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ufz+tMW09Jvfx8/iUwk9eQJ6+hAnld5W/zDWMzSTvJ63InKzxzl8N5nWlred2avIY8eQ0VyGt5PSkc631cXhfKZPR/P/+dPq8+CsN9lePRtp7nmS8IkdeNyGvIk9dQgbyW14VhPRk1r1Myeb0s7HD6rhxfVvXq9ks2wsvIa8iT11CBvH55Xu99je/M66Yfy6oOP96wEV5JXkOevIYK5PVr83rXoPVMXsvrR5PXkCevoQJ5/cK8PhbWE3l9fV4XuntVPYO8hjx5DRXI61fl9fkOk9fdjl6r8BLyGvLkNVQgr1+S17XSSl53m9flr+jNFS6vIU9eQwXyevi8rltL8vrpeV3+wocMcXkNefIaKpDXA+d1i/qR1y/J63LPqnB5DXnyGiqQ16PmdaMnL6/l9TGdVLi8hjx5DRXI6/HyummmyGt53VTrCpfXkCevoQJ5PVJeXzD+J6/ldQ8OV7i8hjx5DRXI6zHy+pp/WP/1tLw+P/Aprx8tfPflNeTJa6hAXj89ry8L60m3eb1aCWFX/fnn39NH4cDnbJXC0dvy+hG0NWyS11CBvH5uXl8c1pM+83q5KuaYXib18svU9NWUA/Etrzsnr2GTvIYK5PUT8/qWsJ50mNer3k118968Tt1x1e7nm1teX0ZewyZ5DRXI62fl9Y1hPekwrydhJeej+UxeZxYlr3smr2GTvIY67jp/y+u9eng+HeZ1OG4dTd7C6eGYdPS6kehd5s1GXvdJXsMmeQ11yOv+8/r2QetZV3m9zN8LRq9TkT09jeVmI6/7JK9hk7yGOuR1z3ndT1hPOsnr1LjyBXn9+f0K7HC7ktfdktewSV5DHfK6z7zuLawnPeT1J3DgEupaeR3dbOR1n+Q1bJLXUIe87i2v+wzrSSd5Hb65GRXzenVBiLx+FnkNm+Q11CGv+8nrnsN60mdeT+9vdOKm1Ah3ZoZpW0ptUfK6W/IaNslrqENe95DX/Yf1pNu8PrNhFMZ36mJref0U8ho2yWuo45bz95Qp8npeG9c80HlhXi9jNDoxOsNqztWU6O3lxCs3m6XCzUZe90lewyZ5DXVcfP6ec0pe/3rOoPVslddhGf+vRD8/5o/5y1R2l+f4r8u3nL2bkLzulryGTfIa6rjs/B0dp+ytjS7L68eF9SST18uqTuX16mOavvzuckomu+U1B8hr2CSvoY4Lzt+plHxnXvcT1oWjxUvRvJ7DumJeR+8irzlDXsMmeQ113DhG+7a8vjGsVwGdGRjOm/M6uqhoCufbOtXi4b3mDJXXHCOvYZO8hjoanb9LUvI9eX1jWP+KXcLx199///X33/ON1MdqhpL+Lhy9/gQj1pmB7WnJy+KU1xwgr2GTvIY6qp+/y1PyDXl9b1jPz2G+sYzmA3m9vLFaWrS/M3kdnTO8RCSsz/fk9e1bzmDkNWyS11BHxVP43pQcO697COvJ3KlhJa++VVjbc1in7riZ1yVj21N3ymtqkdewSV5DHTeO0Q6c112FUTjAHA5OZwo7muCfYOh6OfN/f/7878+f4RD1SupKkpm8vnvbGYq8hk3yGuo4GZHHwnq+e29tdD6vz6yQ6uYsXiZyqqQzhZ2a4fP7VSJzWK/yelWTy9tRy76MRqe85gB5DZvkNdRxY0QOltd9hnV5Ru/N61W4L8N6zutdoVnyq37ymsPkNWyS11DHjRE5TF53Fda/sn93L7yEenNwOvPlHNbyWl73T17DJnkNddwYkQPkdW9hPfl8Pv/v+50/ll9myjuV49G8XoW1vJbX/ZPXsEleQx03RuSj87rPsJ6s8npZ1eXTN3P8t4wO2lpey+veyGvYJK+hjhsj8qF53XNYT8JcrvuR6ml5vTev8y+2883sceQ1bJLXvMXnE9/a50HEkunLL8NvRU9FF0TkE/P6EcUjr+U1IXkNm+Q1rxAN6G86l6O3pxvLz6tFrU5Cl43OPiuv+x+0nslreU1IXsMmec34MuPT0S9Tc5bn9cUF+ZS8flBYT+S1vCYkr2GTvOYtKuZ1aiD8100FeXEn7S3s+cebi1fLefJaXhOS17BJXvMW0SaOfjcT4qmh62/6T0NccLbrPK9Tl1/3T17La0LyGjbJa94ik9epYez8DOHEu8528roReT1MXt/1o++Q5DVskte8RSqvN2P6GxvbDgtbXstred1tXqfe302XbnAPIa9hk7zmLaJ5XThRXstreT1eXhduAxJ8RV7DJnnNW5SMUke/Fb0d5vX3vsKW143Ia3lduJ28qsLlNWyS17xFNK9Xot9NLSS6wFvOdvK6EXktrysaJsHlNWyS11CNvJbX8lpen9F/gmtrKCGvoRp5La/ltbxurSTB271keQ0l5DVUI6/ltbyW151olODyGkrIa6hGXo+U11N/yGt5PbADCS6voYS8hmrk9Rh5PVeFvJbXrGpbXkMJeQ3VyOun5/VquO7peb0irzlPXkMJeQ3VyOtH53X4JB+a11NM//33X6uPMLjlNXvJayghr6Eaef3QvI5eY/rrUXm9jOZUWIcT5TV7yWsoIa+hGnn9uLxOhfX83Ufk9TSDvJbXF5DXUEJeQzXy+ll5vfmsHpTXy3pelfT0pbymCnkNJeQ1VCOvn5LX+UHr5WxPyeuwp+W1vG5BXkMJeQ3VyOv+87owrOeZO8/r8IKQ1Ei2vKYKeQ0l5DVUc+NZ/MpUemhe7wrr+S4953VY1auB6swVI/KaY+Q1lJDXUI287javjz2BbvN6NUQddnPqL/HJa06S11BCXkM18rrDvD4waL28b4d5HUZz2M2Z5pbXnCGvoYS8hmrkdVd5fSas5yX0mderJUWDO5/g8ppj5DWUkNdQjbzuJ6+rPOJT8npZ2KlHiwa3vGYveQ0l5DVUI697yOvzg9bLRT0lrw98yGsOkNdQQl5DNfL63ryuGNbzAuW1vGZJXkMJeQ3VyOu78rp6WM+LldfymiV5DSXkNVQjr2/J63YLl9fymhV5DSXkNVQjry/O60aD1svly2t5zZK8hhLyGqq56yx+8V+B6CGvW4f1/CjyWl6zJK+hhLyGaq4/i8+V+aq8vmw9y2t5zYq8hhLyGqq58iy+Gr59SV5fM2i9fDh5La9ZktdQQl5DNdecxaOJOXxeXxzW84PKa3nNkryGEvIaqml9Fs8k5th5feNF7fJaXrMkr6GEvIaaGp3IN8duR83rWwatl48ur+U1S/IaSshrqKnFibxkmePl9b1hPT8HeS2vWZLXUEJeQ011T+TliTlSXvcQ1hN5La9ZkddQQl5DTbVO5HsT81l5/Qksv1VlBVYhrx+d1+Fm1tXW9VDyGkrIa6jp/Pn7WAQ8Ja+nV/fnf378+Z8fc/Esb2fMS1i+6pNre3Otyutn5fVyg/n777+mj5KtK5XgV25vjyCvoYS8hprOnIDDU/uu+/aWR6tUmkt6buvo7cwMu6qoCnn9rLyeP09tvSzs5Udq+q4Qr76xPYW8hhLyGmo6dt49f8LuP6+XxRz29GpKaobw82qeug0krx+X15/fB633tvVqhuWU1R1fG9zyGkrIa6hp71m21on5bXkdzhDt7PNrVV4/K683S/pYXmfuNc9wfi9+BHkNJeQ11LTrLFvxlNx/Xi+b+HBeZ4aul2H94//++PF/Ff5ehLx+UF4vUzgTxJvTo42eudfn8/n587/yGliS11BT4Vm2+nBX/3ldZfQ6Opi9nDiFda28/tW4sOV1xbxOlfGuts6PeYfLn9+lT8JqW4refhZ5DSXkNdS0edasHtbzYjsspEZ5/QmuwF4OWsvrV+X1cqD6TF6vpNp6+VjLd+nz+UxzzzfmL0uc31Cvoa2hkLyGmjJnyqbn0TfndRjW8voleZ3v6fK8LrnX6vPqXcrk9fLG8vMT+1teQyF5zbt8PvFtfj6NlUxffhl+KzwnXXCC7D+vMwEdxnRmhmWjZ9paXg+f19EM3VXbJXn9+X1ofHqU8F1aVXUmr1Nzzt/98fmx/OgqvuU1FJLXvEg0oL/pXI7enm4sP68WtYqza05+j8jrlExVp2aYv5Vqa3n9hryOvqhNu0a4P79flv2JtXWY1/Njhan9SYf49F6v2jq8Pd1YfV45v+VHyWsoJK95i/nEE06PTslPz8wzZ1m7k1zo4lQqLKRlKv31x39XHyUllP/bIPmPKuv/I68fldeFL3xTdFQ78y59tkav85E9bwmfWE+vpoSfw9Hu81t+lLyGQvKad6mY1+EM30XENzq9pTwxr0s+wu4pCetlXq/uvnetyuvx8vpYguffpcK8/gRXYE8LX77X5XkdnWH1P8PXPRbJaygkr3mX83mdmeG7yOt2Z7iozvP6TGGvantXXn9i//Rf+AZ9/q1zef3CvA7XVWFeR3s6ldfhBlCS16mh66mtp7xebcl55ccZeQ2F5DXvUiWvM7NdUNJR8jqa12FYp36bLWNOYXktr8/k9Wqe6LtfmNfRweyprcO8Ljl6FMa3vIZC8pp3qZXXn98vFFlOr9fM+06QHRbSI/I6nC38SxGp5pbX8nrO64xoaqfe68K8TrX1gbzePLbM5DUUkte8y6h5/esJ/3HjjXn9+f3/BNmV16m/L3G+tuX1SHmdf6NXMu/13ryetMvrJXkNheQ17xJG8zfWzYW35fUAeZ2q7c9i9Dozs7xusfFstvWz8rr8ff/ELv/I/5G+qaflNXRFXvMu0bz+Nv5vZa4hr1N5Hd7IhHKY2tF7TTMfSCt5La/zeZ0Sveo6bGt5DT2Q11CTvO4tr8Mx7MLR60xkr2JLXsvrinmdeb0rq6qW19APeQ01yesO83plV15/fr8CezloLa/l9ZV5Hb58eQ3dktdQk7zuLa/zI9OZX22M5vX5tJLX8lpew/DkNdQkr7vK65Kh60xefxYXbUfHreW1vJbXQEheQ03yuqu8DiNpU/T3Had+qpJW8lpey2sYnryGmuR1z3ldUlErBfUrr+W1vAZ+I6+hJnn96LzeG1XyWl7LayAkr6EmeS2v5bW8ltfwcvIaKrursOW1vO4/rwu3HHktr+HR5DVUJq/ltbyW1/Ia3kxeQ2XyWl7La3ktr+HN5DVUJq/ltbyW1/Ia3kxeQ2XyWl7La3ktr+HN5DVUJq/ltbyW13flddPjj7yGQvIaKpPX8lpey2t5DW8mr6EyeS2v5bW8PvC+l7e1vIbOyWuoTF7La3n9qrzeuwHIaxievIbK5LW8LgmskLyW1/IaxiCvoTJ53Uleny/sWnkdlvSf//nx539+RCM7b87K5Us79jLltbzeS15DIXkNlclreZ3pqqmqp7xefYTTV1MKE1xey+tG5DUUktdQ2S15PXVVb5Ekr5dFtbeto3m9vJFaYGFwy2t5vZe8hkLyGiq7OK+nfvpl9LrjvF4WcN28Ti1t1dnyWl5XIa+hkLyGyq7M6+Vjyes+8zqVyCV5vRqKDufP5PW8ruT1eHmdamt5DZ2Q11DZNXk9D1ovp/QWSS/P61QT72rrkouzo9M3V4K8ltd7yWsoJK+hstZ5HYb1PL23SHpzXpdc7HEyrz+xK7CnzaNkJcjrW/I61db957W2hnLyGiprd3pLhfX83d4i6Z15HQ5aX5bX0fUjr+V1FfIayslrqKzR6W1zsfK6h7z+/O5MW+fzejlcHR20ltfXtLW8BkLyGiqrfnrLD1ovZ+stkqrn9d7CviWvV882JZ/Xn98v9sjHen6dyGt5XYW8hnLyGiqreHorDOt55t4iSV7nX0g+uws/NleIvJbXVchrKCevobJap7e9y5HXz8rrvdkdlvc08fBKkNfyehd5DeXkNVR2/vS2a9B6ea/eIkle1/1Y1fbJlSCv5fUu8hrKyWuo7Mzp7VhYz/ftLZLkddPUltfyWl5Dn+Q1VHbs9HYmrJcL6a2T5LW8ltfyGt5GXkNlx67rqHL+k9fyWl7L65Uqx5Zf8hr2kNdQ2a7zWd3zn7yW1/JaXkcPMinlhxd5DeXkNVRWeMaqG9bzMnvrJHktr+X1vXldciAqiW95DeXkNVRWcnqrHtbzYnvrJHktr8J/LcMAABtgSURBVOV1z3m9eUiZyWsoJ6+hsvzprcWg9XLhvXXSG/J6GVjyWl6PlNdL8hrKyWuoL3qGaxrW80P01knyWl63yOvL2lpez+Q1lJPX8P1+v8t/A019azUxenuesqre1mE9P1BvnSSv5bW8ltfwNvIa1n2cSuf59nRj+Tlc4DJ5G53tQvJaXstred3o8CKvoZy8hmReR4elo5/D2X5dOGg9k9fyWl7L60aHF3kN5eQ1HM/raFvP32p0ksuQ1/JaXsvrRocXeQ3l5DV8v4lrr1N5/d0auo5qdM5b6jmvaxW2vJbX8lpeQ+fkNewevV59GZ2t0RkuT17La3ktrxsdXuQ1lJPXcDCvP79fKLKardEZLk9ey2t5La8bHV7kNZST1yCv5bW87muzkdfyGh5NXsPuP8z3DRJcXstreS2v5TUwkdfw/Tb+b2UuI6/ltbyW140OL/IayslrqE9ey2t5La/lNbyWvIb65LW8ltfyWl7Da8lrqE9ey2t5La/lNbyWvIb65LW8ltcn87qEvJbX0Cd5DfXJa3ktr0/m9Z//+RF+zGG9+rJpgsvribyGcvIa6pPX8lpen8zrsLCXU8Lby8/RIj8c3PJ6Iq+hnLyG+uS1vJbXJ/M6OnQd/TKf12FqD5zXTY888hrKyWuoT17La3l9fV5vtvWxTUJeT+Q1lJPXUJ+8ltfy+mReb14ckro+JNPW8voMeQ3l5DXUJ6/ltbyunterX21M9Xd0+plNQl5P5DWUk9dQn7yW1/K6RV5vXiuyKuxpOSc3CXk9kddQTl5DffJaXsvr6nkd7elMXkdXkbw+RlvDLvIa6pPX8lpeN83rVGp/Fr/mWGuTkNe/5DXsJK+hPnktr+X1ybxO1XNJeWdWjrw+Rl7DLvIa6pPX8lpen8zrpfxF2JlfZJTXtchr2EVeQ33yWl7L65N5vXqxKbvaWl4fJq9hF3kN9clreS2vK+Z1fj0stdgkesvrVFvLa+iHvIb6rs/rOS966yR5La+b5vXedSKvj5HXsIu8hiauLOzlY13WTPJaXsvrinl9/soQeQ39kNfQxDV5PY1Yr6Z01UnyWl7La3kNbyOvoYnWeR2G9Ty9q06S1/JaXstreBt5DU00zevMwuW1vJbX8ro6eQ27yGtootF5LjVovZyhq06S1/JaXstreBt5DU20OM+VLFNey2t5/ea8DlU5+Mhr2EVeQxN187r8NCmv5bW8fnNep44eKYWHIHkNu8hraKJiXu9alLyW1/JaXu86YpTEt7yGXeQ1NFElrw/82+6VzbS3sOW1vJbXveV1ySHo8/nIa9hFXkMT589zx5Ygr+W1vJbX1clr2EVeQxNnznMHBq2X9+0tleS1vJbX+baW1zAYeQ1NHB57PnmClNfyWl7L6+rkNewir6GJA+e5KqdGeS2v5fWVeV3lyhB5DYOR19DErvPc+UHr5aJ6SyV5La/ltbyGV5HX0ET5ea7uGVFey2t5La+rk9ewi7yGJkrOcxUHrZfL7C2V5LW8ltfyGl5FXkMTm+e5RidCeS2v5bW8rk5ewy7yGprInOdaDFovF95bKt2Y1ycLW17La3k9kdewi7yGJlLnuXbnv3n5vaXSc/O6vLDltbyW18BMXsNvPv8qmb78MvxWGL6t2/qXvJbX8lpeNyCvYRd5Df+TyuXo7enG8vNqUcvkvSCs58fqLZXktbyW1/IaXkVewz/CRE5ND8M6k9eXhfX8cL2lkryW1/JaXsOryGv4xxzKq4tANvM62uXzchqd7VLktbyW1/K6OnkNu8hr+EeqqlN5/U0PXX8Xeb3S6OQ3k9fyWl5X3B42NwB5DYTkNfxjVckleb38MpzY6DyXJ6/ltbyW19XJa9hFXsM/juX15/cLRZbTG53n8nrO6yqFLa/l9eF1Uv3KEHkNRMlr+Ie8ltfyupNtRl7La3g0eQ3/E3Zz4W15La/ltbyW18BEXsNvPv8qmZ7K7q+87ubya3ktr+X