5nFTYtKeVi/nqd7Z5Q3n7xuNmp53WUT+HJIIXnNJOQ1s7hjUan4nKESRF7HH7W87rIJ5HUhec0k5DWzqLuo1Dpp/f6E3TujvPnuzuvLhS2v5XX5Jtja5eX1cfKaSchrZlH3THOtp3p/zu6dUd588rrZqOV1+00gr8vJayYhr5lFrW9I3/cd7u6dUd588rrZqOV1+00gr8vJayYhr5lF4aJyX1i/nr97Z5Q3n7xuNmp53X4TPP623Hm7h/WpvN5y3/HtRV4zCXnNLEoWjwYLT6gEkdfxRy2v22+Cx+Px57/++PNff+wU6hB5vXMUuru85TWTkNfM4toK0eykTqgEkdfxRy2v22+CV17vXPqWd2Fe7x+gqsS3vGYS8ppZXFhU2oT167W6d0Z588nrZqOW1+03wZG8vlbeteL7vrz+evg6GN/ymknIa2ZxalE5e0qmXKgEkdfxRy2v22+CZ14/Dw4f3bx6vSS+x8rrrwe3F3nNJOQ1szi4qLQP6/eX7p4ahc0nr5uNWl633wSref26saStl519U173Ori9yGsmIa+ZxZF1pe/aE6dC5HX8Ucvr9pvgFdb35fVzQ8hrGJ28Zhb760rHk9bv76F7ahQ2n7xuNmp53X4T7Od1rbaW15CAvGYWO+tK9yXnKU6FyOv4o5bX7TfB4+1/mG/53Wt5fYS8ZhLymjH8/X3ElRs/bn//7cf15bE+wknrlzgVIq/jj1pet98EW3ldJbLfN4G8htHJa8ZwMKOfV95/fb/P+1E+VFg/xakQeR1/1PK6/SZ4/NNWW18o7I/5y2sYnbxmAMtcXj2Tvfrr+x1eh/jua8yqOBUir+OPWl633wQ7Z69L8no5fHkNo5PXDOBCXq/e4XfIk9YvcSpEXscftbxuP/+tvP64/VRer05eXsPo5DXRfXzxY3l99W6rd9jSd715iVMh8jr+qOV1+/l/zesqbZ04r7U185DXhLaV1Dt5/f7b5Y0dl5av4lSIvI4/anndfv5nv/Vxra3lNSQgrwlteab5dfvynh/Xl4Utr+9uPnndbNTyuv38K+b1/sDlNYxOXjOM42ev5XWv5pPXzUYtr9vPX14XktfMQ14zjNWvf+xcl9ftm09eNxu1vG4//+V/THuq29byGhKQ1wxj9Yz1+zdGlndb/lHHpeWrOBUir+OPWl63n//WzLeyezW+j4xaXsPo5DUTkdd3N5+8bjZqed1+/tdm/lHb1cd7vK3lNTQjr5mIvL67+eR1s1HL6/bzL5+5vO69CEAj8pqJyOsG2Sev28xZXrefv7wuJK+Zh7xmIvK6QfbJ6zZzltft5y+vC8lr5iGvmYi8bpB98rrNnOV1+/nL60LymnnIayYirxtkn7xuM2d53X7+8rqQvGYe8pqJyOsG2Sev28xZXrefv7wuJK+Zh7xmIvK6QfbJ6zZzltft5y+vC8lr5iGvmYi8bpB98rrNnOV1+/nL60LymnnIayYirxtkn7xuM2d53X7+8rqQvGYe8pqJyOsG2Sev28xZXreff5u8vtbW8hpCkddMRF43yD553WbO8rr9/OV1IXnNPOQ1E5HXDbJPXreZs7xuP395XUheMw95zUTkdYPsk9dt5iyv289fXheS18xDXjMRed0g++R1mznL6/bzl9eF5DXzkNdMRF43yD553WbO8rr9/OV1IXnNPOQ1E5HXDbIvZl4/qyXUhAvnLK/bz19eF5LXzENeMxF53SD7Iud1wNST1wPNX14XktfMQ14zEXndIPvkdZs5y+v285fXheQ185DXTEReN8g+ed1mzvK6/fzldSF5zTzkNROR1w2y7+7Cltfyutf85XUhec085DUTiZzXz/cWJ0TkdfA5y+v285fXheQ185DXzCVgYT8ej9e7ihMi8jr4qOV1++HL60LymnnIa+YSLa8/3k+cEJHXwUctr9sPX14XktfMQ14zlzh5/X7S+v3G7sFR0nzyutmo5XX74cvrQvKaechr5hIkr7feRpwQkdfBRy2v2w9fXpfQ1kxFXjOX7nm9etL6/U+7B0dJ88nrZqOW1+2HXzjzg0O+L6+duoZm5DVz6bvAfH31OCEir4OPWl63H768LiGvmYq8Zi69Fpj9k9bvd+seHCXNJ6+bjVpetx++vC4hr5mKvGYuXRaY4y8aJ0TkdfBRy+v2w5fXJeQ1U5HXzKXxAnPwpPX7/bsHR0nzyetmo5bX7Ycvr0vIa6Yir5lLywXmwmvFCRF5HXzU8rr98OV1CXnNVOQ1c2mzwJw9af3+wO7BUdJ8wfP6qftsq4xaXrcfvrwuIa+ZirxmLg0WmJKXiBMiKfP6169fcSZcOGp53X748rqEvGYq8pq53L3AFD5/nBCR18FHLa/bD19el5DXTEVeM5f7FpjLXwj5eJLuwVHSfPK62ajldfvhJ8jrX3+rcMg7SV4zFXnNXG7K61pPGydE5HXwUcvr9sPPlNc7qhzKluQ1U5HXzKV6Xlc5af3+bN2Do6T55HWzUcvr9sOfJK9vym55zVTkNXOpm9d3xHr34ChpPnndbNTyuvHwywc+el4Xlre8ZirymrlU/BbHHd8ziRMi8jr4qOV14+HL68LsltdMRV4zlypNfNMXuH/La3ktr6MOX14f99jQ+/AP7fi4M5fCMr7ppPX783cPjpLma5DXlwtbXsvrkuEHz+uvbd3l7PV7cPc+9kNTPvHMpSSObw3r10t0D46S5pPXzUYtrxsPX15razjOh565XEvku09av79Q9+AoaT553WzU8rrx8OW1vIbjfOiZy4VKbhPWr9fqHhwlzSevm41aXjcevrzW1nCczz1zOdXKzU5av79i9+AoaT553WzU3fP6nbyW19oa3vnoM5fjudw4rF8v2j04SppPXjcbdfe8/qioJXk9eV5ra2bm089cjkRz+5PW7y/dPTgKs09et5lzqLzeqquX7kMuH/7oee3UNbTk089cvnZzr7B+vXr34CjMPnndZs7x8/o9s7oPuXz4Q+e1tobG7ABMZyeg+7b1b3ktr9PldcCBXxu+vD5OW4N9gOmsNnTHL4R8vI3uwVGYffK6zZzldePhj5vX2hrasxswjNf3OI/c/v7b5R8to7ZDSq8J1SLyOvKc5XXj4Q+a174WAl3YDRjDVi6vXn9eef/146neczZOW/+W1/JaXkcd/oh5HbOtL9znQrI//mn1Rn8T4D4+Wwxg61C7ms6rv37c59WyPVN6TagWkdeR5yyvGw9/uLyO2darx+Tjx/wqVDUN+JAxgMt5vXoYfZ236N3SK0K1iLyOPGd53Xj48vrrhr52PD9yh62HLM9Gb52o3rr/wfcMZ/lsMZj3A+LOUfixcer6Z+OIHKS2Q7WIvI48Z3ndePJj5XXjtv51Q15vHaj3l4DVP3psnJGR19zHZ4uRfD04rt5heWPvit4TJ0fkdeQ5y+vGkx8oryO39epx++NPDz7b1+dZXt8pdajLZ4thfI3pn7VD6rKw5fWt2Sev28xZXjee/Ch5Hbytf3Yb9+NwvX8+5XXn1VZefYn9J4SKfLYYw+pxUF7HiY/gef1qjjjjLZyzvG48+SHyOn5bbx3MV+/wNa/P5vJO2UNdPlsMYOcguOzpj+vyunH2Rcvr5yIaufbk9