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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位1頭 |
45% |
74% |
118% |
上位2頭 |
96% |
132% |
104% |
上位3頭 |
86% |
117% |
79% |
上位4頭 |
76% |
94% |
59% |
上位5頭 |
117% |
77% |
77% |
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obWOFUqR2c7fbA5WluWEtzA8vOmdrBaW8YXJXmhrU0NzDr5KkdnP8WwsVoblhLcwMTmkjtoKGbCteguWEtzQ38VysL2wPN3WBoneaGtTQ30GpqB+3ecmiU5oa1NDfcV+upHVzgLkBbNDespbnhdi6T2sGV7gs0QXPDWpob7uJ6qR1c8k7BmWluWEtzw8VdOLWDa987OCHNDWtpbrimO6R2cJO7CeehuWEtzQ2XcqvUDu52f+FwmhvW0txwETdM7eC2dxyOorlhLc0NbbvnwvbA169fH/OOvnVwQZob1tLc0CSp3emqOj4OkRyX6ZBHc8NamhtaIrU7gzguPiAZma7UuQ/BDRk0NzRAanfm6vYkIyPTuQnNDRk0N5yX1A7ihdruEOUtqI/DPdLxgxOFPttpbsigueF0pHaQuB587bHqRuBf/+dT91//63DKqkCHjTQ3ZNDccBZSu29tIF5y3EIojyM7kuD9EwdfqHOK0NyQQXPD8aR2kB18VxrAQWqXbe7xxpP/rapzmX43mhsyaG44jIXtYHu0JQ5jdjsOTq/Ul/3Ujh9MktHc6cE9ju9P/9//TbnLMv0mNDdk0NywN6ndVyq8UsYzdN5//vPv//zn3+GL8O2BpRhp4sUKj3y7pblDbXf/Vepjmd4izQ0ZNDfsRGr3Fe+nxYHt13a/syf7e3DKYLOyXZhSw4OMnqzwYO6s9PLuNgu1XbW5MyTHec6PgxSaGzJobqhLavfVa6C5Ee6H16CqtzT3eFfjiy+W31wgxg+wXrXOPVnqc1cxV9tna+4M6XUe+XkRaG7IoLmhCqk9UDtixkPdXeNkQ29p7sn9LMb316//M9nc//6//zP+Lz0KI4U9/vYRbe5uh5O1fYHmziPT52huyKC5oSSpPbBbi/THfK6MH6MDuCNFPnnu3J4j69xfv/5P9994EB4zzb34X7hgegtGmrvbIFLbt23uDKsjvc1R1dyQQXPThsdj9rHan71WnTs4MXIVi6T22M490Q1+d6WJh3zEI/sx8w7LxfLuzg2pvb25B5vFv53bJmKxtjV3VfGfzqSjb7LmhhyamwZ008zcWXnfhq+7L+b2v0hqDxyVBfFGWVznngzruZ6e21tnXNvb17n7W44v9UiL8skvEoNbc5/KykQv/5TU3JBBc3N2YcKYOzfv28e25rawPVBjXl97A57P/zf3X16jdAaN/hg1d7fZXGqXOrYk3J7FQ8DjvT74VnPfR8aDf25XmhsyaG7a8Jg5biRyYuK5jzXNLbXH4nPznjcj0txddieeODhrsUsWa7v48dyl/tPcxM0/5jU3rKa5aUPV5l4Mbqk9trgStrONzT04N7LxoMUTg1tzcyWaGzJobtpwVHN//fp1vMZz9Hx3sHMOwmJzL4Z1/9vx3sZ1rrm5Lc0NGTQ3bSje3M+/jxSfK2+dEZz8V46U5h4cKBI5N97rYRvNzT1pbsiguWlDjeYOp0QuojNOntpBYnOX/U9zc0+aGzJobtpQqbnDIvfcRe7cGU2kdqC5d2juSYN71D+loccPq2huyKC5aYPm3k0rC9sDmvuo5p4L8eYeQqTT3JBBc9OGyYAen77q26fm/luLqR1o7h2ae/KPBI2/XpXmtEhzQwbNTRtqNPc4te/Z3NcIIM29f3M/Zv6u52P+D3nO/eFPId4WzQ0ZNDdtmGvuZ+/jRya3iZzbPyVy8aNnt1ouljia+1TNnRLcc/19wKOHlTQ3ZNDcEHPJArhk2Wjudpu7235ulDghzQ0ZNDfEXKkArr2OqLkPb+7+WnViefdrW3M3RHNDBs0NMRcogGundufPoUGae7/mjvR0v7bnNhvXtuZuiOaGDJobYpougMun9mvvPmrukzT34+83UM6thaePEiekuSGD5oaYFgvgDgvbr1N/fkVz127uVcbNHa9tzd0QzQ0ZNDfEtFUA90ntyX7V3LWbe3Df58ak+/9Y3ihxNoIb8mhuiGmiAO65sD0+9/zNPdZoc8eDe+4LzX0NmhvyaG5YcNoIuElqv6at3zfR3OPbfNXmDkvda8fqDo/n1mluyKO5YcEJI+BWqZ14TzX3zseWVBqrOzywW6e5IY/mhgXniQAL2/GLaG7NzQ40N+TR3LDgDBFwk9R+3XBPNbfmZh+aG/JoblhwYATcbWF7yz3V3JqbfWhuyKO5YcH+EXCf1H4tt4SvuS/T3Dd55LdLc0MezQ0L9iyAWwVH2TuruS/T3K+9XzsXlXr8kE5zQx7NDQt2mNdvFRCV7qzmvlJzr/q5C/SdaW7Io7lhQdWp+lYpUPXOau57NvfaB4lA305zQx7NDQtqzL53m9d3uLOaW3OXpc7naG7Io7lhQcE59W6T9J73d5/mjoTX195fd198a+Djz1HLmvu0zZ0uvc5bvHdjmhvyaG5YUGSavMx0m2j/+1u7ubt79K9//af7r/91OGVteGnuazT3Kheoc80NeTQ3LNgy+Z1/+izuqPtbr7nDD3Ec2fEEH3/dfbGqzjX3ba16nOx5wzQ35NHcsCBjPrttah94l4s39yC1yzb3YOPIf1VbXHNfxp6Brrkhj+aGBaumqLul9utp7nLB5u6ndmJVT7byZHOvCu7J/v706avmZouNda65IY/m5grCDBE/d7zB4MTJPaREQKkFpLac6i5//fp1exRGmnhVcw/O2t7coba7/zQ3+5gMcc0NeTQ3zYtH8+CUyY27LyLJvjgn7TQBnsM5f8HY0tyJKfz4e+k6vc77h4isLe9BbWtuDqe5IY/mpm2rIvtZrrnP2Z21nfku5zX32oXnQTonBvdkqS9e72Rta24Op7khj+ambfHmnszoQWo/1zT3PVP79dy13Vnb3I8Zq/p7bXD/a/R+yrW1rbk5nOaGPJqbtpVq7rngfv5p7vNHZw0N/Y6R0dz//vdz/N9ciy82+mKvpzT3Ym1rbg6nuSGP5qZt+zT32NGzXnXN3c1SzT3332D78O3aQJ9r7sTa1twcTnNDHs1N8waRnd7cz15Pjy/b3+boOW5XzdV2p3ZzD7J7LsHjl43keGJta24Op7khj+bmCgbp3D99cuPJi0fOPXqO20MYw6NvSKYdmrsfzSlHpER6ffDtquDW3BxLc0Mezc3VrG3uQanfsLmbTu1gn+au8Z/m1txt0dyQR3NzNZo73TVqu6O5NTf70NyQR3PTtsmAztjgVs3d+mEkkzS35mYfmhvyaG6aF1/Yjjf3OLWv3dzXS+3XP3dKc2tu9qG5IY/m5grCwm383HiRz+3hGhFw4druvtbcmpt9aG7Io7lhWbsdMDiM5DHlyNuXa3zLNbfmZgeCG7JpbljWYgcMqrQf2ZN/+zCuv5/d78pf5n5P0Nyamx1obsimuWFZWx0wWdvjP0K++MfJ1+b4zvdrQHNrbnaguSGb5oZlTXTA5Jr0OLgj2T3Z3HNnJXZ5wbsW30Zza252oLkhm+aGZSfvgHhqJzb35PYpzR3/b0uFr7qI5tbc7EBzQzbNDctO2wGTtZ2+pD357VxzZwT3oLy7WMy4Xyk0t+ZmB5obsmluWHa2DhgvAMebOFLYtZs71HaIxbUm73v/2+4LzX2B5j7bE40xzQ3ZNDcsO08KjDM0sYb7FbuqyPuXWlXeg9oOsfjf2/x/PnX/9b/uvs0ocs2tudmB5oZsmhuWnSEFsms7/UiSuVMGtb14pZO13V/n7hf2ZHPPfRu+7r5I7HLN3VBzL/5yxbE0N2TT3LDswCl/sjnGRZIe3JMHjUwabPxIaO7ugvFYXBXccxs//jR3ZOPFhfPDa1tzp69zRx6oA5WfkXenuSGb5oZlh0zkkYAY9+JiiKSEeHzlO97ci7W9qrn/e7Pnm3t8bmJ8d/moudtq7rVPHHVeieaGbJoblu08PS8Gwape7DZOL/K1zZ1Y2+nN3T9lssgzmjvUdshHzX3V5k6nzjNobsimuWHZPpNu+gS/thcH248vvtgck829qrazjy2ZjPJHbzl8VW1rbs2dQZ0HmhuyaW5YVnsqXTtbZ/RiPwsyAn0yL9aW4ri5Fwt77qDtfm3PZfdkbWtuzV3V5dNcc0M2zQ3L6s2ReRPw4b2YF9ylmvvx9xsoJzeI16Tm3rm5U4L7Gs2dKDHNTzggmhuyaW5YVnzm2zihHt6LW5p7UqnmXqxtza25C0oM5bn7Ndh4crOz1bnmhmyaG5YVnM+KzI6H9+KW5h40X/gi0Vxzd+em5+PhY6i5r9Hc//nPv/v/daesCuX+/zfemPQrzaa5IZvmhmVFUmD7bNffVXOZOI7FuXCMbzOXEentqLk193bdQ2gQ3KG5+9/Gt9wnlCdvfN6Vam7Iprlh2ZYJr9KU2Vwmpjd3P6wXi7yzKrg19w2bu2zIPqYaehzc8dPDiY8/8T152XG+b7/9q+7pgOaGbJobluXNbfUmxcN7sUhzl/pPc2vu+JNlTv+jJ1P0d1i2uecuuJjgxYdrkeaGbJoblq2d22pPh4f3oubW3E0092P+49sjZ43fmDv4bPhFtZu7G0/NDW3R3LAscW4brIfVc3gvam7NffLm7n7EiVWd3tyLF4zX+dzhIqvKOwym5oa2aG4uoj+xrTp3cOLcxePz0D6p3b+65jJRc2vu3Zp7MYtX5XhGc88leOQokfjRKf0tj33LqeaGbJqbKxiEcvq34evui8ngfkabe+faDlfaXCZq7qabe0tw79zcKU2c3dx5wR3GcO4Ik5TmHo+h5oa2aG6aN7cyPbdBkeYOC1f7z3mvmltza+6Z50ViE+/T3N32/THMbu7JAdTc0BbNTfPizZ14bnpzH5ja/dvQXCZqbs1dtbnX1vCqc8Pv2OnlPR7b7OaeGz3NDW3R3DSvVHPPBffzT3OfobY7h/ei5tbc52nujOXnvHP7V7S4k7lHXcRkc0eGTnNDWzQ3V/BIOHpkcoP05h7bf7brOzYZs5u7RnZr7js391y/Fm/ux99voIxsNjeq4zHsnzJ3R/b8aMUUmhuyaW4uoj9LDU6f3Hh8wWe0vA+P7AHNrbk19/8+EWbuWrpSzR0fz4wx1NxwJZqbK4h09mJzh1MeS4ej7D+9RWjujc3dBc3hwa25KzV3/F5vD/RxqS8OpuaGm9PcNC9e1SnN/fj7DZSaW3OffDA1919PhG3BnXJuOH0uxCuN4dmaW3DDFpqb5mnuJjJRc2vuCzR3yO6MYdTccHOam+YtVvVkYY9P0dyau5XB1Nx/PRGKPpzqDaPmhpvT3FxBvKoTv9XcmruVwdTcfz0RNPdeNDdsobm5iP6xlavOHayIT178qbk195kGU3P/9UTQ3HvR3LCF5oYkmltzn2cwNfdfTwTNvRfNDVtobkiiuTX3eQZTc//1RNDce9HcsIXmhiSau1R2a27NHYnItU80zb0nzQ1baG5Iork193lG8sLN/Tr/59wH/vtE0Nx70dywheaGJJpbc59nJK/d3OlPgY7m3o3mhi00NyQ5VXP/b2q0VoqaW3M7nrvUuB3yiqS5YQvNDUlO0tzhX9UP70XNrbk1t+YG0mluSHJ4c/ePYX3V3Jpbc4cnQgvNnTeAmhuuRHNDkgObe1Db4cTmSlFza27NrbnhtjQ3JDlkhpus7XBWc6WouTW35tbccFuaG5LsPMNFajts0Fwpam7NrbkLNvdY7utNKs0NW2huSLJbcyfOnYf3oubW3Jq7anPHB21yrCZDvGCaa27YQnNDkh2ae9V0eHgvam7NrbnP1tzpg5aX5pobttDckKRec+ctPh3ei003d9dAh4+h5tbchzR3+tgOaG7YQnNDkhoz3JZ/5z28FzW35tbc127uMc0NW2huSFJ2httS22EPzZWi5tbcmltzw21pbkhSaobbXtthP82VoubW3Jpbc8NtaW5Isn2GK1XbYW/NlaLm1tyaW3PDbWluSLJlhitb22GfzZWi5tbcmltzw21pbkiSN8PVqO2w5+ZKUXNrbs2tueG2NDckWTXDPf6oNfVpbs2tucMTQXPvRXPDFpobUqVMcrVTu39FzZWi5tbc12vuxDHU3IDm5rKDoGAAACAASURBVCIeUyLbTJ7V/3byKiKz0W61Ha6uuVKs1Nx52a25NbfmXktzwxaam8sadHPk2/B198VkcD/nm3vn2g5X2lwpam7NPQ7HgZwngubei+aGLTQ3l7VDcx9S2+GqmytFza25B7X9r3/9Z/DfuMLjXa6596S5YQvNzTXFg3twYkZzH1jb4QY0V4qaW3OHXowU9lyFp3e55q5BcMNGmptrym7uueB+/mnuw2u7c3gvam7NnZeP46oeFPbct3NndV+sivKCD0LNDSTS3FxTpeYe23na6zs2GTW35l6bj92YR4I7Htlz546bO+W/UhWuuYFEmptrWtXcz15PP+fL+9jCHtPcmruh5k5p4sf8Infx5h73t+aO09ywkebmgsbFvNjc4ZTx4nf/3J0nuTjNrbkbau7E9s1YBU8M+khtbxlSzQ0k0txcUF5zh0XuyE52nuTiNLfmPn9zrwri+JZzq+DZzd0fec29SHPDRpqbC9Lc5yxFzX235l6bwpHtJ896/JFR3oNh19yLNDdspLm5oPTCHp+iuTX3+UeyieauHdyD8k7Zsr99qSHV3EAizc3VTAb3+PS5bzW35j7/SJ68ufMO9pi7SMoBJ+nNPTfamnuR5oaNNDdXM9fcz78/7C9yqckNnppbc59mJM/c3I+RLc2d0tDpzR0Zas29SHPDRpobUmluzX2SkTx5c4/v4KIdmjs+zpp7keaGjTQ3pNLcmvskI9lWcycOQkqXzxV5vLm7i1caUs0NJNLckEpza+6TjOQlmzsvxFO6vOqQam4gkeaGVOdp7lAYbZVivezW3K03d8HBHKg9pJobSKS5IdUZmrvLiPB1W6WouTX3acdWcy/S3LCR5oZUxzZ3v7bDKU3UjOYuPpKau/jYau5Fmhs20tyQ6qjmHtd2OL2JmtHcxUdScxcf2xabO6LGC5Hmho00N6Tav7nj06fm1tyau9TYttjciy8dZaNcc8NGmhtS7dncKfOi5tbcmrvU2F6suRNfYVZ1ueaGjTQ3