1efIadpHX0IS8ltfyWl6PkdfaGvaS19DKLYUtr88U1ed38lpey+tf8hr2k9fQirx+Vl5/Pp8///x7+fFJk9fyure8dmUI9ENeQyvy+il5PRXzqq3zH5nyvqaw5bW8ltfQLXkNrcjrR+T13rA+Gd/yWl7LaxievIZW5HXneR22b7SSNwN6NT16O1Xe8lpey2sYj7yGVm7J618XFvYAeV0yCB2dHv1yurH8vLlweS2v5TWMR15DK/K627xODVeH0dwir6eHPrk25LW8ltfQLXkNrcjrPvN6WcOZzi4chI7mdb6tq6wNeS2v5TV0S15DK/K6w7z+JK6Nzg9IZwaho3dM3Wu1xuS1vJbXMCR5Da3I697yuuRqkHx25++Yj+xwdclreS2vYUjyGlqR1/3kdf6CjTCvV3bl9Se4AntaSN21Ia/ltbyGbslraEVed5LXmUs18oPQhRPzeZ1ZS/JaXu/N61Rby2voiryGVuR1P3kdHYf+FFwEsjevP79fYZJfRfJaXstrGJK8hlZuyespIrtKpdvzevWcU3aNcBcme7u1Ia/ltbyGbslraOX6vJ4eUV5n8jr/cvbGd+Zq7JKVI6/ldd28/plw8sAir2EveQ2tXJnXU8/Nt7tKpafk9eH4Dtv6grUhr+V1eV6fzG55DXvJa2jlsrxePZC8bpHX5eV9zdqQ1/L6fF4Xlre8hr3kNbRyQV4vB63l9V15fXidyGt53Vtep/6J5u6jKTyMfQZaaZ3XqeXLa3ktr+V1LdoaDrDbQCvt8jo6aC2v5bW8ltfaGnpgz4FWGuX15mLltbyW1/JaXsON7DnQSvW8zg9ay2t5La/ltbaGHth5oJW6eV2+tCuzaW9hy+uKa6NwPcjr/vO6sK2vzGttDWfYf6CVWnldOGgtr+W1vH5tXmtr6IpdCFqpktcHFiKv5bW8flVe39XWJXOu5jkQ7p/fRSf6eYDe2CKhlfN5fWwJ8lpey+v35PWN49bX5PXJJwC3sGlCK2fyehqPOXzf3mpJXstred0ir+u2dfW8DmdI3SUcjU4NVKfmL3/acAFbJLRypo+P3VFey2t5/Z68vretv8V5HU3nVRNnFhWd7dNyUBzOs0VCKwcqeTrlnGlreS2v5bW8vqCtv1tRWz6ovLmc8LbRazpni4SGdrXy+bCW1/JaXr8kr29v62+2cT//jlsvv1x9N5w52srRh8gvEG5ni4SGCot5Om1UaWt5La/l9fB53UNbf/dce72Z13tzOVP20ANbJDRUEs0Vw1pey2t5/dC8Tgnzum5bX5PXmdub943e0eg1nbNFQkP5dK47aC2v5bW8fm5eZ9p3pZO2/l6V199YVctrOmeLhIYy9dwirOW1vJbX3eZ1qq3zed3UySo9ltfhvaLLCe+7mrKy87lDW7ZIaCja0I0GreW1vJbX8vqytv7Wy+twYjTBZTQPYkuFhsKMbhrW8lpey2t5fU1bfw/9tzKZe6WGolNVne91uJeNEiKiB/TUoT96e55ycVvLa3ktr+V1i7b+lAkPj4Uz730ymS/hdrZIiCjM6Pnk8U2P08zJe01by2t5La/ldYu8BsrZx2AtzOXwbBSGdSavLwtreS2v5bW81tZwO7sZrB3I69QZ68pBa3ktr+W1vNbW0AN7GvxmdeFHeDs6W2roOmqkwpbX8lpePyWvtTVcxs4G/5NK6kxeL7+MznZBTMtreS2v5bW2hn7Y3+B/wpHmeXo45+p2tLDltbyW1/L69rzW1nAxuxzElY9ey2t5La/ldSd5HY4RLEcKgGvY5SAuDOX8bXl9WWHvzesrO1Jey+veRq+1NVzPXgdx0RHrcBxoc5BbXstreX1BXpesjRfmtbaGW9jxoCF5La/l9cB5Xd7Wt+S1toa72PegIXktr+W1vL4lr7U13MjuBw3Ja3ktr+W1vIa3sftBQ/JaXstreZ3Pa20N47EHQkPyWl7La3mdyWttDUOyE0JD8lpey2t5fWVel7d1yZyf9B9KKn+UpehEPw8wHts0NCSv5bW8ltepvL6xrb9X5fXJJwAPZeOGhuT17Xn949r/uFFey+vCvL63rb8FdRvOUHKXsMiNXvNCtmloSF7La3ktr8O8rt7W7fI6TOFUE8/zpx5lmde7ngk8jm0aGpLX8lpey+tVXvfQ1t+tqN07qFySzkaveQ/bNDQkr+W1vJbXy7zupK2/2cZdjUNvDjZHGzr6KIULhKezTUND8lpey+vn5nW+rae8ntyY14fbdPOOhTV8oJWNXjM82zQ0JK/ltbweO6/nxo1a5XU/bf3d+auNJbejU6IzG71meLZpaOviwp7P613VkryW12PndSZ/l+q2dSd5nRLOL695D9s0tHVlXs+PJa/ltbzuIa+bOlmlx/J6172WU/JRXv604RFs09DWZXm9fCB5La/l9dh5fT5JL8vr76Kndz5HeCrbOrR1QV5P563VlK5qSV7L6/L1c2y1vCqvq3Tq4VDeda9UVZf3OjyRzRraap3X0eXLa3ktr0fN62M9Gl6PEbW6S/6OZ46KmS9hALZpaKtpXqcWLq/ltbweMq+VKDyCHRXaapTX0+hR5rv91FL1vN5b2PJaXstr4Ep2VGirRV5vLrPboJTX8lpea2sYnn0V2qqe1yUL7DYo5bW8ltfaGoZnd4W2KuZ1/oIQef24vD65NuT1e/JaW8Oz2GOhrVp5vWs5owalvJbXL8xrbQ2PY6eFtqrk9d6FjBqU8lpey2ugf3ZaaOtkXpdfECKv5bW8rtjW1+f1J+HuYxiwm/0W2jqT14fvO2pQymt5PXBeR4P77gMYcIRdF9o6k8jH7iiv5bW8HiCvtTU8l70X2jp2acfJS0quLGx5La/ltbYGluzA0NbeUD4f1vJaXveZ14UrR15ra3g6+zC0tSuXa7W1vJbXy5cfktfyGmjHPgxtFRZzlQtC5LW8jr78aMDJ6z7zWlvDAOzG0FZJNNcNa3ktrzfzeso4eX0mr7U1kGJPhrY207lFW8treS2vm+a1tgYy7MzQVqaeq18QIq/ltby+IK9vbOuS2VbzHKj2z++iE/0wABl2D2grFdDtwlpe35jXe1eIvH5cXt87bn1NXp98AoD9BNqKZnTrtpbX8lpet8jrFm1dN6/DGTJ3SQ1FG72Gk+weEJc6haTORtHb3yCvp/u2bmt5La/ldfW8vr2tw8NLaoYwhcMDV+FBbJnXu54JvJndAyI2zzTf4Kyz/Lxa1DJ5LwhreS2v5fVT8npvpObnLx9Ujs4WLemP0WvYz+4Ba6lBmmg6Rz+v5rm+reW1vJbXdfO6h7b+Zht3dQjaO9i8WlT4EEavoZzdA9YO53VqQGhyZVvL62VUyWt5fTKvO2nr6FEoNUNhDZcPRWfKHlixe0BOODgU/e4nMXT9TV8EKa8vyOupiuS1vJ5/0Pq3C3fkdYu2viCvNw9fe+9Y2OvAV15DxubpJDpDdLbWMS2voy11S0fK627zevnaU1Z53VVbRw8vmRkyeR1dTr6q5TWUs3tA3GZMf2Nno2hhy+uL83qVRPJaXmfWQ7halk5mdOohKh6XNg9Km8euzH1XU4IfRYA4uwdEbJ57winyupO8DpNIXqciT15f72SV1srr6GEqnEFGwzF2G1jLnE42/+FVXt+b19GEktepzpPXFzufqrvyevNeqaHoVFXnex2Y2UNgLf9voKmJ0dvzFHl9QV530pHyWl6nVvj5Y1FUeCwqnHnvk8l8CSzZPaA5eV29sMOWysSTvO5htchrPQrvYW+H5uR167zOl5O87mG1vDyvtTW8ih0empPXYT+tHG6p6e6bZdNhRMrr9+S1toa3sc9Dc/I67KewP3YF99RShcEkr3tYLa/Na20NL2S3h+bk9WZeR6Mk09wlg9bLRXUYkdfkdWYtyesLaGt4J3s+NCevD+R1KlZmu+7VYURekNf5tSSvLyCv4Z3s+dCcvK6V14cTp8OIbJ3XmytZXremreG17PzQnLyW1xfndeHlN/K6HW0Nb2b/h+bktby+Mq8LV6+8bkdbw8s5BEBz8lpeX5bX3f7G56h5/Ym5+5AD3MxRAJq7OK8vjid53U9e71qx8roFbQ185TVc4Mq8vj6e5HUneb13rcrrFuQ18JXXcIHL8vqWeJLXPeT1gVUqr6vT1sDEsQCauyav74oneX17Xh9bn/K6Lm0NzBwOoLnWeX1vPPWf11eujQN5HdoVlIdXpryuSFsDS44I0FzTvL49nuT1ybyOPtuUVVCeWZPyuhZtDaw4KEBz7fK6h36S19XzOv9Clp6yTm7Pa0PXwJUcFKC5FnndVT/tLWx5feOquGWd3JvX2hq4mOMCNFc9r3vrJ3ktr7vNa20NXM+hAZqrm9e7zv1dZZO87mFV3LJOhszrwrYumW01z4FqX101FJ3ohwG4jJ0NmquY13tP/11lk7zuYVXcsk7uyuvb2/p7VV6ffAJAXfY6aK5KXh8rgK6ySV73sCpuWSe35HUPbf0tqNtwhsxdUkPRRq+hK3Y2aO58Xh+OgK6ySV73sCpuWSfX53XTFdsir8MUDps4M8gdvd10UBzIsLNBcyfz+kwEdJVN8rqHVXHLOrk4r/tp6+9W1JYPKkdni5a00Wu4nZ0NmjuT1yc7oKtsktc9rIpb1smVed1VW3+zjTuPWy+/XH039eVqYvQhjF7DXexscIUDhV0lBbrKphuDUl7fu07GyOtjebp5r8M1XDKD0Wu4hZ0NrrA3r2vVQFfZdGNNyut718nevI4qyeve2vq7s5JTt8O7ZFrc6DXczs4GV9iV1xWDoJ9smoKg1kvrdlXI6yp5nXrCmeZuuoGdCdO6eZ0ZhA6rWl7DXexscIXyvK7bBJ1k040RefGqkNft8jr1Kmat1tQdeZ1q683lrJa2Uv60gTPsbHCFkrxu0QQ9ZNPtbX3lqpDXF+f1BU5Waa28LnkaMho6YSeEK2zmdaMsuD2bOkkleX3vOnluXp9P1V15nZkYDkUvSzpV1fnhcKAR+xtcIZ/X7crg3mzqp5Pk9b3r5KF5fSBJUxEcbeL5Lvk7njnsZL4E2rGzwRUyed00Dm7Mpn4i6ae8vnudPDGvxShwmMMHXCGa1xf0wezibOqkkGby+t51Iq+BV3H4gCuEeX19K4RaZNO05Itf3SZ5fe86eVxea2vgDEcQOCJzDWV4+xvk9d3x8I9azT1nUw9hFCWv710nz8prbQ2c5CACu0Uz+rP4o7Ph6XmZ1/emw6YDzT1l0+1VlCGv710nD8prbQ2c5zgC+0TTOfp5NU//YZ2Rb+4+LwhZktf3rpOn5LW2BqpwKIF9NvM6eobuvD6PWab23c9lQ595ffswrbxerZALDiDAGziawD6pvP6mh66/6T9qe0tGvFCHeX37uy+vwxXS+ugBvISjCeyTyevll5lTtc6+Xm953cM7Lq9Xa6PF4QJ4JwcU2Cef15/sFdj5xQrudrrK607eXHm9XBU1jg0A/3BMgX0a5XX0gTR3Lf3kdT9vorye18OZ/RQg5LACu4U9vbpdJa9TD625D+gkr7t6s16Y19Hdp/pOCuDIAkdEz82p7L7syWjulNvzusM35YV5HV0Jl+2nwHs4ssCYug3uW57Jcj1cH5H9rPwlea2tgUYcXOAtOhnkvr01w5XQNCJvf70pL89rbQ204/gCr3Z9c3eYm3WDexmRHb7Y2ZvzWlsDTTnEAGtNm7vn4pydCe45Ijt/pa/Na20NtOYoAxSpFdydR2dKeXBPEdn/y3xnXmtr4AIONMBBxwa5++/OQqngrjvY306feW3oGhiAAw1Q02ZzPyI9jzk5rn+xDvNaWwNjcKwBmjs2zk1TveW1tgaG4XAD3ENw3+tVea2tgSs54sAIDtdDV9lhkPtKXeW1tgZG4qADI/j8/v+xh8L5S2brgeZupJ+87uSykJLZVvMc2GWie9wj9kSgnH0Ynu3YWTk654NO6pr7vE7yupO2/l6V1yefAPAIdmYYR2owLDpn1LXPtzLBvUsPed1PW38L6jacIX+Xkl0vtemWP22gQ/ZhGMTn9+tDorcPTHw0g9wZt+d1V