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/hyGtYQ17DaanqRngVOBx5DWvIazgbw9Wt8VpwOPIa1pDXcBKqulleFA5HXsMa8hoOT1U3zqvD4chrWENew1EZrj6E2+327du325i9HxpMktewhryGg1HVRxEbeurFGm3uhA0fO1cnr2ENeQ3HoKoPpFfDpV41Lc5m5DWsIa+hdar6QEbTdpeXT4uzhryGNeQ1NMpw9YGkO7X9F3FWi8vxK5DXsIa8hrao6mPJyc3zvZpa/PTkNawhr6EVqvpY8tvx4i+rofEjktewhryGnRmuPpy5FejFnUWLt0BewxryGvahqg9ncdJ5levR4pXIa1hDXsOmVPURrYwzL3cjZrX4xXNcXsMa8przuN0m38/xeJm+djhDb2LiLh5S1UdUJLO87gd15RaX17CGvOYk0vU8enl0yujM4cKytjZcfVAFm8mrfwWzWrz9HJfXsIa85gymxp7vM3v6Xi6vVfVB1agfbwOGGm9xeQ1ryGvOY0Fep2+yLK9V9UHV6xjvh7LSL9Oya3uvfmujyxu3uLaGleQ155GZv8vy+uHCDVcfV+0BQu+KgkZfrMzWnHqh48RwobW2nmtWi48+WXkNK8lrziMnr2/JM0N6EzPz+tu3b5kHLVqzzSt15bxOr96p2J3aoIbbV7j8999//v33n/Gq8GNv4iyF10Lbhk9fXsNK8przuD3K6+EMoze5/T68HdynI/tqB+MT2LiiLpvXoyv5YdemX5fubEE3pkNP96Y8vPbWCfSHRV5lTTVGXsNK8przSOf1w5JOTOyG9ei1ex8NybVLIV0zr4c9Gn78419Pf/zrKV4bfoz/0mk7pWBeT91cXgP55DXnkcjrqaty8vr2++ca5fVB7dhG18zr4NYZae6VdIjpzInDa8OF+N+c8l6W12Hit2//+fbtPxfZ2OU1rCSvOY9ZDZ24Sl4vll4ViWu7PTR6VeZdJBY+91YFXTyvE7mcyOvuW2Iqr9NLzs/r3nnb3RvGsJbXQD55zXksyOvhtaP1fJfXGdIVm7i2N300pm/zv9Jhqte3d828Ho3jzLyeSuqcvA7Tn/7v30//9+/8vB6OXofL3baW10Amec15jGZ0uq2HM0z9KK/TEi17S3qtkNeNVHV0tbzuhu+yvE5P7IZ7775iWMe8njJ1ikh3nl5by2sgk7zmPKbyeigxT2KZozPc5XXHMJRvY+OOKz/Kln4ADb4c18nr3iu+LK8z5+zeV7jcDeuY1/f7/+v+i1MSb7BY0vIaWEZew1oXOeLmuP3+jWnrhypvY2cCLCvvHV0kr9O/FJXN69vgc43Dtk7n9fBfuEpev8prWE1ew1oXOeLmSIRUwbweHcUMLbX3Cph0hcK+3W5//vs/vX9xYjq+H0b5VF7Hl35lXt86o9ryWl7DSvIa1rrIETfh4SDl4rzujlUPI7s3bNnyCyGvR/89vMnD/o4vfcG8DoZtLa+BTPIa1rrIEXdUeoixSF4nTg4ZttTe62OSvM7P6+H00R+X5fXDf1NhLa+BfPIa1rrIEbdnOI5YL69v2Sfa7r1WJsnrWXndG7cevdXt12khU+8Heb2YvIaV5DWsdZEjbs9o9Dy0Mq9vj0603XutTLpsXtf7l6hqeb2SvIaV5DWsdZEjbs+yocpMo2eG3DLOBNh7rUyS1/L6QOQ1rCSvoYCLHHS7luV1zvRhbfeqWl63SV6fhryGleQ1FHCRg25Xwbz+89GJtr0/wpdoqb3XyiR5fam8jm/mnNkSU/Z6S8trWEleQwEth10lm7VUTkXJ6xbI67ge4oUpcbbRmB5etTF5DSvJayig5bCrRF7PIq8vktexjG+329Pt6en2FC90/yXKeyrHtySvYSV5DQW0HHaVyOtZ5PV18rrX01N5Pby2N7F31ZbZLa9hJXkNBbQcdpXI61nk9RXyetjWo3k9mtS9vB6N8mFtV3op5TWsJK+hgJbDrhJ5PYu8Pn1eD4ecK+X17Xb79+3f/75VfMPLa1hJXkMBLYddJfJ6Fnl94rzu1fDwpI5EbQ9/jDcZvW1sa3kNLZPXUEDLYVeJvJ5FXp81r6fOiu5WcuZI9miUdy/EsJbX0Dh5DQW0HHaVyOtZ5PWJ8/o/t/+M/kuX92iLDz/XGK/ttbW8hpbJayig5bCrRF7PIq8vmNcxsjOvncruYVjLa2icvIYCWg67SuT1LPL6Inmd/jEnvsOUOF1ewxHJayig5bCrRF7PIq8vktfDAelZed2tankNxyWvoYCWw64SeT2LvL5OXndP80i3dXq028khcFzyGgpoOewqkdezyOtL5XXBf/IajkheQwEth11xcVCtnYqS1y2Q1/IaCOQ1FNBy2BUUqjpebqei5HUL5LW8BgJ5DQW0HHZFdMM6TmmnouR1C+S1vAYCeQ0FtBx2a8TzQEavaqei5HULTp/XUxvCyfJaW8N68hoKaDnslpmq6u4M7VSUvG6BvJbXQCCvoYCWw26uh2EdZ2unouR1C+S1vAYCeQ0FtBx2+TLDujt/IxUlr1sgr+U1EMhrKKDlsHsocYL1wxs2UlGHyOvbmL0fV0nyWl4DgbyGAg7aSSsLT17nCCt5avR6tLkPGuLyWl4DgbyGAg5RP11Fik1ep3VX8vqTQ9oPcXktr4FAXkMBrYVdQsECay2v2yns4Ure8tzrvUL8BHmdaOvW8rreW11ew3ryGgpopOoSahSVvB5dJ6OPoc2PNuaHeM6KvUJeD9dGyOswsdvE8hquTF5DAbtXXUKNccq45EYqqoW8Tq/nNvN6lpwEP31ed9dGd7V0q7pgW8trOCh5DWU0WNj1wjouv5GK2jevc9bzCfL6oSvk9VzyGq5JXkMZTeV17bCO99JIRe2V1/nrWV6fI6///Pvv+C/+2LvQnW19ectrOCJ5DWW0kNfxyL3Z3TVSUTl5PXVVb41lrr2561leXySve/MM/8lruAJ5DWXsm9dbVnX3ThupqG5OpQ2fQvdCzjpctqrltbwOM4RlyWs4N3kNZeyV17uEdbzrRiqqm1N///1n+G/8F9u6ezlTqVUtr7d/Y8xt68V53R2TnorsMDEuS17DuclrKGP7xt0xrOMDaCSk0nkdIzsxceqGOdmdQ16fO6+Ho9e9+O4tS17DuclrKGOz0l1ceDUeSSMhVSSvR2eYqu2560penz6vb79/rrF7YbgseQ3nJq+hjA16t5Gqji6V12GGxF/vS5PX58jroUReB6PLyszrqbaW19A4eQ1lVA3f1sI6aDOvp0J5qp67Nxm9bTes5XXCFfI6zhovjzZ3IqwL5vWUla+jvIb15DWUUSl/2wzroM28njV63Wvo0SHt9F/vyySvz5rXw9qOF2rndeKFyDR6c3kN68lrKKNsBJcaiKrqNHndu1Vc+YnMmruu5PU58jrq3bJX3sFeeT3rJRuS17CevIYySqVw+1UdtZnXORJ5nQ7rsnk9+tjS1w5n6P4491GVtdn7Yce8zl/W7Qh5PUpew3ryGspYf7Q7UFgHzeb1VDl1L08JFbVNXo+u0qmYHs7ZvdDCO0dey2sgkNdQxpqj3eHCOjhuXo9O3zevY08/3Z7Cv3A58ZtAN6xbeP/Ia3kNBPIaylhwtHs4Qtm4NvM6UU6Zo9rptq6R17GkY1sPf+z9y4zvLclreQ0E8hrKmHW0O3RVR8fK6/V1VSOvuyPWo3ndzeXR+B5e1Z1ny9qW1/IaCOQ1lJF5tDtHWAfyOt8wrxPFPNXNt8GpI+m87kV2idc8RV7LayCQ15zN7Tb5ru6O5M26tjdx6uYP4+M0YR3I63y9vB4N4nRtjxZ2bOvRyA4Ta9dY90nJa3kN3OU1JzOVzvdBE+f/GC+HC4nlTzXH+cI6kNf5Yl5PDTanR6ATs3UXePt9SHubGovktbwGAnnNeSRGpu975PVZqzqS1/lCXt8mLM7r3m3jAressUhey2sgkNeczWj+pidmXpuf16cP60Be54t5PVVR+abyeiqs5bW8nkVew3rymrOpmtdTbX3/ldcXCetAXudL53UIqYdT0iEekktey+uV5DWsJ685mx3zelSlQ2AL5HW+h6PXOdOnfpTX8rogeQ3ryWvOpnhe338/q3sqss9d0qPkdb5led0brk7cKha2vJbXK8lrWE9eczY18jpOSdxEXsvrhIcnh6z8l25reS2v88lrWE9eczaV8joOXU/dRF7L66m1FLxO5HViSLs3Pi2v5XXtF1RbQxHymrOR15uR1zmrKF5ISDR3uPCwxq6W1zlviWbzOv9/YshrOCh5zdmMtvJw+qwf7/J6jLx+uH5ef4X1H/96+uNfT/FC/HExeS2va7yI8hqKkNecTY28Hla1vH6V1xnrZ9jT3R9zJoYLw3kS5S2v5fVi8hqKkNeczVRe33//7rxZ13anTN38fr3ClteJNTNs68V5PTrD6E3ktbxeSV5DEfIaipHX8rpbw5vldZgnrgF5La8Xk9dQhLyGYuT