pNqnudNXoTS35tbcpcb2bs2d+ArTp7lhI80NqWpPcmv/zVdza27NXWpsNfcizQ0baW5IVW+SW1vb4VJN1IzmLj6Smrv42GruRZobNtLckKrGJJdX2+GyTdSM5i4+kpq7+Nierbnjwa25oUWaG1KVneS21HbYQxM1o7mLj6TmLj62VZv7Aovcr5obNtPcsEKRqW57bYf9tBI0mrvsMGru4mOruRdpbthIc8MK21emC06Wh8eN5j5qGDV38bHV3Is0N2ykuWGFLcdeF58mD48bzX3UMGru4mOruRdpbthIc8MKGVNdjdoOe24laDR32WHU3MXHVnMv0tywkeaGFVZNdfVqO+y/laDR3GWHUXMXH1vNvUhzw0aaG1ZInOpq13a4llaCRnOXHUbNXXxsNfcizQ0baW5YYXGq26e2w3W1EjSau+wwau7iY6u5F2lu2EhzczWPnlXnDk6cu/jchLRnbYdrbCVoNHfZYdTcxcdWc8cJbthOc3Mpg1BO/zZ83X0xGdzPmebev7bD9bYSNJq77DBq7uJjq7njNDdsp7m5lJ2b+6jaDtfeStBo7rLDqLnLju2W8dTcQCLNzXXMhXLk3EFqP5Ob+9jaDrehiaDR3MWHUXOXHVvNvUhzw3aam+sIudyZPHfuxP4XkXYPO995wpt0eNxo7qOGUXOXHVvNvUhzw3aam+sY5HL8wJLBiWubu2/nya/v2L7R3EcNo+YuO7aae5Hmhu00N9cRX9uON/fz7wXyufI+yQp3oLk1t+bePraae5Hmhu00N9exsbnDKePF7/65O091cZpbc2vu7WOruRdpbthOc3Md25s7LHJHdrjzVBenuTW35t4+tpp7keaG7TQ316G5zxk0mrv4MGrusmOruRdpbthOc3Md8eZe/PapuTV3I8OoucuOreZepLlhO83NpcQXthMTXHPXi0XNXWQYNXfZsdXcizQ3bKe5uZrHH/FzFw9EmTsWZeepLk5za27NvX1sNfcizQ3baW5Y4VTNfXg1au6jhlFzlx1bzb1Ic8N2mhtWOE9zd7dEc2tuzb19YDX3Is0N22luWOEMzd3FYvi6iabR3GWHUXOXHdjs8UwcwBrNHVf8ZUdzw3aaG1Y4trnHs6nm3tLcJwlEzX34wLbY3CmvFQWjXHPDdpobVjiqueemSc2tuTX39oG9XnMnvqSkR7nmhu00N6ywf3PHF6U0t+bW3NsH9obNnfjKE2hu2E5zwwo7N/fi1Wluzb3PoGnuuzX3gOaG7TQ3rLDbVBdf3u5v1kTTaO6yw6i5yw6s5l6kuWE7zQ3r1J7tEms7bNxE02jussOoucsOrOZepLlhO80N69Sb7VbVdrhIE02jucsOo+YuO7Cae5Hmhu00N6xTY7bLqO1wwSaaRnOXHUbNXXZgNfcizQ3baW5Yp/hst2WHmltza+7tA6u5F2lu2E5zwzoFZ7vs5e3+HppoGs1ddhg1d9mB1dyLNDdsp7lhnSKz3fbaDvtpomk0d9lh1NxlB1ZzL9LcsJ3mhnW2r0yXXSlvomlqZ7fm1txbBlZzL9LcsJ3mhnWyZ7uytR322UTTaO6yw6i5yw7s2Zo7HtyaGxqluWGdvNmu0hypuTW35t4+sJp7keaG7TQ3rLN2tquxvN3feRNNo7nLDqPmLjuwmjtOcEMRmhvWSZ/tqtZ2uIommkZzlx1GzV12YDV3nOaGIjQ3rJMy2+1Q2+GKmmgazV12GDV32YHV3HGaG4rQ3LBOfLbbrbbD1TXRNJq77DBq7rIDW7W51wa35oar0txcymPG3DaTF+9/O3kVczPTzhPhq+bW3Jpbc9enuaEIzc2lTFZyZIPJwu6+mNvV5Gy38/J2/3qbaJoTNncXQ2cIRM19+MC21dz7v9RobihCc3Mp+zf3UbUdrr2JptHcZYdRc5cdWM0dp7mhCM3NpcSbe+5YkckvFpv72NoOt6GJptHcZYdRc5cdWM0dp7mhCM3NpYRcDsbnTl5k8EWk3cOed572Jmluza25tw+s5o7T3FCE5uZS4p1dtrn7dp4Cg8P7Jju7NfeWMdTcZQdWc8dpbihCc3MpiVU9d5H+6vhceZ9khTtodKlbc28Zw9M29xnGM2NgNXec5oYiNDfXl97c4ZTIRTT3xl7U3NvHUHOXHVjNHae5oQjNzfWtau6wyD13Ec29sRc19/Yx1NxlB1Zzx2luKEJzcykbjy15am7N3cIYau6yA6u54zQ3FKG5uZTFqp4s7PEpmrteL2ru7WOoucsObHPN3dntRUZzQxGam6uJV3Xit5q7Xi9q7u1jqLnLDmxzzR2e+xEFX2Q0NxShubmg/sSz6tzBivjcxQtOZluEe9FE1lRt7rzsPnz0ssdQc5cd2EabO/H1YXuRa24oQnPDOidp7v5aVxNZo7kLjqHmLjuwl2zuxReQ9CLX3FCE5oZ1Dm/uwaSouTW35t