239Lc7r1I+m0VbOP8ryLrueCdA5+zCMIDw9b57j84kwsA6b+5YnsHz51+d1b239LRiKrtLrqbx+224IY7MPw+MdOCU7f6/c29w99H1Uo7zusK2j28DyW9/9g82pvA4fonCBwFPYh+HZlif+T/ofr8N7ZVz/KvoUXTmNcrDFYs9LbSGj5nXhDGfyOjWnfRBGYh+GEXwS/+Icfjd6l5LpTFoEd7d5nXKsuae87rOtvzt/tTF1e3OB+V218JkAnbMPwwhW5+zMYNhmfDu17xVd4XuLsElpXiu6HpbZXeunkfxzOPM+ls9wOK+/9kF4AfswjKA8oJ3ar7GrucfI65TDP3UceKCTb1n5DKndp2SBn9+v5P66OASGYx+GEezK6/y53Km9nVRzj53X1zi/3V6W199Dv44MPIh9G0awK6AzC3G+v140uNmlyna7K69L7pWaP78c+yAMwG4MjGxXrHRSNqlBblIOvHHRlZz/ufRT9t/KHHvHM18Cj2MfBkaWH1zcG1g30twp/bxHABNHJWAoT8nlKjT3YG8oMAYHJmAo+X9nf0ONvSe43/BuAk/k2AQMZW9ev2Gce8hB7pHeIGAwDk/AUA7kdclyxvP05h7+DQKey+EJGIq8PqPP5g6fwzvfHeApHKGAoWQu9ohe8lE+52vdHtyrR/TWAJ1zkAJGtivFdFuhiwe5lwv3HgH9c5wCRrZZY8sZUrcp0a655+V4U4BHcKgCRpYPss/OC7XZq0pzT3fxdgBP4WgFjCzTZNHrsMvvzmF7g1teA8/iaAWMrLDJ5s5r/XyIyg9ye2uAZ3HAAqAX0c7W1sCzOGYBkOSCGYC9HCUBXiE1MJwZJ56+nD8bVAYo4eAI8FL5Po6mdvndAV7LwRHgjQrbOrxRuASA13JwBHiLZSunLgVZfrmazWUhACUcIgHeYnktdXgjVdslI9kAzBwiAd4i2tOpaI6OXkfnBGDJIRLgLTavBol+6eIQgF0cIgHeotboNQAZjpUAb3Hs2uvlFAPYAJscHwHeYtnEJX85JHUjnBmAmeMjwFvs/X9k5gQPh7flNUCK4yPAW3y2rObM3/3a5w7wGI6PAABQjbwGAIBq5DUAAFQjrwEAoBp5DQAA1chrAACoRl4DAEA18hoAAKqR1wAAUI28BgCAauQ1AABUI68BAKAaeQ0AANXIawAAqEZeAwBANfIaAACqkdcAAFCNvAYAgGrkNQAAVCOvAQCgGnkNAADVyGsAAKhGXgMAQDXyGgAAqpHXAABQjbwGAIBq5DUAAFQjrwEAoBp5DQAA1chrAACoRl4DAEA18hoAAKqR1wAAUI28BgCAav4/koSn/cbB9awAAAAASUVORK5CYII=)
単勝払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位1頭 |
146.5% |
54.3% |
133.8% |
上位2頭 |
90.0% |
77.8% |
66.9% |
上位3頭 |
74.3% |
94.9% |
87.4% |
上位4頭 |
95.3% |
84.2% |
75.3% |
上位5頭 |
88.4% |
107.2% |
64.0% |
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)
複勝払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位3頭 |
81.6% |
89.4% |
74.9% |
上位4頭 |
84.3% |
73.9% |
74.2% |
上位5頭 |
78.7% |
68.5% |
77.0% |
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)
ワイド払戻率 |
|
|
|
|
福島 |
中京 |
函館 |
上位3頭 |
94.1% |
157.8% |
68.3% |
上位4頭 |
70.3% |
86.6% |
51.7% |
上位5頭 |
73.3% |
65.7% |
57.3% |
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