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e8hrtQ1c9im3M68hr2kNdwcar66Wx8Tkdewx7yGi5LVTfCT4HTkdewh7yGqzFc3Ro/C05HXsMe8houQlU3yw+F05HXsIe8htNT1Y3z0+F05DXsIa/hrAxXn0LXdZ8+fermPPuhwSJ5DXvIazgZVX0WqaGXflizzZ1x4GPn7uQ17CGv4RxU9YmMajjqp6bFOYy8hj3kNbROVZ/IbNo+5cenxdlDXsMe8hoaZbj6RPKd2v4PcVWLy/E7kNewh7yGtqjqcynJzev9NLX45clr2ENeQytU9bmUt+PNf6yGxs9IXsMe8hqezHD16aytQD/cVbR4C+Q17CGv4TlU9elsTjo/5Xq0eCXyGvaQ13AoVX1GO+PMj7sRq1r85jkur2EPec1FDE+KgdeOLpy9eSFVfUYhmeXnflJ3bnF5DXvIa65gVL1R36av+y+2tbXh6pMKbCY//TtY1eLt57i8hj3kNae3NCC9tMAxea2qT6pG/XgZMNV4i8tr2ENec3r5vA65dlVeq+qTqtcxXg/sdHCLa2vYSV5zTeF5/bCtDVefV+0BQq8KjrSqxWdf+fIadpLXXFC3PDNkdGFIXn/69KnSGBK1HfOTkte0bHrsktewk7zmOtK5YXTh7JIl147WuRTZSvp0Dv4VSF5zLvIadpLXXFDU6PXwksxN5PWJPOV/LMhrzkVew07ymmtaO/1j9trht/L67J44Y0decy7yGnaS15xeyOzqzArl9dk9fSq8vOZc5DXsJK85vZL505nlH87Vltcn1c57TOU15yKvYSd5zRXsCejCb+X1iTRS1Ym85lzkNewkr7mI4adKBV47GgX3ySGNay2se/Kac5HXsJO8hr0a7LkbajOse/Kac5HXsJO8hr2arbo7aGeCdZ7C5kTkNewkr2Gv9tvukk5R1Ym85kTkNewkr2GvE0XeNZwrrHvymhOR17CTvIa9Tpd653XGsO7Ja05EXsNO8hr2OmnwnchZJlhnyGtORF7DTvIa9jp19jXu7FWdyGtORF7DTvIaAlwjAZtymbDuyWtORF7DTvIaAlwpBJ/uYmHdk9eciLyGneQ1BLheDh7vAhOsM+Q1JyKvYSd5DQGuGoXHuHBVJ/KaE5HXsJO8hgCXr8NK7hDWPXnNichr2EleQ4CbNGKg+4R1T15zIvIadpLXEOBWpbjHtSdYZ8hrTkRew07yGgLcsBfXumdVJ/KaE5HXsJO8hgB3DseHbh7WPXnNichr2EleQwD5OEtYJ/KaE5HXsJO8hgAicui2E6wz5DUnIq9hJ3kNAaRkT1UvkdeciLyGneQ1BNCUwjpPXnMi8hp2ktcQ4M5lKaxLyGtORF7DTvIaAtywL02wXkVecyLyGnaS1xDgVpWpqjeQ15yIvIad5DUEuEluCuvN5DUnIq9hJ3kNAS4fncJ6J3nNichr2EleQ4CrpqcJ1lHkNWehrWE/eQ0BrhegqjqWvOYs5DXsJ68hwJVKVFjXIK85C3kN+8lrCHCNHhXW9chrzkJew37yGgKcukpNsD7Ap0+fujnPflwwJq9hP3kNAU7aSQrvAP1GXhq9nm1uIc4TyWvYT15DgNPVj2I7wHAj758cIsQ5hryG/eQ1BDhR0yiwA0w38pFzr4U4e8hr2E9eQ4D2S0VRHWNpI7f51sbyEPfKuQ95DfvJawjQcnxoo2Pkt3Obeb2KEL8JeQ37yWuI0WBVaJ1jlGznC+R1OSF+avIa9pPXEKOpVtAuxyjfzrfK63JCvEHyGvaT1xCjhQIYtshSl5TkSyZrRhe28KyfYm3zyeudykP8tq/JKPIa9pPXEOO5J/VM9aavU3z88cd/R/8Kk2W4qte7tvW2gJPXRxLie8hr2E9eQ4xnnaqnlTB9JMOqns3rUWrPfitW9jxHed0mIT4lr2E/eQ0xjj8BL531u9+Hrodt/TCvC6/tv5gufNUo2f9c5PXZ3SfE5TXsJ68hxmGn1cKz+LCqp3k9rIFpQM9eNR3JzlR413UvL58ukBpRwSSv76M8xNvcQeQ17CevIcYBZ8rC8/GofacBPZvUs9cuLbmU1yms+39t1kOh2PqR18xqMMTlNewnryFG1fPftrBemr/xcNZHfip2upfh3Y3C+tR5XaNm5DU7HRbi8hr2k9cQo1JKbg7rhxOpt+X1dPR6NqzPm9eVHrO85jA7Q1xew37yGmLEZln5QNTsWXNVW6/N6+73+dlLbX26vA4Z+Vsir2nQ7NFDXsN+8hpiRJXZ2sjruu4//3kf/SsZuNqT18OqvkBeVw3rnrzmLOQ17CevIcb+PtsWeUt5Pb1wdFVhgk9DvPvnU