RCTb5nX/+y/efN65/rXx+4sB6eeEK7x2WIA+6cctm5cvf4jr2/OvlB5vayNOOMtnLO8bjz5Nnm9+ond8pHXQ7T18oC8f4fLef2zVtXymmZ8tpiOvL41++Lk9WptxBlv4ZzldePJ98rr/dm+O/7AKi636bW8Xj5q9XmWj/24ZfFXFLiFzxbTkde3Zl+QvN6qjTjjLZyzvG48+YB53VFJmNbK6+WNqwkuo+nCZ47pyOtbsy9CXu80SpzxFs5ZXjeevLx+1yyvvz5q61T0VlXv9zrU4uPFdOT1rdnXN6+//lfyOOMtnLO8bjx5ef1yKkyX38dY9fGQ/QeWHPx3fgsV+WwxHXl9a/Z1zOsjaRJnvIVzlteNJy+vnyQpHGE/YTry+tbs65XXB7skzngL5yyvG09eXv/S1nCYXYXpyOtbs69LXg9de/J6iMnL61/yGg6zqzAdeX1r9r3nyLv7WvBUkcQZb+Gc5XXjyctrbQ3H2VuYjry+Nfvec+RjbV4qzJTnk5xNhO6DrTJned148pPntbaGU+wwTEde35p9W3m9tWZfyO5nplwLkTjjLZyzvG48+ZnzWlvDWfYZpiOvb82+s4W9tZzvNPeFk9bvz9x9sFXm3DGvTw0/4MCvTV5eA8fZZ5iOvL41+6rk9dYa/1LyJN0HW2XOvfL67PADDvza5KfNa20NF9htmI68vjX77svrKuKMt3DOXfL6wgYNOPBrk58zr7U1XGPPYTry+tbsk9dt5tw+r69tzYADvzb5CfNaW8Nldh6mI69vzT553WbOjfM605fdr01eXgPH2XmYUeTCjpMj8jrynFvmdbIvu1+b/Gx5ra2hhP2HGcnr+7JPXreZc7O8LtyIAQd+bfKFA7/v2+2FHht6H6RhbHYhZhQ2r0PliLyOPOc2eV2+BQMO/Nrks+b16ibrfYSG4dmLmFHMvH6tbd2zoyT75HWbOcvrxpOX18Bx9iJmFDCv39e27tlRkn3yus2cG+R1lc0XcODXJj9JXmtrqMKOxIxC5fVyeeueHSXZJ6/bzPnuvK617QIO/NrkZ8hrbQ212JeYUZy8Xl3humdHSfbJ6zZzvjWvK264gAO/Nvn0ea2toSK7EzMKktdbi1z37CjJPnndZs735XXdrRZw4NcmL6+B4+xOzKh7Xu8vct2zoyT75HWbOT/WlMdf9U0WcODXJp87r7U11GWPYkZ98/rrOtc9O0qyT163mfPqbFeb+0gXPuPvju0VcODXJp84r7U1VGenYkYd8/rIUtc9O0qyT163mfOp2X7N7udvJxn4tck3yGttDWnYr5hRl7w+vtp1z46S7JPXbeZcZbbvqV3+bFsv0X3CVSZ/d177WghkYr9iRu3z+tRq1z07SrJPXreZc8DZrgo48GuTT5nX2hpuYtdiRo3z+uyC1z07SrIvfgLGmXDJnGPOdinatC9P/ta81taQjL2LGTXL68vLXvfyuJx98RMwyHgL5xxztkvRpn158vfltbaGfOxgzKhNXpesfN3L43L2xU/AIOMtnHPM2S5Fm/blyd+U175yDSnZwZhRg7wuXPm6l0dJ+QVPwDjjLRlyzNkuRZv25clnyusjbX3hPheS/fFPqzf6mwAj8qllRrfmdZXFr3t5lJRf8ASMM96SIcec7VK0aV+e/B15Hbatf1rldeEbgLB8fJnRfXlda/3rXh4l5Rc8AeOMt2TIMWe7FG3alydfPa8jt/XPgbpd3uHIQ5ZF7uw1KfnUMqOb8rriEti9PErKL3gCxhlvyZBjznYp2rQvT75uXvfafNXzepnCW038uv/Wq7zn9al