44sDds7pQXmUBzQxGaG1Y7Krsnl6A0t+bW3BsHVnPHaW4oQnPDaoc099yVam7Nrbk3DqzmjtPcUITmhtV2nvMml7f75zaRNZq74Bhq7rIDq7njNDcUoblhtd3mvHhth22ayBrNXXAMNXfZgdXccZobitDcsNpu72FK3LKJrNHcBcdQc5cdWM0dp7mhCM0Nq9We81btX3Nrbs29cWA1d5zmhiI0N6xWb85LX97uX6SJrNHcBcdQc5cdWM0dp7mhCM0Nq9WY8zJqO1ywiazR3AXHUHOXHVjNHae5oQjNDasVn/O27FBza27NvXFgNXec5oYiNDesVnDOy17e7u+hiazR3AXHUHOXHVjNHae5oQjNDasVmfO213bYTxNZo7kLjqHmLjuwmjtOc0MRmhtW2z7nlV0pbyJrNHfBYdTcZUdVc0cIbihFc8NqGw+/Ljtlam7Nrbk3jqrmjtDcUIrmhtXy5rzitR1220TWaO6Cw6i5y46q5o7Q3FCK5obVMua8etOk5tbcmnvLqG4ZTM0NpNPcsNqqOa/S8nZ//+fPGs1ddhg1d8FRPVtzx4Nbc0O7NDesljjn1a7tcC3nzxrNXXYYNXfBUa16YInmBgLNDastznn71Ha4rvNnjeYuO4yau+Coau44zQ2laG5YLT7n7Twjam7Nrbm3jKrmjtPcUIrm5uK6rpo8MXJW/9vJfc7l787T4avm1tyaW3PXpLmhFM3NlXXFPOjmyLfh68kL9jcbh+/+tR2u+vxZo7nLDqPmLjiqmjtOc0Mpmpsr26e5j6rtcO3nzxrNXXYYNXfBUdXccZobStHcXNYgoMdfR7ZMbO4Dl7cDza25NfeWUdXccZobStHcXNNcZ6c391xwh3MPr+2O5tbcmnvLqGruOM0NpWhurmmf5u7bcxbsa7S5i2e35tbceaPaYnPv+ZqjuaEUzc0FPRKO2I5sEIJ7rrxPssLd0dyaW3NvGdWqzb02uFetc0/+8l+8yDU3lKK5uZpxJa9q7nDKY7T43T+31HxWxIGho7kPGUbNXXBU223uxZeFIkWuuaEUzc3VRKaZZ1pzD7bU3AVjUXMXGUbNXXBIr9rciy8aiUWuuaEUzc31PVaucy829/NM2X1sOGruQ4ZRcxcc0ns2d8qrSkdzQymam+ubTOq5b59NNXd3MzS35tbc2UPaVnPv/8qjuaEUzc31rWrucWqfs7n7/wSsuTW35s4eUs0dp7mhFM3N9U2uZAeRjSc3CGftPPP1PUZ/CPP8ZaO5Cw6j5i44pJo7TnNDKZobchzV3P3l7f6J5y8bzV1wGDV3wSHV3HGaG0rR3JBj/5lvsrbDWecvG81dcBg1d8Eh1dxxmhtK0dyQY+eZL351mltza+7sIdXccZobStHckGO3mS+yvN3f5vxlo7kLDqPmLjikmjtOc0Mpmhty7DPzJV6L5tbcmjt7SDV3nOaGUjQ35Kg986Usb/c3biJuNHepMdy5udPD8STjuWpINXec5oZSNDfkqDrzrd255tbcmjt7SDV3nOaGUjQ35Kg0861a3u5fqom40dylxlBzFxxSzR2nuaEUzQ05is98ebUdLttE3GjuUmOouQsOqeaO09xQiuaGHGVnvo1709yaW3NnD6nmjhDcUJDmhhylZr4ty9v9nTQRN5q71Bhq7oJDqrkjNDcUpLkhR5GZr2C4NxE3mrvUGGrugkOquSM0NxSkuSHH9qNBCs6dmltza+7sIdXcEZobCtLckGPLzFd81tTc2c19kkzU3AcOqeaO0NxQkOaGHHkzX9nl7f5um4gbzV1qDDV3wSHV3BGaGwrS3JBj7cxXqbbDzpuIG81dagw1d8Eh1dwRmhsK0tyQY9XMV3ua1NyaW3NnD6nmjtDcUJDmhhyJM1/V5e3+tTQRN5q71Bhq7oJDqrkjNDcUpLkhR8rMt9vsqLk1t+bOHlLNHaG5oSDNDTniM98+y9v9q2sibjR3qTHU3AWHVHNHaG4oSHNzZY+eVecOTpzcYG6W2nlSfNXcmltzX6W548GtuaFpmpvLGoRy+rfh6+6LuV6fbN/9g/tVc2tuza2569DcUJDm5prmQnlug43NfVRth2tvIm40d6kx1NwFh7S55h6r99qiuaEgzc01xZs78dzE5j6wtsMNaCJuNHepMdTcBYe0ueaefAWo1OKaGwrS3NxIRnNPbtk/9/DgftXcmltz37u5I68MG3Ncc0NBmpu7eMwfWDI4cW1zl11YyqC5Nbfmzh7SCzd3/EUjJcc1NxSkubm4MJEMTpzccvJSc+V9VGGPaW7Nrbmzh/SezR1/PQk0NxSkubmL9HXu/imP+cNRNHdeL2ru7WOouQsOqeaO0NxQkObmRiIBPT4xLHLPXeQkzd39YtBE3GjuUmOouQsOqeaO0NxQkObmmuJVfZnmDrfhwNbR3Jpbc2tuYJHm5poWq3qysMennLa5u+Xt/rfnjxvNrblPOKSaO0JzQ0Gam8uKV3Xit+ds7vFVa27Nrbk1d3GaGwrS3FzZo2fVuYMV8bmL7zn5dQbL2/3Tzx83Z2vuLonOkImaW3Nrbrg8zQ2Z9m/uyDVqbs2tuTV3cZobCtLckGnPyW9uebu/wfnjRnNr7hMOab3mXhvcmhuuTXNDpt0mv5Qr0tyaW3Pv2dw1Frk1N1yb5oZMO0x+i8vb/S3PHzeaW3OfcEg1d4TmhoI0N2SqPfmt2n+LzV02uzW35tbcxWluKEhzQ6Z6k1/68nb/IuePG82tuU84pJo7QnNDQZobMlWa/PJ2q7k1t+bW3GUJbihLc0Om4pNfxvJ2/7LnjxvNrblPOKQNNbdFbmia5oZMZee/jXvT3Jpbc2vusjQ3lKW5IVOp+W/L8nZ/J+ePG82tuU84pJp7juaGsjQ3ZCoy/xUM9/PHjebW3Gcb0uyR1NzAWpobMhVZnC4wMf7Z1cnjpnZz52W35tbcmnuO5oayNDdk2jL/FTmeZLDDk8eN5tbcJxxSzR2huaEszQ2Zsue/GhOn5tbcmltzl6W5oSzNDZky5r/iy9v9PZ88bjS35j7hkGruCM0NZWluyLR2/qs6X2puza25NXdZmhvK0tyQKX3+q7e83b+Kk8eN5tbcJxxSzR2huaEszQ2ZEue/faZJza25NfcdmvvrSL1XFc0NZWluyLQY0zssb/ev6+Rxo7k19wmHtLnmHj/3xxVeKsc1N5SluSFfJKl3/lfgY1snO7s1d94Aau5SQ3qB5o7Y2OKaG8rS3Fzc44/4ueMNBidO7mFyCtxzebt/pefvG81dagA1d6khvXZzz0lcGtfcUJbm5sri0Tw4ZXLj7otIso/bt8ikuJbm1tyaO2NI79ncc68hY0Veh4GOZxSXtSqyn5ub+5Dl7f61n79vNHepAdTcpYZUc0deUra/CAN9nlRcVry5544VmfxisbkPrO1wA87fN5q71ABq7lJDeqrmjge35obWeVJxI3nNHZl7wr/A7jYRRibI8/eN5i41gJq71JBq7rnXk6IvvcDzqbm5j/iBJYMT1zZ33z6T4mCC1NyaW3NnjKfmnnw9Kfe6C/yXpxa3MJ5F4s39/PsDT+bK+yQr3K/WuTV35eZOzMczDKbm3vh6UvSlF/gvzy6ubzGvIyf2a3vy3NpT4OIEGb5oInE0d6PN/Tr7uRaaW3MDSTy7uLi5KSSlucMi99xFDmzurnj63zaROJq73eaOPA77Dh9Mzb3lVaXAay4wwxOMK4tMIU039/h6NbfmPqS5T/U4vHZzC25onecYVxafRSYLe3zKqZp7sLw9OOv8iaO5NfepxrOV5hbccAGeZlzW4iwSb+5xah/e3PGr09yaW3Nfsrl3eJ1Z29zbt1f53JAHPZf1mBLZZnzWYLPJq6g9F/YnxcUNzp84mltzn2o8Nfdr1iL3GZp77hV+8vS513DYk4cg5NunubvZImWz8yeO5tbcpxrP8zf3CYP7ubKY5xYs4hcpEs06m1PxcIR8OzR3E7mjuTX34Q/CSzb3OYP7uUtzr75NdXYCBXlEQr4dZsRVG58/cTS35j7VeJ65uff5lT77pW/tlnNL15Nr2In7n9vJ4v7hEB6FkK/epNhNEmsvcv7E0dya+1TjedrmPnNwP7Oau8b+50p9fHHNzRl4FEK+SvNi3m41t+bW3Ndo7pMH9zP5eOvBiXNXGknn+EK15qYtHoWQr/jUmLG83b/s+RPnVM39+PMnzRtqRM2tubfbHqApe3j8/fcNIpeaTOeUbk6M9blkh515FEK+slPjxr1p7lURGUb7DJmoua/a3H83X1Jz1w7u172ae3LLxOXq9DqfDOuUXof9eRRCvoKz4/Zdae7EiBwM9RkyUXNftbkHgzOz/vrf5m4iuJ+Vm3v79WpuzsmjEPIVmSBLTbSaOyODjh03zX34eO7Z3JFBC9Kf73lKpWfB5l51k+IbPxxbwrl5FEK+IovTBSbSP7s6f+Ic2NxzTXOGTNTc12vuHQJ6rYLduWVlekuFxy/7cGwJ5+ZRCPm2TKvFl7U0dySDIkN9hkzU3Jp7B9dr7udMZ2tuzsmjEPJlT6s15mPNPZdB8dE+QyZqbs1dW9noLNXcc/uZvNTkxnPNPZZ4g6Eej0LIlzetVpqMNfc4g1L+MeEMmai5NXdVxYuzdnM/Ez6ce3L7tdcCe/JAhHxrp9WUBMymuQcZlDjUZ8hEza25q9oSnZNrxnGDi8d3nn3DBrcwvlvZzRl4FMImq3Kk4qTabHOPFYnItjJRc2vueo7NzcefP3CzNtZT9jxZ23P7kd0czkMQNkmZWbtpYIeZ9fyJMy6eueHKaPEug9aO9hkyUXNr7kqEJpyHZyNssjiz7jb1Xqa5I3cw3uJ5v9ucIRM1t+auQXDDqXhCwibxmXXPebfF5l6b3XN3PGhr3Jpo7uaCW3P3fyJHv0AC/+UJCZvMzazZCbhlfj1/4tRo7nbH7fzN3dxROpq7/+M4+tUR+IvnJLcQmX76q6STZ8V3MjmzHjLdau7mxu3kzb32R3OGkdynuYv/ulKc4IYT8rTk+iZ7Opw19234+vHnffdzexhMdUfNtZq7uXE7c3Nn/FzOMJKa+1Vww1l5ZnJxc2vY4dy5bzOa+/CVrfMnjuZuornzfihnGEnN/aq54aw8M7mFucNCIieube47t6PmvlJzZ/9EzjCSd2vux5QyL5pAaZ6c3MLG5o5MY2Ge22F+jfj69avmznOGUjxPc2/5cZxhJO/W3OMfQYnXS6AKz09uYYfm7ttzlv369evXr19frXPnOkMpnqS5N/4szjCSd25uwQ0n5ynKLWQ09/PvY8HnyvvYZOxqu6O5sx0ei2do7u0/iMOHUXOXe8kEyvMU5RbymjucMl787p+788wa9IP7VXNvcHgsHt7cRX4Khw/jnZtbcMP5eZZyC9nN/fj7DZQnae5wPMlg0j1/4mjuUs3dKdLcpX4Ehw/jbZtbcEMTPFG5hSs197i2O5o72+GxmNHc4ZZPSg/HguN/+DDes7kFN7TCc5VbmJuWJgt7fMp5mnsuuF819waHx2J2c0fu0WKLd6dcaRg1N3BmnqvcQl5zj1P7wOaePJ5kMPWeP3E09z7NHbmnfSUH8QTDeJ7mFtzAmKcrtxCZmfoJErnU5AbPvZo7XtsdzZ3t8FjcrbmrOnwYT9LcghuY5BkLm+wwv6YEd6fF7D5DPh4ei5pbc2eM9tEvfsA6nrSwSdX5dfF4kgHNnefwWNTcl2nucy5yrw30+D/6AXk8i2CTelPsqtruaO48h8ei5r5Gc58zuJ/naO7HlLnTw7lwJR7TsEmlWTYjuF81d67DY1FzX6C5Txvcz5XFPLnx2j3kFbPO5to8vmGT4hPt2uNJ+jR3c+Omua/R3Hv+RE7e3GH1Ov0a114FNMpDHDYpO9dm13ZHczc3bppbc68d5LyXqbVbRg75iCxj9y8+ee7kTtL3D03zsIZNCs61G4P7VXM3OG6a+8DxzAvucXOfPLifWc298VpSFssjga65uSQPa9ikyHS75XiSPs3d3Lhp7tab+/zB/ZxftJ7crP/t3N4WT9fcMOZhDZtsn3GL1HanueY+STseHouau9Hm3vMHUWoFOr5NdnPP9XTKNim/D8AFeFjDJhsn3YLB/dpac58nHA+PRc19VHPnZXfX3K0E93PDsSUp6Zx4yjN6PHf2DYaGeFjDVnlTb6njSQYT88krp986Ze/7FofHouY+qrm7mz12qubeHqBVmzuxy9OvdO3FoRUe1rBVxtRbvLY7TTT3CXvx8FjU3Ac299x9iYT4nr80FqnPgs09eUpEynWtvSA0ysMatlo7+1YK7tcWmlssau7zjOfaYewXYZURnLnSIq9R2VsuVnj6Nc7tKqXs4QI8rGGr9Am4xvEkg+n5zJVzzlJ8PUEsau4mmnt/pdLzJM39nOlszc1NeFjDVokzd9Xa7py5uc/cN4fHoubW3GMFu7NUc2/Zz+D0wW4dW8IdeFjDVikz9w7B/XrW5t753+IzHB6LmltzD5SNzvM0d3+DuT0Lbq7KIxu2is/ctY8nGczTZ6ucM2dNcHgsam7NPZDdnZNrxnGDi8d3nnerxrcwvlvZzSV5WMNWkZl7t9ru9OfRM1TOmZum7/BY1Nyau+/A4nz8+cs4a2M9Zc+TtT23H9nN9XhMw1ZzM/fOwT0wOUfuWTmnDZqxw2NRc2vuQGvCVXluw1+LOpNn9b+dvPhg1tzzeJJV6oX4oHLOWTNzDo9Fza25O4IbLszTm7sb/1vn+OvHn39vndtDf9Y8Z21HFKnwUDndHo6+T+scHouaW3N3NDdcmKc3d1e2uZsL7kkZy+Fd5ZwwYlIcHouaW3O/Cm64Os9wbm3uWJHJL+LNfdrjSUqJh3iLy9vB4bG4qrlPO86HD+PawTzVSApuuDxPcm4tvbkjM+Lj8bh2bUf0+/vo25Lv8FhsNBMHDh/GdgdTcMMdeJ5za6Wae+zoSZwVDo/FRo+FGDh8GDU3cGae59xavLmff3+mbLy8B9vr74YcHospmXj+B9Lhw9hocwtuuAlPdW5tsbnDKePF71XXIsTP7PBYXMzEJh4whw9ji80tuOE+PNu5tZTmfvz9BspSc6QQP4/DYzGeia08MA4fRs0NnJlnO7d2YHPP3R4hvr/DYzGSiQ09AA4fxpM39+Szu96LCXA2nvDc3WRhj0/Zp7knCfHaDo/FuUxs6wd9+DCevLnHw7XzKwlwLM957i7e3OPUPslMKcQLOjwWJzOxuR/o4cPYUHOf5GUE2JOnPfzVr+OzBpvte9PWEeJ5+sN1kkxs8QenuVeN1dGvFsDePO3h4oT4KpPDtXMmNvoD0tzpA3X0qwJwAM98uKMzhHhDZVk7xPuZ2NCwDGjuxFE6+tkPHMOTH/hfO4d4u3HZmRyuvO4Mmdj0mGjulCE6+lkOHMbzH4ipF+JN92VERoh3mdj6gGjulCE6+gkNHMbzH1itSIi3npirxEO84G8yB9Lci+Nz9BMXOJKXAKCMtSF+gcrcqPg/HRyrFOlIXgAABWRJREFUreYW3MDOvAoAFUVC/BqhSdBQcwtuYH9eCIC9FTk0hbPR3JGROfo5BxzPCwFwCkK8da00t+AGDuG1ADgvId6QJppbcANH8XIAbcue1NutASF+Tudv7pMH9/bt231Swx14fkLbbtjck4T44U7e3Ps/Hlps7snn0dzp4VwghWcLtE1zRwjxPZ25uc8f3M+VT8nJjRf3UKSY7/DSATV45kDbNPdaQrwSzd0firxH5saN43vIy/SN2wOBJw80I/LPu/Hlq/S59rYTqhDfrj90p2ruJoL7uebZF7ZMfx2I7Hz8cjG5k8XXGSDOEwaakZ3OmjuPEM82Hrejmnv/H9mezV1k5/GXi35zb78ZcGeeMNAMzX0GQjzP5LjVbu6GgnvuoTVZuo+EBezsgtfcUIknDDRDc5/WsSHebvTXqPDQ3G0F9zPt2ff48ykii5dKvDGLJd1v7sXfB4AITxhohuZuy24h3m5zj22v8K65DxmTHZp7csu1z+V4NM+F9WKdA3GeMNAMzX0BNUL8Ss09NjliJ2zu7c+d3Zq7yJWuuizw1NzQkMn4mDO44OTeEk+kto0hfu3mnhSp8CK/xmTcniIPg7wtU2o4svP49T5669zx1xkgzhMG2pYy7WnuFqWH+A2beyzv15VSV13qJ569ZUaFJ16239zp+wTGPGGgbZr7ViZDXHMf62LN/ZzpbM0NG3nCQNs0Nyr8QAWfMqWae24/Ga8Dg92OJd5g4Km5oXWam0lCfAdlny+1m/s5/5kk8e3XXgswyXMG2pbY3Ol2uM2NiqfMnrckmxAvaMsPfdVTcvzEjF91kUdjypW28rCHk/CEgbaZ9hJNFsyqXz8u0NyThHieA3/ojz9/GWdtrKfsebK25/bT9CMfdubZAtzCY+qfxVcVw1Wbe5IQj7veTxyozasGcAvZzR1ZO9y+rNgWId659k8ZqMQLB3ALk52dF0/jXeUtnF/D3UL8hj9ioAivHcAtlGru+Hq5IOtcOMT9iIE8XjuAW3j8edvZ4MQ58f0MvtbcKS4Q4n6+QDYvH8AtzDX3+MTJUyZPXxXrTGooxP1wgS28ggC3EDm2JLG5I5tZ5y7rJCHev1I/WWAjLyLALWxs7sllbM29p/1DXHMDBXkRAW5hnNqTXzznE3wc6Jr7cFVDPOzKjxXYzusIcAvZzR3ZWHOfU6kQ7y7lZwoU4aUEuIXFQ0rmjjOZ3EM4ZazkjaacjBD3AwUK8moC3EJI6siadDywVuU4TYiHuOYGCvJqAtzC3BEjg1PywlqZXYB/tQCq8oIC3EK8ucdHnizuIfEsAHhqbuAm5qp6cjlz7sSUnd9c9lAYQ+DavMYBUIzmBpjkNQ6AYjQ3wCSvcQAUs5jOk29VjNvnlgNU5bUMgBy6GSCd10EAckyWdPqJALfidRCAHBub29I4cCte1ADIsb251+4coF1e1ADIobkB0nlRAyCH5gZI50UNgBwbP7fE8dzArXhRA6CY7FYW2cC1eY0DoJhV6dzfeO5rgGvwugZAMem5PNgy/i1A67yoAVBMYiuPN0s5BaBdXtEAKGYxlCNvqUzfGKA5XssAKCYjkX1QCXAHXuMAAKAuzQ0AAHVpbgAAqEtzAwBAXZobAADq0twAAFCX5gYAgLo0NwAA1KW5AQCgLs0NAAB1aW4AAKhLcwMAQF2aGwAA6tLcAABQl+YGAIC6NDcAANSluQEAoC7NDQAAdWluAACoS3MDAEBdmhsAAOrS3AAAUJfmBgCAujQ3AADUpbkBAKAuzQ0AAHVpbgAAqEtzAwBAXZobAADq0twAAFCX5gYAgLo0NwAA1KW5AQCgLs0NAAB1aW4AAKjr/wfDrQC7fsXABwAAAABJRU5ErkJggg==)
複勝払戻率 |
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|
|
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中山 |
阪神 |
中京 |
上位3頭 |
84% |
92% |
72% |
上位4頭 |
76% |
98% |
77% |
上位5頭 |
89% |
87% |
71% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
中京 |
上位3頭 |
83% |
90% |
38% |
上位4頭 |
68% |
101% |
54% |
上位5頭 |
93% |
83% |
53% |
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