0EukNcHhHVPXnMW8hr2k9cQY0+l7Ym8aUln2np2gcy3s809quqT5vVhYd2T15yFvIb95DXE2DbwvD/yZvN6KrNMZm7J7OXDes60dbN5fXBY9+Q1ZyGvYT95DTFWFVtg4T0cqw78l4/p9vP6KWHdk9echbyG/eQ1xCjstvDCk9clnhjWPXnNWchr2E9ecylpVsPS5SNLy8zefPjt7F3nT1qVCk9eP9w+LTwMec1ZyGvYT15zHZkCng3izAKzq+q/WFrVUsOlZK90LpTXmS3TQlj35DVnIa9hP3nNRcwOOWeuzd88JK+PyTt5PbtN2gnrnrzmLOQ17CevuYg9eb002WP2i5K8PjLv5PVoa7QW1j15zVnIa9hPXnNZ07zOzLrO3Hz4RSbT+6o7Pu/kddoObYZ1T15zFvIa9pPXXNM0oEumf8wuUJ7Xs2qfC+V142Hdk9echbyG/eQ1F5SfKDK9MH/t++8fSLIU2U+cZ3zbvD5FWPfkNWchr2E/ec3VZAaYl5Z8mNfpksxN5PWReX2isO7Ja85CXsN+8ppLKW/r95V5nYaul24irw/L63OFdU9ecwraGkLIa64jPzE6c6G8Pkten27QOpHXnIK8hhDymuvYnNfTBZZmb8vrZ+X1ecO6J685BXkNIeQ1F/FwWkg+oAu/bTCvXw8s7Kfk9dnDuievOQV5DSHkNRfRzcksk1/D9KrRYkuP4SlnxKvm9TXCuievOQV5DSHkNYSR11F5faWw7slrTkFeQwh5DWHk9f7Cvl5Y9+Q1pyCvIYS8hjDyek9eXzWse/KaU5DXEEJeQxh5vS2vrx3WPXnNKchrCCGvIYy8XpvXdwjrnrzmFOQ1hJDXEEZel+f1fcK6J685BXkNIeQ1hLl8Xm8o7Ok2uVtY9+Q1pyCvIYS8hjDyOp/X9wzrnrzmFOQ1hJDXEEZeL+X1ncO6J685BXkNIeQ1hJHXs3l987DuyWtOQV5DCHkNYeT1ns+9vjZ5zSnIawghryGMvJbXS+Q1pyCvIYS8hjDyWl4vkdecgryGEPIawshreb1EXnMK8hpCyGsII6/l9RJ5zSnIawghryGMvJbXSz59+vtDVIae/aBgTF5DCHkNYeS1vJ7qS3p29Hoa3BKc55LXEEJeQxh5La+Hhn28eXJISYLfeSMTS15DCHkNYeS1vE5GT7z23GsVTgh5DSHkNYSR1/L6deEvwDfy1kYJTp68hhDyGsLI65vndSZPG8nrEgbC70xeQwh5DWHk9W3z+mFxniivC0nwS5LXEEJeQxh5fc+8LnmO18vrEgbCT0deQwh5DWHk9d3yurwO75nXhVR4O+Q1hJDXEEZe3yev1wafvN5Pgh9AXkMIeQ1h5PVN8nrDk5LXxzAQvpO8hhDyGsLI68vn9eY4k9dNUeFL5DWEkNcQRl5fOK939pa8PqMbJri8hhDyGiI95XQrr6sKqSh5fVUXGwiX1xBCXkMkeX2xvI56/PL65s6S4PIaQshriCSvL5PXscUjr3no6QPh2hqiyGuIJK8vkNc1IkZeE6VehctriCKvIZK8PnteV3rA8pqDbUhweQ1R5DVEelZNHlbYF87rqv/nXV7ToFFty2uIIq8hkrw+Y17XntL6Kq85A3kNUeQ1RJLX58rrA8K6J69pn7yGKPIaIj1r7rW83uDIxyavaZ+8hijyGiIdXJNp8FVer3LYoHUir2mfvIYo8hoiHRZto0CU14WOD+uevKZ98hqiyGuIdEC6zQaivC7xxAcjr2mfvIYo8hoiVQ24zMirvM571qB1Iq9pn7yGKPIaItVruPya5XVmyzz9MbzKa85AXkMUeQ2RapRcSSDK66XN8sR7H5LXtE9eQxR5DZFie6585FVeTzdIO239Kq85A3kNUeQ1RIpKurV1KK+Hm6KpsO7Ja9onryGKvIZI+8NuWx3K69dWw7onr2mfvIYo8hoi7cm7PXUor5sN6568pn3yGqLIa4i0LfL2D7veOa9bHrRO5DXtk9cQRV5DpLWdF5WG98zrU4R1T17TPnkNUeQ1RCqvvdg0vGFenyWse/Ka9slriCKvIVJJ89UYc71VXp9o0DqR17RPXkMUec01df/IXzu7QOba0YWzC2TOXvW68LC8XlvYsc/3jGHdk9e0T15DFHnNBT0s4G3fpq/7L5bSfPa8VbsLL5/X5w3rnrymffIaoshrriawp98j8vqYLmw2r0MK+9Rh3ZPXtE9eQxR5zdXk83qpiVddW5jXRw64XjWvzz5onchr2ievIYq85vpq5HVmVvfrM6Lwenl9mbDuyWvaJ68hirzm4vJzP0YX7s/rdO1U1fPixfL6SmHdk9e0T15DFHnNlT2chz26MH/t++8fSLIU2U9Jw