3AgH51DKj6nldfQnsXh4l5Rc8AeOMt2TIMWe7FG3alyefIK9Pder+nc+eVD6Szs5ek4lPLTOqm9d3rILdy6Ok/IL3X5zxlgw57Hg/RJv25clXzOv4bf2z27gf56G/nmxebejVVzn4hBCfTy0zqpjXNy2E3cujpPyCx1+c8ZYMOfKE30Wb9uXJ18rrIdr658x3r/dr+EIrO3tNAj61zKhKXt+6FnYvj8vl91wO7xtOuTjjvTxked148q/OK8zrXlvt1rw+eH31ltU7O3tNAj61zKg8r+9eC7uXx7XyG6L54oz32pAHGvWveNO+NvnXtJcnVg9md8e8vpantfJ6y/L+8ppMfGqZUWFeN1gOu5fHhfITfA2GbNpdJv912l+z+/nbFhNfvLHLB8njd9gq4yNP+1j8L4rstDiMwqeWGV3O62YrYvfyqN4fccQZ79khjzjwaNNu/PF+b8SaYz386iUHyeN3KMnrn7eePvkeIS6fZiZ1obBbLordy+NUf4ySek9xxns28kacebRpX5v8KNP+0CyvLz9qq6qP9zrE5IPLpM7mdeNFsXt5HO+P4cojznjPRt6IY4827WuTH2Xa706F6fL7GKs+HrL/wJKD885vYQg+tUzqeF53WRe7l8eR/nguou3nUyjOeM9G3ojBF23a1yY/yrRfJCn0ZQ9kUgfzutfS2L08vvbHcMHxEme8ZyNvxPlHm/a1yY8y7SdtDd3ZCZnUkbzuuDq+xOyPsWrjQ/epXo68ETdBtGlfm/wo036S19CdnZBJ7ed17/Xxv5bfaOzeH2OlxlK04JPX8Sc/yrR/aWuIwX7IpHbyuvf6+MXqvyJq1h8DdcaWaMEnr+NPfqBp9z6yAj8/8pppbeV17/Xxopua+6M/RomMfdGCT17Hn/wQ09bWEIe9kUkt87r34lhfeXC/+uP58N4/UB3Rgk9ex5/8ENOW1xCHvZEkXgX5cePq9Z9FXvdeGRs5e5L72R9DtMVx0YJPXseffPxpa2sIxQ5JBqsZ/fj7//XgZ+3/mOA9r3uvjJ3tBHemk9Yv0YLvQl4PtFGiTTtlXmtriMY+yfBW03n114/7COst76nd+73UFy34zub1WBsl2rTz5bW2hoDslgzva16vLj+R10tuFS34TuX1cJ/baNOW10ADdkuGt5XXP9unrn/evqv9ofdaye2iBV+OyNsSbdrJJq+tISZ7JsPbyev33+6sQzp7KtGC72DkDfqZjDbtC20ddvjaGsKyczK8/bze/wb2/tNq7pSiBd+Rzhv3sxdt2mnyWltDZPZPhndTXm+9luYeXbTg+9p5Q3/Gok1bXgMN2D/JYNnTH9dr5fXWq2vugUQLvv3OG/2zFG3aw+X16uFFW0NwdlGSWF11trK75fuR3dFEC76dzkvwgYk27eHyeklbQ3z2UmhKc3cXLfi2Oi/HByPatEfPa20NQ7CjQn+au6VowbfaeWk+ANGmLa+BBuyoEJTmvsnHSAN2XqYNHWHCafJaW8Mo7KswklGaO+a7WrU60pZR+NF5A43uCHldcZK9Dz/AUXZXGF7A5u7+Bso1y+73zkswtw/yutYYex9mgBPssZBT3+buniP3qZ7dr85LOTR5XWuMvY8owAn2WJhIs+buniPtXc7uZ+dlnZi8rjLD3kcO4Bw7LczujubOGosXfM3u+/6SE4G8Lh9g7yMEcJr9FlhR2NyJe7GWu/8DQhAJ8lpbA2fZdSGQU6tp+6X3eHPnTkaOGz2vfS0EuMCuC4EEz+tVW19+6BglxCGvS0bXe+cGLrL3Qk9bbfqy/9hm7/MCzc2vwfNaWwPX2IGhp49FdP+3+48dguaezbh5ra2By+zD0NOpvC5p8cg0d2KD5nXfT+C4+zLwZB+GnuT1Fs2dw4h5ra2BQnZj6Elen6K5hyOvz47r4I5w9j4Xjg8fO9rWPnj2aWEGdgzoabUXt5Yueb1Kc0c2XF7Hb+ufVnld+AZgZvYQCGR/0ZLXx2nuIMbK674fkop5vbzDzkN2/j6//KP9UwDAkx0DApHXt9Lc7Q2U16O09c/hvF79wH808c5hZPW6ww4cYceAQOR1e5r7Vu9T7Z7UYfP67M779UBx8AlX77Za0s5ewyl2DAhEXgexdc6vV37lsDrSIHk9UFuvfj7f/+in4GTzx1MtX8JhB46wY0AgR05K7Wj2PqcVtrmDvI0Ltj7MLfO67/Su5fXBOxys4ePHEIcdOMKOAVAkQnOPm9db7m7uV14P19Y/509CV3zgwV6HydkxAOpr3Nz58npVxeZ+5vWIbf1TL69Xn2e/quU1HGHHAGjkvuaeJK9XrU71a3Z3z+uSML2W18tHHczrj1s+nHzvMAU7BkBPVZp75rzest/cFf9uc/ntlXxmjt9hJ6+XN64muIyGs+wwQHIfZ9q2TnZ+PGT1eRq94/PNLa8PKvk7TN23UfjxuHCHrUft7AX7z6O5YYt9A0juowaONEH3vF6109zyeiBnP0hbfyH8+vfDg3c++2Z2fgs82TGA5E7l9bJC6tZJdTvNTUChPjzATeznQHIfVX08l5cP/LgSluYOK/6HByhnPweSW63k98pZLZ6dqh60kFabW3a3NOgnBzjLrg4ktxrW+3n98aeRvxxSTnO3kexjA+ywtwPJnc3rj4ZOc/b6FM1d1wyfGeDFDg8kt/W1kGVn/6wl+Jx5vUpzXzbtZwbmZIcHkjuV1x8P+ZngyyGFNPdXPjAwG/s8kNzWlz1+ts9Df21u9mnuFx8bmJDdHkhuq6cPnr3ev5HjJmxunxmYkz0fSG41r/fPYcvrZnI3t88MzMmeDyS3TOqvPS2v+8rR3D4wMC07PwADCN7cH29GW8PM7P8AjCpOc7+/rraGyTkEAJDKanPfnd3yGnhxCABgCrc29+uptDXgKADAvGo19/NR2hr4kdcANHOqPjum6oXmft6n1xsGQnEsAKCRnQDd+sL0h5bv9sg7lNfAkmMBAHeJnMuXZfpZgDs4HABwl8fu/1+PJAVScmgD4C5n8zrZeW5gTg5YANzlQl4feR6AyBywALiLvAYm5IAFwF3O/tNGXw4BEnDAAqCRU5UsqYFBOXgB0MjXYn6/w9Z1gOAcsABoZL+S/a/4ATk4WgHQyE4iH/lnjgobGIJDFQCNHOxj/5wRGJqDFwAAVCOvAQCgGnkNAADVyGsAAKhGXgMAQDXyGgAAqpHXAABQjbwGAIBq5DUAAFQjrwEAoBp5DQAA1chrAACoRl4DAEA18hoAAKqR1wAAUI28BgCAauQ1AABUI68BAKAaeQ0AANXIawAAqEZeAwBANfIaAACqkdcAAFCNvAYAgGrkNQAAVCOvAQCgGnkNAADVyGsAAKhGXgMAQDXyGgAAqpHXAABQjbwGAIBq5DUAAFQjrwEAoBp5DQAA1chrAACo5v8DVOZfsmIWjK4AAAAASUVORK5CYII=)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
101% |
69% |
58% |
上位4頭 |
86% |
117% |
34% |
上位5頭 |
70% |
76% |
43% |
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