1dfJ6+Fo/HK6eCuWpeu4OgSciu7dy5LW8XkNeQxHyGoqR15fK656H52zMGr0ejfLb2Ccjh2tAXsvrxeQ1FCGvoRh5fam8/vPvv//8++/8zl6Q170o742FT60BeS2vF5PXUIS8hmLk9XXyOrR1yOvho31oTV6PDlrLa3ldhLyGIuQ1FCOv5XXvYU/9mJngw7x+uCrktbxeQ15DEfIaipHX8jpR2FNzJqYP5awBeS2vF5PXUIS8hmLktbxOVHJOgifSPHMlyGt5vYa8hiLkNRQjr+X17itBXl8hr+u9mvIaipDXUMzV8vp1q6KS1/JaXstrOBB5DcXI6+vkdVc7QSmvG8nrRFvLa7gCeQ3FyOvr5HU3pNoJSnktr1eS11CEvIZi5LW83n0lyGt5vYa8hiLkNRQjrw+X17cBed34m0Fey2ton7yGYuT1UfI6xvQff/zd/Tes7V52xx9jRcnrjd8M8lpeQ/vkNRQjrw+R192wHi3sqctT2glKeS2vV5LXUIS8hmIulddbxmXBvM7v6cS14UL3xw3KW17La3kNRyGvoZiL5HUIx3i5kZZ6WFQxeYvndeJfwdqW1/JaXsNRyGso5vR53Q3rOKWRlkoUVbeq0wE92sejeZ3T1sPI3jeva78/5bW8BgJ5DcWcOK+n4qz9vO518Ky8nrptfl6HOZ+evj09fds9r187p/QkrHmTyGt5DdzlNRR0yrxOJ1fLeT0VwbfBBxZz2ro3Dv0wsrth3U5e57/iCypcXstrIJDXUMzJ8jpnLLPNvE6H77CSM9t6NMqnbt4N62Pl9ay3R4+8ltfAXV5DQafJ65ywjnM20lKxqEZlnl2d2dZ/DD7mmBi0Pmte7/JOkNfyGg5BXkMxJ8jr/LCO8zfSUt28/vPPe+/fVHYPEzzd1om8ToS1vJbX8houRV5DMYfO67lhHW/VSEul87rb2VM/Zib4MK8fhrW8PkFe57e1vAbkNRRz3Lxe/MgPl9fDpE7Ed+Yo+MOwltfyWl7DpchrKOaIeb1s0Lp780ZaKj+vu5WcU88PR7vl9WbvBHktr+EQ5DUUc6y8XhnWcSGNtNSsvC7472R5PfoLRjvvhEvl9dRLKa+hffIaSjpEYRcJ67ioRlpKXnfXQNCtsd4r3pvS6+mp7zFM6z7UFt4S8noBeQ1FyGsoqfG8LhjWcYHyurW8/vvvP8O/nCZ+7bR1/pcVjs48K8HltbyGE5PXUFKzeV08rONi5XWzeR0jO/63O6XX3/k9ncjrzL/Is7655XXxbflVW0M58hpKajCvK4V1XHhTeR2iSl6PlvToxJzh6tFiHt42J69HU7uRvE60dYN5/dCCzVleQynyGkpqKq+rhnW8C3ndbF6nL6cDellez2rrNatFXmdu/rMSXF5DKfIaSmokrzcI63hH8vqIeX1LnvtRNa/DbCtXi7wutf12yWsoRV5DSbvn9WZhHe9OXreZ17fps0SmqrdXwJl53T3N42FkD1eXvHbuNZyPvIaSdszrjcM63qm8bjCvb2MfcHw4utyr5Py8Hkb51E1KrRZ5XWNzltdQiryGknbJ61s6RxQAACAASURBVF3COt61vG4zr3OkU3tWXveifHjt1IqS1/IazkdeQ0kbZ+6OYR0fgLxuLa+D4ej16INfHOL5eZ1eRfJaXsP5yGsoabPY3T2s48OQ163ldYzFnvSzSP+YmeC9vA7Ta6wWeV1jc5bXUIq8hpI2SN5GwjrYJq9nFba8nmrHh09kKq8X93e91SKva2zO8hpKkddQUtXwbSqsA3l9mrzuVnL62nR8xxnktbyGy5LXUFK9/G0trAN5faa83mXNyGt5Decjr6GkGoe9BgetI3ktr+W1vAZ65DWUVPaw13JYB/JaXstreQ30yGsoqdRhr/2wDuS1vJbX8hrokddQ0vrD3lHCOpDX8lpez8rrzLaW13Bo8hpKWnPYO1ZYB/JaXstreQ30yGsoadlh74hhHchreS2v5TXQI6+hpLmHveOGdSCv5bW8ltdAj7yGkvIPe0cP60Bey2t5vXFe19tvyGsoRV5DSTlHvnOEdSCv5bW8ltdAj7zmim4ds67tTRydIR2jpwnrQF7La3ktr4Eeec3l9Jo4/8d4OVyYSvOpDD1ZWAfyWl7La3kN9MhrrmWqiadmWJ/XZw3rQF7La3ktr4Eeec21pPM689rMvD53WAfyWl7La3kN9MhrrqVUXo/Oef+V14cI69vA4uXIa3ktr+U1EMlrLifn9I/RGXLyOl5bKl6LGH08f/zxd/ff1MMePovec5HX8lpey2ugS15zRd1e7E0fnXl4w/t0ZO9b0mkxrHt5nfgxXo43TJPX8lpey2u4OHnN5SSS+mFexym36fNJ2szrGNYPe/phXveGvR+Ogm+f11umpLyW1/Ia6JHXXEs6oHPy+vb75xrbz+teWD9s62Euz8rrYWfLa3ktr+U1XIq85louldfDsE7kdazhRF7PausiTSmv5fWytTG3reX1q7yGcuQ11/IwoEdjejil8bxOp/Awr28Z541k5nWYrVRTymt5La/lNRyOvOZy0gGd+WOzeZ0TwVMBne7v7iD3w0FreS2v5bW8hsuS11zRrWPWtb1x7qmbVzr4peWPLi+Y0gvr0ZuM5pS8ltfyWl7D1chrKGyXvL79rnhe337/XONweLtSU8preS2v5TUcjryGwvbK617ZJBTM66lBa3ktr+X1sfJaW0NB8hoKayGv09HzMLsz8zqnn+S1vJbX8hquRl5DYS3n9dRsYfrD8s4ftJbX8lpey2u4LHkNhR0xr7ttnbgqygxKeS2v5bW8hguS11BYy3m9cVDKa3ktr+U1XJC8hsLktbyW1/JaXsOVyWsoTF7La3ktr+U1XJm8hsLktbyW11fO60Rby2u4CHkNhclreS2v5bW8hiuT11CYvJbX8lpey2u4MnkNhclreS2v5bW8hiuT11CYvJbX8lpey2u4MnkNhclreS2v5fXKvJ5qa3kNhyCvoTB5La/ltbyW13Bl8hoKk9fyWl7La3kNVyavoTB5La/ltbyW13Bl8hoK2yWvXzcs7Fl5Xaqw5bW8ltfyGo5CXkNh8lpey2t5La/hyuQ1FCav5bW8ltdV8zoouwOR11CQvIbC5LW8ltfyeoPR61vS3B2IvIaC5DWUt0thy2t5La8vldcPdwiz+lteQ0HyGsqT1/JaXsvrxs+97tW2vIaC5DWUJ6/ldfFVIa93zOv8tj5QXvfIayhIXkN58lpey2t5La/hsuQ1lCev5bW8ltfyGi5LXkN58lpey2t5XSOv6+1b5DUUJK+hvHPn9ZZNKa/ltbyW13A48hrKk9fyWl7La3kNlyWvoTx5La/ltbyW13BZ8hrKk9fyWl7L68VtLa/h6OQ1lCevd8zrkFbnWxXyWl7LazgKeQ3lbZ/XZx2yldfyepu8TrS1vAbmktdQ3sZ5He7ulE3Zfl7PWhvyWl7La7gCeQ3lbZbXYdA6Xm6tnOS1vJbX8houSF5DeRvkdTes45TWykley2t5La/hguQ1lFc1r4dhHae3Vk7yWl5XWiHyuixtDWXJayivXl4nliyv5bW8ltfLyGsoS15DeTUOgVOD1t0ZmioneS2v5bW8hmuS11Be2UPgw7COszVVTvJaXstreQ3XJK+hvIKHwPxFnTuvZxW2vJbX8noWeQ1lyWsor8ghMHPQujt/U+Ukr+W1vJbXcE3yGspbeQicG9bxVk2Vk7yW1/JaXsM1yWsob/EhcFlYx9s2VU7yWl7La3kN1ySvobxlh8D1Y95NlZO8ltfyWl7DNclrKG/uIXDNoHV3IU2Vk7yW1/JaXsM1yWsoL/8QWCSs46KaKid5La/ltbyGa5LXUF7mIbDskVJey2t5La+XkddQlryG8h4eAgsOWneX2VQ5yWt5La/lNVyTvOa6bh2zru1NHJ0hEcGVDpCvGxa2vJbXO+Z1zqqQ17PIayhLXnNRvSbO/zFeDhdG0/w+VthVwzreRTvlJK/ltbyW13BN8pqL2jiva4d1vJd2ykley2t5La/hmuQ1VzTVxIlre1V9z87rDQatI3ktr+W1vF5AXkNZ8porimUcjF47NbF7IZHpceE1joVT5LW8ltfyegF5DWXJa66oV8bpM0N6E+fmdU+NQ2Mkr+W1vJbXC8hrKEtec0XpEet0Xt9/H/aeiuyNx60DeS2v5bW8XkBeQ1nymitamddxynBIu3ttjaNgmryW1/JaXi8gr6Esec0Vrc/rOHSdWGCNo2CavJbX8lpeLyCvoSx5zRXJa3ktr1tYLfJaXsMpyWuuKJ3XD3+8y2t5La/ltbwGJshrLio9XJ1Z2/JaXstreS2vgR55zXXdfklf+/BMkqmTSWocBdPktbyW1/J6AXkNZclrqEJeFy9seS2v5bW8hkOQ11CFvJbX8lpeL8vrqbaW13AU8hqqkNfyWl7La3kN1ySvoQp5vW9eb1mT8lpey2ugS15DFfJaXstreS2v4ZrkNVQhr+W1vJbXZfO63l