8vk9cUGrRN5TfvkNUSR11zWw1aeXlh4k2FYz157/HnxAnl91bDuyWvaJ68hirzmmjJzozMXluR1Grpeuom8XpvXTwzrw6bxyGvaJ68hirzmgvITozMXyuvj8/qwzTW6o76k//jjv3/88d8U1qNvM4YrKXku8pr2yWuIIq+5oExeT69d9e27vI7L6yMHradN3Jd0H9OzX89esiHBe/Ka9slriCKvuZp8W08X2PatvN6T10eG9etgBkj/daaeH9b2qLCHX8yuKhPc0Bp5DVHkNVczO46YWSa/hulVo8Vmb378efFEef2syux/XvnB6di8nnb2U544FJLXEEVeQzB5vZTXz0rMVLeZVs4n9cO8zrf15s//hiPJa4giryGYvJ7m9RPHbqc1vCevZ8e2M3k93Faj/6PylK0BS7Q1BJLXEExeb/vc6xrb5OFMj2kxL1X40tySdPn07kYbqpv76JKMp2w0bkteQyB5DcGeWJPyOm2KVcPSo0ouHL2ejfK0kv3bQXxzJHkNgeQ1BJPXz83rUYaWT6ouXGy0wCjKp4PWlbaDwW9iyWsIJK8hmLx+el6PHu2S8tnVhXmdaevRdshsk3wlP7xqaT36mzx5DYHkNQST103l9fBhTy/Jx/eqvO43S0leL9Xt3yvpXtK/8kQervy17NMPxTdD8hoCyWsIJq/PktfTy0dfZ8p7tq1L8nqpX/uwnub17NeF/b1zM+rvW5HXEEheQzB5fa68HpZ0/tq0wCg009PMb5luYXLI3zdcDuh8Xs9+kf5bL4j198XIawgkryGYvM5nZe0IO2w7rN0as3ndFYxPTy/M53W3MMMkfFPnfwqFMjecvWr4bdWncDfyGgLJawgmr/OTItZKz64wrQ7bDjvzuvewpGcvzEwdGa2267p/df/6V/evI1+Ws3H8evjkclaR1xBIXkOwZ534D8vK8qAczprouu6P/3nJ/BstkL4tL7CDt8POvC4s6emFs2k+ujx93bf1kXk9+3MZPrDMs5t+u+pHzx7yGgLJawgmr6dZOa3n8rwepfbskiMt5/VSHO8cvV5K0uPzOr0ah1+XPMHMM50uNvotQnzvJ68hkLyGYPJ6Q14XXptfVft5PbUnr5dGf7vBhJCn5/XwEZbk9dKvH8PFZq+dPkHxvYq8hkDyGoLJ60xeD/tmGtCzV00niiy19cv/+9fL//tX43n97+7f/+7+Pfwi4+Hg7jSve43k9fTh5fO6W27xzGL901z7BPNb/uDN1QJ5DYHkNQR71on5sKwsD8pRXs8m9Ww3Ly25FN+prU+X16N/o8vL43sUmi3k9TSmH+Z14S8P018kajzBu/W3vCdwyhQAACAASURBVIZA8hqCyevyySHd77M+8lOxU1uPvkhhfcm8XhXfo6p+Vl7PtvX+vB6NXtfO68KneZn+ltcQSF5DMHk9m9clk6ofzsZOYT2cDXKlvB5Fc/m109YcfvuUTw5JAvN6FNbPzeuHzhXf8hoCyWsIJq8r5XU3mb193rwO/zeK6em/I/N69PtDvjLX5nVq6/bzOu/hZjn48chrCCSvIZi8ns3KkT15nTJaXp8irzdPLp/N6xZmvxzj4P6W1xBIXkMweT3Nyv/869/9f9O/h+kwm9d/J5e8vlBeL32b1jPUyOTyRsTGt7yGQPIa4j3lTN94Xs8W9tK3s7kwqmp5fca8HhVz5tr8cxzW9m3zOi8f39PNJa8hkLyGePJ6Nq9H3Txs69G1s1cNA3qpreV1I3l9/HOU12uNalteQyB5DfHk9VJeb/6X6Wl5La/l9X7yGgLJa4gnr+W1vJbX5yKvIZC8hnjyWl7La3l9LvIaAslriCev5XUmr0edHdKj8lpe7ySvIZC8hnjyWl4v5XWqz+7RJ2zIa3l9JHkNgeQ1xJPX8jqT11PyWl4/nbyGQPIa4slreT2/Hf773/6/6Yv0353BLa/l9U7yGgLJa4gnr+V1SV6nr9M/eS2vn0VeQyB5DfHktbzekNdd1/3706d/f/okr+X18eQ1BJLXEO/4M/3frdZeU8rrUV4Ph6hH00L6tpbX8vop5DUEktcQ7+AzfX938voseT0avR61tbyW108hryGQvIZ4R6ZMui95nfK6zU0xzOtRWMtref108hoCyWuId8CZfhjW6ZIGm1JeL+X1cNBaXsvrp5PXEEheQ7yqZ/ppWKfLG2xKeb0093pY1fJaXj+XtoZY8hri1TvTZ9bcZlPK6+F2WBq0ltfy+rnkNcSS1xCvxpl+adB6tExrTSmvh9vhf9/fh3ndl/SoreW1vD6evIZY8hrixZ7pS8I6LdlaU8rraV6PYnr6T17L64PJa4glryFe4Jl+1arazOuQwpbX8lpe1yOvIZa8hnghZ/ryQevhTVprSnl9WF5PyWsKyWuIJa8h3s4z/YawTjdsrSmPz+uD/7LM8Xk9vbZ/wfQf+pe+6L/OW3rJ7XkBy+szktcQS15DvM1n+s1hnW7eWlPK69i87l8ho0tGPT3405D/mTb36PKS+F77IpTXpyOvIZa8hnibx553niPl9bXzOoXvdNB62MrleT26tv9i+O2G4JbXZySvIZa8hnhrz/Q7B62H62mtKeV1pckhmQHpqLyeHecueRHK69OR1xBLXkO88jN9VFintbXWlPK6Rl5ncjmT18Nx6KW8Xrr5p0//7rpu+OfcM0a/Ccjr9slriCWvIV75/0aPPUfK68vndb6t82PPS4vl87pv62Fep+uGX6dvC8tbXjdFXkMseQ3xHp7p+9QIP0fK62vndbc8eWPD5JBuYd72MLJTW/d5Perppdqehvhwmc3BLa/rkdcQS15zcV038yJfGlpbWmb25pm7yJzpK4V1WnlrTSmvQ/J6lLxr87pwydG9DNs6Kq+nqS2vWyCvIZa85spm4/h9obkzC8zGdP/F0qqmJ/uqYZ3uorWmlNf783r6e2CNvO4GQ+PTtk6TQwrzOt/Wf4f1yj+g03JeT39GQ9NlZm8+/PaYh53Ia4glr7msdCabverhbZe+3ZbXx5wv5fVV8/r9/X/Tv6WG2zM5ZBrWJXndzc29fpjXwy1wmbxOuq576V5eupf0Rf91YX+/PqOtX+U1RJPXXNyGvM7fZG1ej8alqrpwXq8q7Mvn9fDbh9k9jO+SvE4xnc/r2YBOd7cU2aOnf7G8HiX17NfTC0vKuzZ5DbHkNReXaeXhOazwJqMvMpl+8NmxJ6/vnNeZax82dzeZE5LP69m2HkX27OyRVR9BeK68zvT0w7wefjG97QHBLa8hlrzm4pZaOZPUsXl9wKkxkdfyOnPt8HU4m93DtzBOH9dsMS/Nxp4uPPvEL5PXJT1dktf5G8prOAt5zcXlW3n2woc3GTRK7t2TNc6CefL6Dnld6d9sUk8/OSTf1rN53Sv8jJQz5vW0iR/mdTc31J3P6/7py2s4BXnNxc22b37JwiIfhvXstTXOgnnyWl5Xzev/Xf7fMqm8p3ld/kzPmNezQbxUyWlDZS5fWqDq05TXEEtec3GV8rr7/X2N8lpeF26HU+d1X9iZf7PNfeG8XtXWJbOxu8mMkWFby2s4C3nNxZW08uhCeS2v5XVmcsjIKK9Hqb3qmZ4rr5cyuiSvp4t1v7+vcfjFAU9TXkMsec3Fbcjr6QKz9fwur+X1zfJ67UovnNfTXzMyeV0yyD2b19OnLK/hFOQ1Fzdb0tPLt30rr+W1vL5tXk8fXsaGvJ59vvIaTkFec3FLef2+/LnXD6/tfh/nXrp5jbNgnrw+RV4/jGx5fca8Tg9y6fKS/u4W5oTIazgXeQ1VyGt5Pbsd/vifl/TfvFFe//OL3P/VsLwedefQAfvaqrweFfbD+D74twh5DbHkNVQhr+V1ZvT6j/95mf57mN2pqsPb+pi8Hv/+UHP0OrMZM7tP4ZKvy3kd8k9ew9nJa6hCXsvrVXmdvzBf3qfI6+kTzBRw1ckhmfvtjf66e/5xjh7w0oOX13Ar8hqqqHQWzOvkdfN5/bCkM3k97OxMpzaY19Nnlx7t0kB+3jA393fnMKmnf/V9FNyjqx72t7yGG5LXUIW8lteV8nopSdO1jeT133250Nb5J770u0S+ZbfvNQt/2n3a00u13f3+tyoz/S2v4Q7kNVQhr+X1qryeHZOe7eylEO+3TyN5PQzKh79I5DfI0nZ4OIpfuMtUzetpastruAN5DVXI65vk9aqtkc/rUSBmZlOMFhhumUbyOhV2yTh9frHyvB5tq6L9ZaGJM6G8lNcP27r8rZzyGs5OXkMV8lpeB45ej8JxlJij595CXj/8RaI8uJfyOrN9+u3weGcpmGydz+7CvO4Gc9DlNdyBvIYq5LW8Dpx7PTtkm1KytbyeHXgub+vNeT0axX+wpyxPki5s69ENZyO7v2Tt53zn83oo6tAhryGWvIYq5LW8rprXs23dQl4vlfG2tp79NrX1MLK7ySh+bjcpG5MuHNIehfXwi21/Rief16PnklF43NDWEE5eQxXyWl7Xy+vun/kP4Xk96rO1eZ0v4w1PObNY92gUv1z5JJDMqHbXjd/muPmvVHZBfxE9/6zTYvIawslrqGLtiTDKMWVZHpTyerQdZhWO2o5ScnaDdDvyuuu6P/747/BfJs4etnU+r5euytzj7Cj+dNw6bYcUwNOvM/cyK9PWs3ndLfw1+O7YvH54rOjJawgnr6GK2BPhqlNmU0Epr6fbYbo1HgblNKyXtka3Mq/T8l22rUdX5ct79BS6NdldPp49vJe1eT3s7NlmLnx23SCsu+U5IW3mdSKvIZy8hioqnQgf6uR183m96innI3JnXv/WwZN6Lvx29qryPN2T1/lR/KVuLsnraWpn5sNMyWu4OXkNVchreR27HcLzeimsp8U8ujDf4qPFZhdea9skmV4mrwvbejolfZTXo9TOvD9UXsNNyGuo4tp5vbaw5XWDeb0037p2Xs92dvkQ/iislzZL9/so9ba87v55c2e35kMJ5TUgr6GWpxS2vJbX5W2dz9/9eZ1v680bpGRTdAtzr4fzqvOR3Q0+OEVeA6vIa6hFXsvrZvM608r5tg7J67TFnpLX09Hr2f7e/Cd15DUgr6EWeS2vG8zrUfXm8zoN9OZ7erTA8Faz1+7cIPvzuvv9fY2jhXf+xUp5DchrqEVey+vW8jofyoWj17MNvZTmw5v3l+zfIPXyerat5TWwlryGWuS1vG4qr5ciuCSv80suVXv3+0SRqA1SmNe98rxeamt5Dawlr6EWeS2v28nr7nf5aF4b4iV5HbhBCvN69onPZnd/yXIVy2tgHXkNtchred1UXo8ec16mobvJXOqlhbuFOSFHjl7PboppdmfaWl4Da8lrqEVey+tm83r44GcvzGd3lx3/7iZzQp6S12U9/PfGkddAIHkNtchreX3SvJ5Gdkl5T+M7XR67QeR1LHkN4eQ11CKv5XX7eR2+KYYqbRB5HUteQzh5DbXIa3l9t7xeu1luldeFbS2v4QLkNdQir+W1vJbX8hpuSF5DLfJaXstreS2v4YbkNdRycF6nCa/txJO8ltfyWl7DDclrqOXIvE731WZehxS2vJbX8rrG0UNeQzh5DbUck9f9iPXw23bi6Yl5fWRNymt5La+BIXkNtRyQ19O7kNfyWl7L61XkNYST11BL1bweDVoPL28nnuS1vJbX8hpuSF5DLfXyOrNmeS2v5bW8XkVeQzh5DbXUOBcuDVoPF2gnnuS1vJbX8hpuSF5DLeHnwpIVymt5La/l9SryGsLJa6gl8Fz4cNB6uGQ78SSv5bW8ltdwQ/Iaaok6F65aj7yW1/L61Hm91NbyGk5EXkMt+8+F5YPWw5u0E0/PyuuXY/+yjLy+dl6Xt7W8BnryGmrZeS7cdnN5La/ltbxeRV5DOHkNtWw+F24YtB7etp14ktfy+il5vaqt5bW8hnDyGmrZPPy850wpr+W1vJbXq8hrCCevoZYN06ZDpmu3E0/yWl7La3kNNySvoZbyc2FIWKdVtRNP8lpey+vG81pbQw3yGioqOR2GnzKPCSl5La/ltbwGZslrqCh/OgwctB6ttpF4ktfyWl7La7gheQ0VZU6HlaZRvspreS2v5XUxeQ01yGtuoesWX+rdwKprRxcu3Xw2f+u19au8ltfy+op5XemgIa+hBnnN9S2l8/ukicu/TV/3X2TWP23fGufI0V00Ek/yWl7La3kNNySvubjMyPT7sXlde9B6eEeNxFNsXq8qbHktr+V1CXkNNchrbmFp5kbmwsJrC/P6mLBO99VIPMlreS2v5TXckLzmFqrm9VJbvw/GzmucF5fIa3ktr+V1IXkNNchrbuHpeT1S4zSZyGt5La/ldSF5DTXIa24hPK/ff5/VvRTZB49b9+S1vJbX8rqQvIYa5DW3UCOv0yWZm8hreS2v5bW8hruR19xCpbxOQ9dLN5HX8lpey2t5DXcjr7kFeS2vW9gU8lpey2u4A3nNLcy28vTyVd++y2t5La/ldVlbh+T1p4n9hwt5DTXIa26hRl5Pq/pWeb22sOW1vJbX4aPX0+BeW97yGmqQ19zCUl6///7ZeauuHV6SuXlcNpeS1/JaXt8krzMKy1teQw3yGiqS1/JaXsvrRuZedwuefZiEC7JfQUXyWl7La3ndSF7PHiuefYyEa7JrQUXyWl7La3ndZl5ra6jH3gUVyWt5La/ltbyGu7F3QUXyWl7La3ndYF5ra6jKDgYVyWt5La/ldWt5ra2hNvsYVCSv5bW8ltf78/q5bb32JtPlBT134xUPFclreS2v5fXOvH76uHULed3NWbo8XQvP4vUHFclreS2v5XUjeb25OFfdcHbh/Bqi+lhS0w6vRahIXstreS2vy9t6mteBx5CW83r1Y6qzEoji5QgVyWt5La/l9ea8bqGt39eUa1pyaUB6dmS6cP1LK3m4fjielyBUJK/ltbyW19vyupG2ft+U1zXWvxTl05vLa57OSxDqOr6w5bW8ltdnz+t22vq9eG706MKl+81Ucn74WV5zIl6CUJe8ltfyWl6najw4r0NCs2Ql3T+f4/HwVrOVXJLIhV2+VOdwJC9BqEtey2t5La/TcWC2BYfZ3X8beDQIOYhtW7JwELo8xGcbuiTN4WBeglCXvJbX8lpePzwODKsx8FAQdRDbtmRJXu+/X3lNg7wEoS55La/ldct5nW/rw/K6xnEg8CC2bcmd4ZtfuDM5hIZ5CUJd8lpey2t5ffBxILYv94w37wnu/G2HeV2+TjiGlyDUJa/ltbyW10ceB8LjspG8fl9IanlNg7wEoa7j8/r1qMKW1/JaXreW1zXKMiqvl9Yze6vZhZfy2uQQWuMlCHXJ68DCltfyWl4/3PdrHMQ2L1mS1+8FH3o9u/zae4HDeBVCXfJaXkdtgZKnL6/vnNf7y3J2JDhvdPP8ync+vPe5ge1808NTeAlCXfJaXstreX3AcaCFpuz++Rsxa7u8ZM2zYb20nha2Bnfm9Qd1yWt5La/lde3jgJqEptghoS55La/ltbyuehzQ1tAa+yTUJa/ltbyW11HHgf2zLIAD2C2hruPzuj/jNtJP8lpey+uqo9fyGhpkt4S6Ds7r/u7ktbyW13fIa20NbbJnQl2H5XU/aJ2+bqSf5LW8jt0gezbCxfJaW0Oz7JxQ1zF5PboXeS2v5fW181pbQ8vsn1BX7bweDloPL2ykn56Y14cFpbyW1wfntbaGxtlFoa6qeb20cnktr+V1O3lt6Bruxi4KddXL68ya5bW8ltcheV3e1kt53UJbr73JdHlBD6vYYaCuGnk9OyFktEAj/SSv5bW8jt33tx2Fdi6/P6+7OUuXp2vhpLx8oa4aY1clyzTST/JaXt85r1to6/eVcTy78No1HPNrADTLSxnqCj+/Fi7WSD/Ja3l927xupK3fj83rNCZdfo9r7wLa59UMdUWdYvteLF+4kX6S1/L6nnndTlu/r4/j9+ycjczg9PDms9fOrqR8/XAWXsFQV8hZdu1K5PXLgR99La+3bZZtW+MUeR3b1q/PyOud97KU17PfTheW15ydVzDUtfNE2w/kbLhVC/0kr+X1DfO6tbZ+Xx6Knl1s+O3S2h5eLq+5Oa9gqGvPuXbzbeW1vJbXUXnde1Zeh4RmyUq6yZzpVXm9lM4ly5SkP5yLVzDUtSeR95ySW+gneS2vL5DXaZ+aNcrrBtv6fcfkkJJKLrzkPTv3evMDhjZ5BUN1a8+4+0/S8lpey+vYvM7vrcme3Xa65sBD0LYlS/K6MMHL73TtzaFBXsFQ3aqTbsgZWl7La3l9TF7X02Zez16SUXJfa28I7fMKhurKz9BR5/IGy1Jey2t5vWoXjj0EbV6yZKy68B6XVmX0muvxCobqSs7Qsf9nucGylNfyWl6X77/hh6DNSwbm9ftCUstrrscrGKp7eIYOP4U3WJbyWl7L68Kdt8YhaPOS+Q5ee49LeW1yCBfjFQzVZc7QsYPWw9U2klDyWl7L61V7bqVD0OYlY/N6uMDSmrU1F+BFDNUtnaHrnbkbLEt5La/l9cPdNuRos9bo5vmVRz3C/GoVNmfnFczdFZ5yZi9/z47BDC+cPZVWPU83klDyWl7L6/LdtsYhbpXunz8us7bLS9a8dGjNPBI4KS9f7u7hQTwz0JK+TuekpTWMTqK1z9kNlmVIXq8q7AY3gryW15l9dteBDGiJ/Zm7OzivjzlbN1iW8vpWeV2yTeT1cIfddRQDGmOX5u7yJ7bZa0dV/V6c10eOhLVTUfI6aiPI60vmtbaG67FXc3fdZK7h9NrZm4y+yJwj05prn6eHJ+x2Kkpey+sj83pVWz89r7U1XJIdm7vLJ3VsXo9UPWe3U1HyWl7L69d/3nQxEnAIA9pj3+buCgN66SbD0+TS+fLIcevhubyRipLX8lpeL+2kMUcxoDH2bZhRntfpksxN5LW8ltfyerqHRh+3gFbYvWHGqrxOQ9dLN5HX8lpey+vR7hl/2AKaYQ/n7nZODnmX1/K6sbyektdN5bW2hsuzk3N3DwN6Nqanl8hred1IXs++GOR1I3mtreEO7OfwIKALv5XX8rrZvD7s9XCxvDZ0DWxjP4f39+XPvX547Wice+nm4SfpkrN4IxUlr+X1GfO6hbbev7yah6ew40F18lpey+tz5XULbf3eRl53c5YuXxpigLuxG0B18lpey+ub5/W26Fx1q6X/dfbwVvvjWFLDiF0CqpPX8lpenyivG2nr9/p5va3Idy4Pd2CvgOrk9bXzetV2kNeN53U7bf2+plzTkpk5G6PB6czKR1ctrSS/frgzewJUJ6/ltbw+RV7X2FUPzuuQlU/zevbb6RrkNfTsCVCdvJbX8rr9vG6trd+Xh6JnFxt+u7S28vst+VZewxJ7AlQnr4/P6z44mqpJed1yXjfY1u9ltdr9/metMrcqfDwPo7kzOQQesSdAdfL64LzuN7i8Pv710EheT4LvCXkdEppR480P15bv46WGNnoNS+wJUJ28Piyv+3P/kVtAXjeY19Pnnmnu4WsmcO+LOnRsW3JtXofc6arbwrXZE+AIxxf2DfN6tJHl9bO2Rmt5vbRBkp372uzKo44b25YsCd/8YHbJfS383gLIaziEvK6d17Njlk3VpLxuKq/rCUzMwIHkPXm99K3Ra1hiT4AjyOuowp6tq9nNK6+ftTXunNexfdlIXr8vJLW8hiX2BDiCvK6X1y0EpbyW16/Rbf0el9dL65m9PH/haLUmh8AsewIcQV5XyuvMhpXXz9oa98zrGmVZO6/flz8VJL/82nuBu7EzwBHkdSqqnYWd6qpf1dO3gLyW169BH3G91ujm+ZXvfHjvk7CeXa3Chp49AY4gr1NRvS58UFphbPV1VbI95fWztoa8fsoR5r240deueTasl9bz9E0BLbAbwBHk9TCvM4/5YXb3l7SzBeS1vBaUwIiDAhxBXpfkdea5DDW1BZrK68zGkdeVaGtgynEBjiCv9+R1y1ugnbx++H8G5HU4bQ3McmiAI8hreV01rx9uWHkdTlsDSxwd4AjyWl7Xy+uSrSqvY2lrIMMBAo4gr+V1pbwu3KTyes8LadazDypAuxwg4AgH5/WnT5/k9R3yunx7yutA2hrIc4yAIxyZlZ8+fXo1en2DvF61MeV1FG0NPOQwAUc4LCv7tn6V11fP67VbUl6H0NZACUcKOMIBWfnp06fU1q/y+tJ5vWEzyuv9tDVQyMECjlA7K4dhnVKgkYqS16MtMKu8LLdtQ3m9n7wGCjlYwBGqZuW0rVMNNBJS8vrhFijJ7v6S9rfGJfNaWwPlHC/gCPWycqmtX2+f14dtgZC8zjyFofY3xXPzWlsDLXDIgCPUOOuPJlvPNkEjISWvn7UFjt8UT8xrbQ00wlEDjhB+4s+HdcqCRkJKXsvr2nndTluvvcl0eUEPZ2cfhiPEnvtL2vpVXsvrZ2yKK+X1tsxtIa8nc/i7fp2zl6drgSj2KDhC4Lm/sK1f5bW8fsameEpetzN0/b4yjmcXLlnD/jiW1FCPvQuOEHL6fzjZehoHjYSUvJbX9fK6qbZ+r5/Xsz29f8gcCGQHgyPsL4BVYZ36oJGQktfyulJet9bW72vKNS2ZmbMxjeml9U8Xm13Jw/UD+9mp4Ag7I2BDW7/Ka3n9jE1xZF432Nbvm/I6ZOX5Ch/m9f6HAeTZqeAIezpgW1u/ymt5/YxNcVhet9nW78tD0bOLDb9dWlvm2/Il5TUcyU4FB9lQA2snW09DoZGQelZZyuvjN4W8LllD98/neDy8VeHjmRZ8Jq8fpj+wk50KDrK2BvaEdQqFRkLqWVkpr4/fFKvyelZJXjfb1u87JofM3vDh2pb6eKmhjV7DAexUcJBVQbC/rV+byev+1L7/6TS7BeT15rxeeqiZ5q73coqqzMPyetvAs7yGA9ip4CDlTRDS1q9t5PWzavLILSCvY/N66fEnlbZP4J6+bclV4bv2AXcmh8CB7FRwkJIs2DnZeloMzw2p57b1YVtAXh+Q11XF9uXmvJ5esrSqkrtYWpXRaziAnQoO8jAmAsM6RcMTQ6qFeJLXx2+K0+V1eFzWzusN6x/eRF7DAexUcJB8TIS39etT87qdcmqnJuV1I5tipNm83tnW78t5bXII1GangoNkYqJGW7/+Pl31yJBqJJte5fUzNsW58rpGWdbO64zMHS2tWVtDDfYrOMhsTMROts5nxFSNkGqhmRJ5ffymOFFe7y/LfOw+LOD8AwgJ35I7VdgQzk4FpTKjRJnBoeGFo7P7MWGdEdLcKaT6mz/3GY3I6+M3xVnyuoWm7P754zJru7xkzbNhvbSeFrYGXIk9CopkRoC63yc4Zk5gw7P709t6ydrg7kOqtbDuyevjN8Up8lpNAlU5xECR2Lxutq1nzY6lDUOqzbZ+ldfP2BTt57W2BmpzlIHHZs/Ho6p+L8vrwyZb1zZM7Wc/lkWt5fVzx2vlddoUdY4TAH9zlIHHyvM6c+buuu4aYX0iTeX1c38PkddpO9Q4RAAMOdDAY1F5Pev4wriPdvL66T9oef2qrYGjONbAY/m8fv/9ffr5yB4tr7OraiSvW/jhymttDRzG4QYee5jX6ZLpkPaqe9HcsVrI60Z+iDfPa20NHMkRBx4ryevu9/c1Rp3ONfceT8/rdn5Y98nr2V1GXgNHcsSBx56Y10uPR3CXeG5eN/VzuU9ezz73ejsjwJSDDhSZjenpJcfk9dQpBrmPf0hPzOvWtv9t81pbA8dz3IEi+byeVnULJ/XWmvspeZ0cWZOttfXrXfO6hd0QuCGHHiiVmcc5vGR2gXY8sbmfHvdTNWqywbZ+vWVet7wbAtfm6AMc1NwNdmdUc6eabPA59u6W19oaeCIHIGBeeHM3m54jG5q7r8mWn6C8BjiMAxCwwp7mbrk+H8o3d6Xx/kCt5bW2Bi7MMQjYq7C5Gw/QDaLG9Q/QVF5ra+DaHIaAKjYPclPDTfJaWwMtcCQCDrJnYgk7tZPX7bT1/uXVPDDLoQF4Js19jEbyuqlpIS3k9ezrf+nydC3QODsq0BzNHa6FvG6qrd9XxvHswoVr2NnEkhpOx04LF7H5HHyWk7fm3uPped1aW78fldc7h5zPsnsCQ/ZbuIjL5/UszV3ownl9wCs/LZmZszHK6KXLS17Dmfva9ESBo9lX4WQenuDXnpKvd86e3QiV2m6b4x/PcFMcn9f1nu+eV2/5bXfuIw/zevbb6a2ut6vCVdlX4SJKMjq2y8+lqeZ+bu5Pt0PVvG6zrZdeErNR2/0+LL20tswd5R/G7LfyGs7LvgqndMM+ruFZwf3cvJ4KD+6U11Wf6f68LlzmWXltj4aTsq/CKZWMVdWOYgAABDRJREFUbDkZbzDbNDW6MHydsXYGd5/XLbf1+47JIbM33JPXsw1tj4bzsq/CKe3J69mCNEKWEd7c7ef11Krgrp3XIa/SRvK6/Fb2TTgL+yqc0sNEzoRy/iTtFF5oT3OfMa+nMsG9/zeQ/P1G/QS3Lbk2fFc94G4wel24RwOtsa/CKZWc4OX18Qqb+xp5PbXhN40NdxH4w9q85MPg3nztMK9XrQdoh30VTklen8iecW6GYl+cjeT1+0JSy2s4L/sqnNJssRX+r+RttyKW5t6gzbwur+eHC4xWa9+Ek7KvwhXsOfs6Z7dDcGeEv1Dbyevhkktrtp/Cidhd4fS6wUfzFp6DncLPwiB3b+crc3Yz5o1unl/5nsc2fIT51do94Szsq3Biw1Py8ItVNbCqJNq36vGf9Mnerbmf/mNKv7uu7fKSNc+G9dJ6nr4pgBJ2VDilh2NdS2fokiGxU5/CN+f16PeTzcH0LFdt7rNsf4DEYQtOpryb3yfD29tueC4lD3s2oIcbau0Km3WB5j719gfuyWELLmJDhZxrdHZkNhzzZlcy+uL9Wnk9q9nmnj6M62184A4cuYD7epjX98m7Fpp7dI/32fjAxTh4AffVzX3cyj3zetbBzT1c+c23PHBqjl/Aua2dE/Jw4dkhbZJ6wZ1WZcsDp+YQBpxbPsUehtpsfxfell7UIHd/K5sdODtHMeDc9uT17LWdySERNjS3vAauwVEMOLfNeb10lbyuJ9/caX4OwKk5kAHntjCJ+v+U3ypdNVqy+nO4n1U/LIBzcSwDLuVhoqWMW8poeQ3AHk4bwOktTedYNW9EXgMQwmkDOLd8DefnXt9hcsjmx3/2Jw7wLI6ewIlNE7DkktnLR3l9mdnA257C7PwZAEo4dAKntNS+Sxc+zO6l0euz2/B0yifYADDluAlcxNrx5sLJIWe39umUD/8DMMtBE+BSNk9Gf59MjFn6lBUAMhwxAS7lYU+Xz59ZtQAAPcdKgEtZm9ejiTFLpgsDMMtREuBSSmaDFH6aysPLAZhyxAS4jvKpIEs3z49eA/CQIybAdZR/7kfIqDYAU46YABexv5iNXgPs54gJcAUh06llNMB+jqQAV1ZezOkjrg1gA+zhcAlwZRvyeud6AG7O4RLgygqzePjJ1nvWA4DDJcCVPczi0cQPeQ2wk8MlwAVtnjNt7jXATg6XAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGHkNQAAhJHXAAAQRl4DAEAYeQ0AAGH+P+u5gCYPFNdvAAAAAElFTkSuQmCC)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
小倉 |
上位1頭 |
256% |
193% |
139% |
上位2頭 |
156% |
118% |
124% |
上位3頭 |
130% |
115% |
96% |
上位4頭 |
102% |
92% |
82% |
上位5頭 |
103% |
106% |
73% |
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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
小倉 |
上位3頭 |
93% |
120% |
97% |
上位4頭 |
82% |
100% |
85% |
上位5頭 |
84% |
102% |
76% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
小倉 |
上位3頭 |
62% |
152% |
133% |
上位4頭 |
49% |
114% |
93% |
上位5頭 |
66% |
110% |
72% |
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