5FXkNZ8hqqkNfyWl7La3kN1ySvoQp5La/ltbyW13BN8hqqkNfyWl7L6+J53VNq1yGvoSx5DVXIa3ktry+Y14m2rjF6PQzuBfGtraE4eQ1VyGt5La/l9b4nh2TGt7yG4uQ1VHHuvJ5b2PJaXsvr1s69jp0tr6E4eQ1VyGt5La/ldct5HclrKE5eQxXyWl7La3ktr+Ga5DVUIa/ltbyW1/IarkleQxXyWl7La3ktr+Ga5DXUsn1ht9mU8rrUeliTlfJaXk+R11CcvIZa5LW8ltfyWl7DBclrqEVey2t5La/ntrW8hhOQ11CLvJbX8lpey2u4IHkNtWyf16+t/uFGeS2vt8zruW0tr/feWcLZyGuoRV7La3ktr+U1XJC8hlrktbyW1/JaXsMFyWuoRV7La3ktr+U1XJC8hlrktbyW1yfI6/y2ltdAIK+hFnktr+W1vJbXcEHyGmqR1/JaXstreQ0XJK+hFnktr+W1vJbXcEHyGmqR1/JaXstreQ0XJK+hlo3z+vZLO/Ekr+W1vJbXcEHyGmrZMq/jfclreS2v5fUs8hqKk9dQyzZ5HVKy+2M78SSv5bW8ltdwQfIaatkgr4d3Ia9jYDXVkfJaXstruA55DbVUzeveoHV3ejvxJK/ltbyW13BB8hpqqZfXiSXLa3ktr+X1LPIaipPXUEuNY+HUoHV3hnbiSV7L60PkdaKt5TWwgLyGWoofC3MWKK/ltbyW17PIayhOXkMtBY+FDwetu3O2E0/yWl7La3kNFySvoZZSx8JZy5HX8lpey+tZ5DUUJ6+hlvXHwvxB6+5N2okneS2v5bW8hguS11DLymPhspvLa3ktr+X1LPIaipPXUMviY+GCQevubduJJ3ktr+W1vIYLktdQy+Lh5zVHSnktr+W1vJ5FXkNx8hpqWXDadJHTtduJp7J5Pauw5bW8lteZ5DUUJ6+hlvxjYZGwjotqJ57ktbyW143ntbaGGuQ1VJRzOCx7yJTX8lpey+t88hpqkNdQUfpwWHDQurvMduKpeGHLa3l92bx2ZggciLyGihJHxEoHS3ktr+W1vM4nr6EGeQ3/FcaSRycmrur+OLrM0QKudKR8ldfyWl7L6znkNdQgr+F+/xXHvURO/Bgvj96wO9swf2scI7vLbyee5LW8ltfyGi5IXsP9vkleVx207t5LO/Ekr+W1vJbXcEHyGvqtPLycmDMzrzcI63hH7cSTvJbX8npuXo+2tbyGY5HXXN1UUufn9VRbx2s3a+tXeS2v5bW8nkNeQw3ymqvbJq97ahwmo21CSl7La3ktr4FR8ppLu2WcXZ2YIbb1VGRvOW4dyWt5La/ldSZ5DTXIa65rGMSz8jpOGQ5pd6+tcURMk9fyeve8zlwn8lpewynJa65r6syNOCA9epPhj/JaXstreS2vgUhew//MHb2+cl7PLWx5La/ltbyGi5DX8D+j9Tz1411ey2t5La83zOtvA+t3F/IaapDX8D+z8npY1fJaXstreb3l6PUwuOeWt7yGGuQ1/M9oH0eJmUdnuMtreS2v5fVOJ4dklre8hhrkNVQkr+W1vJbXjZx7fZuw924STsh2BRXJa3ktr+V1I3k9uq/Yex8J52TTgorktbyW1/K6zbzW1lCPrQsqktfyWl7La3kNV2PrgorktbyW1/K6wbzW1lCVDQwqktfyWl7L69byWltDbbYxqEhey2t5La/z23oqr/dt67k3Gc4v6Lka73ioSF7La3ktr1fm9e7j1i3k9W3M1PR4LezF+w8qktfyWl7L60byenFxzrrh6MzpJZTqY0lNO7wXoSJ5La/ltbxek9cF9yEt5/Xsx1RnIVCKtyNUJK/ltby+Tl5PtfXivG6hre9zyjXOOTUgPToynbn8qYU8XD5sz1sQKpLX8lpey+tled1IW98X5XWN5U9F+fDm8prdeQtCXdsXtrwOgdXgepDX8jozr9tp63v2udG9iVP3m6jk9PCzvOZAvAWhLnktr+W1vI7VuHFeFwnNnIXcfn2Px8NbjVZyTiJndvlUncOWvAWhLnktr+W1vI77gdEW7GZ3+LHg3qDITmzZnKM3HM6TH+KjDZ2T5rAxb0GoS17La3ktrx/uB7rVWHBXUGontmzOnLxef7/ymgZ5C0Jd8lpey2t5vct+oOBObNmcK8M3PfPNySE0zFsQ6pLX8lpey+uN9wNl+3LNePOa4E7ftpvX+cuEbXgLQl3yWl7La3m95X6geFw2ktf3iaSW1zTIWxDqktfyWl7L6832AzXKslReTy1n9FajM0/l9VDmA4ZKvAWhLnktr+W1vJbX6eXMjePebJn3ApvxLoS65LW8ltfyepv9wPqyHB0JTuvdPL3wlQ/vPjawnW562IW3INQlr+W1vJbXG+wHWmjK26+/ETO3y3OWPBrWU8tpYW1wZd5/UJe8ltfyWl7X3g+oSWiKDRLq2j6vX7cqbHktr+V1C3mtraE1tkmoS17La3ktr0vtB9afZQFswGYJde1ycoi8ltfy+pR5Pbq9772TA/psllDXxnkd7k5ey2t5XSSv89t6l7zW1tAmWybUtVleh6CMl9tJKHktr+V1jf2AtoZm2Tihrm3yuncv8lpey+tz57W2hpbZPqGu2nndHbTuTmwnoQoWtryW1/L6VVtD82yiUFfVvJ5auLyW1/K6nbw2dA1XYxOFuurldWLJ8lpey+tG8rqFtp57k+H8gh5mscFAXTXyevSEkN4M7SSUvJbX8rrgtr9sL7Ry/vV5fRszNT1eCwfl7Qt11Ri7ypmnnYSS1/L6snndQlvfZ8bx6Mxzl7DNrwHQLG9lqKv48TVztnYSape8Do3VVErK66vldSNtfd82r+OYdP49zr0LaJ93M9RV6hAbBoTyZ24noeS1vL5gXrfT1vf5cXxPnrORGJzu3nz02tGF5C8fjsI7GOoqcpSduxB5La/l9Y55XbatX/fI65X3MpXXoz8OZ5bXHJ13MNS18kAbBnIW3KqdhJLX8rrlvE609bK8bq2t79ND0aOzdX+cWtrD6fKai/MOhrrWHGsX31Zey2t5XSqvg73yukho5izkNjhnelZeT6Vzzjw56Q/H4h0Mda1J5DWH5HYSSl6XWgnyepe8jtvUqF5eN9jW9xUnh+RUcuaUe/Lc68UPGNrkHQzVzT3irj9Iy2t5La/L5nV6a43WbLbDJRfcBS2bMyevMxM8/07n3hwa5B0M1c066BY5Qp+vLOW1vG4zr+tpM69HpyTk3NfcG0L7vIOhuvwjdKlj+fnKUl7L6/Ur4UB5XbYvF+f1cErmomYNexu95ny8g6G6nCN02f+zfL6ylNfy+jp5XTwuG8nr+0RSy2vOxzsYqnt4hC5+CD9fWcpreZ25Ema1dYN5XaMsS+X1muX0pvcW6+QQTsY7GKpLHKHLDlp3F9tURZXK61mFfb6VIK9Pn9eVsrKdvO7OMLVkbc0JeBNDdVNH6HpH7vOVpbyW16fP6yJZOToSnNa7eXrhpR5herEKm6PzDob7vXNMSl87ehh4OO4yeoSuetg+X1nKa3ktrzdw+/XHZeZ2ec6SR8M6sddd/Cxgd96+MO9DNqMzx2PS1PJ7B9Hax+zzlaW8ltfnzms1CWdie+bqZvX0fXVeb3O0Pl9Zymt5feK81tZwMjZpri6d16OHvV5V37PzesuRsKYqSl7La3md2FrX78eAptiqoW9ZXieOkfGkw9rH6e4Bu6mKOndez1oP8nrlqjhZXmtrOCUbNvwmfWZIb+LcvO6pesxup6LktbyW16+/PnTRU27XBTTEtg3/MzzapfP6/vvH4aeOl1uOW8cDeTsVJa/ltbye2k6L7sCAVti24b8elnRiYjesR6+td4SeOmy3U1HyWl7L69GNtMR+C2iRzRvu94w/4ZuYGIeup24ir+W1vJbXvS20wG4LaJUtHFJ/v+Cgef26VWHL6wbzekheN5XX2hpOz0YO8/4O8Gg93+W1vG4mr0ffDPK6kbzW1nAFtnOu7uHRLp3Xw6qW1/K6tbze7P1wsrw2dA0sYzvn6ib+Z/rkPMOrerON3kXxg3TOUbyRipLX8vqIed1CW6+fX83DLmx4UJ28ltfy+lh53UJb39vI66kBiNHpU0MMcDU2A6hOXstreX3xvF4WnbNuNfW/zh7ean0cS2rosUlAdfJaXsvrA+V1I219r5/Xy4p85fxwBbYKqE5ey2t5fZS8bqet73PKNc6ZOGejNzidWHjvqqmFpJcPV2ZLgOrktbyW14fI6xqb6sZ5XWThw7we/XG4BHkNgS0BqpPX8lpet5/XrbX1fXooenS27o9TS8u/35wf5TVMsSVAdfJ6+7wOwdFUTcrrlvO6wba+59Xq7fc/a5W4VebjeRjNNyeHwCO2BKhOXm+c12GFy+vt3w+N5PUg+HbI6yKhWWq8+eHS0n081dBGr2GKLQGqk9eb5XU49m+5BuR1g3k9fO6J5u6+ZwpufaV2HcvmnJvXRe501m3h3GwJsIXtC/uCed1byfJ6r7XRWl5PrZBo5bY2uvBS+41lc+aEb3owO+e+Jn5vAeQ1bEJe187r0THLpmpSXjeV1/UUTMyCA8lr8nrqR6PXMMWWAFuQ11XzenT1yuu91saV87psXzaS1/eJpJbXMMWWAFuQ1/XyuoWglNfy+rV0W9/L5fXUckanpyf2FuvkEBhlS4AtyOtKeZ1YsfJ6r7VxzbyuUZa18/o+/a0g6fnn3gtcjY0BtiCvY1GtjOxYV2FRu68BeS2vXwt9xfVcvZunF77y4d0HYT26WIUNgS0BtiCvY1G9TnxRWmZshbrKWZ/yeq+1Ia932cPcsxt97pJHw3pqObuvCmiBzQC2IK+7eZ14zA+zO0xpZw3Ia3ktKIEeOwXYgrzOyevEc+lqag00ldeJlSOvK9HWwJD9AmxBXq/J65bXQDt5/fD/DMjr4rQ1MMquAbYgr+V11bx+uGLldXHaGphi7wBbkNfyul5e56xVeV2WtgYS7CBgC/JaXlfK68xVKq/XvJFG7b1TAdplBwFb2Divv337Jq9fN2zKvfI6f33K64K0NZBmHwFb2DIrv3379mr0+vV1s5WwV17PWpnyuhRtDTxkNwFb2CwrQ1u/yusNV8IueT13TcrrIrQ1kMOeArawQVZ++/YttvWrvN5wJWyf1wtWo7xeT1sDmewsYAu1s7Ib1jEFGqkoed1bA6Pyy3LZOpTX68lrIJOdBWyhalYO2/q1ybKU14k1kJPdYUrjq+Ksea2tgXz2F7CFelk52tYxCBoJKXm9eA30arv9VbFvXmtroAV2GbCFGkf93snWo03QSEjJ673WwParYse81tZAI+w1YAvFD/zpsI5Z0EhIyWt5XTuv22nruTcZzi/o4ehsw7CFssf+nLZ+ldfyeo9Vcaa8Xpa5LeT14Bz+W1jm6PR4LVCKLQq2UPDYn9nWr/JaXu+xKnbJ63aGru8z43h05pwlrI9jSQ312LpgC0UO/w9Pth7GQSMhJa/ldb28bqqt7/XzerSn1w+ZAwXZwGAL6wtgVljHPmgkpOS1vK6U16219X1OucY5E+dsDGN6avnD2UYX8nD5wHo2KtjCyghY0Nav8lpe77EqtszrBtv6viiviyw8XeHdvF7/MIA0GxVsYU0HLGvrV3ktr/dYFZvldZttfZ8eih6drfvj1NISP+bPKa9hSzYq2MiCGph7svUwFBoJqb3KUl5vvyrkdc4Sbr++x+PhrTIfz7DgE3n9MP2BlWxUsJG5NbAmrGMoNBJSe2WlvN5+VczK61E5ed1sW99XnBwyesOHS5vq46mGNnoNG7BRwUZmBcH6tn5tJq/DoX3902l2DcjrxXk99VATzV3v7VSqMjfL62UDz/IaNmCjgo3kN0GRtn5tI6/3qskt14C8LpvXU48/qrR+Cm7py+acFb5zH/DNySGwIRsVbCQnC1aebD0shn1Dat+23mwNyOsN8rqqsn25OK+HU6YWlXMXU4syeg0bsFHBRh7GRMGwjtGwY0i1EE/yevtVcbi8Lh6XtfN6wfK7N5HXsAEbFWwkHRPF2/p117xup5zaqUl53ciq6Gk2r1e29X06r50cArXZqGAjiZio0davv5+uumVINZJNr/J6j1VxrLyuUZa18zohcUdTS9bWUIPtCjYyGhNlT7ZOZ8RQjZBqoZkieb39qjhQXq8vy3TsPizg9AMoEr45d6qwoTgbFeRKjBIlBoe6E3tH923COqFIc8eQCjff9xn1yOvtV8VR8rqFprz9+uMyc7s8Z8mjYT21nBbWBpyJLQqyJEaAbr+f4Jg4gHWP7ru39ZS5wR1CqrWwDuT19qviEHmtJoGq7GIgS9m8bratR42OpXVDqs22fpXXe6yK9vNaWwO12cvAY6PH415V3/PyerOTrWvrpvbej2VSa3m973itvI6ros5+AuC/7GXgsfy8Thy5b7fbOcL6QJrK631/D5HXcT3U2EUAdNnRwGOl8nrU9oVxHe3k9e4vtLx+1dbAVuxr4LF0Xt9//5x+OrJ78+vsqhrJ6xZeXHmtrYHN2N3AYw/zOk4ZDmnPuhfNXVYLed3Ii3jxvNbWwJbsceCxnLy+/f65xlKHc829xu553c6LdZ28Ht1k5DWwJXsceGzHvJ56PII7x7553dTrcp28Hn3u9TZGgCE7HcgyGtPDKdvk9dAhBrm3f0g75nVr6/+yea2tge3Z70CWdF4Pq7qFg3przb1LXkdb1mRrbf161bxuYTMELsiuB3IlzuPsThmdoR07NvfucT9UoyYbbOvXS+Z1y5shcG72PsBGzd1gd5Zq7liTDT7H4Gp5ra2BHdkBAeOKN3ez6dmzoLlDTbb8BOU1wGbsgIAZ1jR3y/X5ULq5K433F9RaXmtr4MTsg4C1Mpu78QBdoNS4/gaaymttDZyb3RBQxeJBbmq4SF5ra6AF9kTARtacWMJK7eR1O229fn41D4yyawD2pLm30UheN3VaSAt5Pfr+n5oerwUaZ0MFmqO5i2shr5tq6/vMOB6dOXMJK5tYUsPh2GjhJBYfg49y8Nbca+ye16219X2rvF455HyUzRPost3CSZw+r0dp7kwnzusN3vlxzsQ5G72Mnpqe8x5O3NeiJwpszbYKB/PwAD/3kHy+Y/boSqjUdsts/3i6q2L7vK73fNe8e/Nvu3IbeZjXoz8Ob3W+TRXOyrYKJ5GT0WW7/Fiaau59c3+4HqrmdZttPfWWGI3a2+/D0lNLS9xR+mGM/iiv4bhsq3BIF+zjGvYK7n3zeqh4cMe8rvpM1+d15jx75bUtGg7KtgqHlDOy5WC8wGjT1OjC4sssa2Vwh7xuua3vK04OGb3hmrwebWhbNByXbRUOaU1ejxakEbKE4s3dfl4PzQru2nld5F3aSF7n38q2CUdhW4VDepjIiVBOH6QdwjOtae4j5vVQIrjX/waSvt9Sr+CyOeeG76wHfOuMXmdu0UBrbKtwSDkHeHm9vczmPkdeDy34TWPBXRR8sRbP+TC4F1/bzetZywHaYVuFQ5LXB7JmnJuusm/ORvL6PpHU8hqOy7YKhzRabJn/K3nZrShLcy/QZl7n1/PDGXqLtW3CQdlW4QzWHH0ds9shuBOKv1HbyevunFNLtp3Cgdhc4fBuna/mzTwGO4QfhUHuYOU7c3Q1pvVunl74msfWfYTpxdo84Shsq3Bg3UNy98KsGphVEu2b9fgP+mSv1ty7v0zxd9e5XZ6z5NGwnlrO7qsCyGFDhUN6ONY1dYTOGRI79CF8cV73fj9ZHEx7OWtzH2X9A0R2W3Aw+d18HwxvL7vhseQ87NGA7q6ouQts1gma+9DrH7gmuy04iQUVcqzR2Z7RcEwbXUjvwv1ceT2q2eYePozzrXzgCuy5gOt6mNfXybsWmrt3j9dZ+cDJ2HkB13Ub+7qVa+b1qI2bu7vwi6954NDsv4Bjm3tOyMOZR4e0ieoFd1yUNQ8cml0YcGzpFHsYaqP9nXlbglKD3OFWVjtwdPZiwLGtyevRa29ODilhQXPLa+Ac7MWAY1uc11NXyet60s0dz88BODQ7ml5b3wAAAgxJREFUMuDYJk6i/p/8W8WrenNWfw7XM+vFAjgW+zLgVB4mWsy4qYyW1wCs4bABHN7U6RyzzhuR1wAU4bABHFu6htPnXl/h5JDFj//oTxxgL/aewIENEzBnyuj0Xl6f5mzgZU9h9PwZAHLYdQKHNNW+UxMfZvfU6PXRLXg6+SfYADBkvwmcxNzx5syTQ45u7tPJH/4HYJSdJsCpLD4Z/T44MWbqW1YASLDHBDiVhz2df/7MrBkACOwrAU5lbl73ToyZMpwZgFH2kgCnknM2SOa3qTycDsCQPSbAeeSfCjJ18/ToNQAP2WMCnEf+934UGdUGYMgeE+Ak1hez0WuA9ewxAc6gyOnUMhpgPXtSgDPLL+b4FdcGsAHWsLsEOLMFeb1yOQAXZ3cJcGaZWdz9Zus1ywHA7hLgzB5mce/ED3kNsJLdJcAJLT5n2rnXACvZXQIAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUIy8BgCAYuQ1AAAUI68BAKAYeQ0AAMXIawAAKEZeAwBAMfIaAACKkdcAAFCMvAYAgGLkNQAAFCOvAQCgGHkNAADFyGsAAChGXgMAQDHyGgAAipHXAABQjLwGAIBi5DUAABQjrwEAoBh5DQAAxchrAAAoRl4DAEAx8hoAAIqR1wAAUMz/B0z1WhU1JBadAAAAAElFTkSuQmCC)
単勝払戻率 |
|
|
|
|
東京 |
京都 |
小倉 |
上位1頭 |
76% |
92% |
90% |
上位2頭 |
110% |
91% |
115% |
上位3頭 |
91% |
74% |
111% |
上位4頭 |
74% |
59% |
90% |
上位5頭 |
75% |
52% |
94% |
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)
複勝払戻率 |
|
|
|
|
東京 |
京都 |
小倉 |
上位3頭 |
84% |
93% |
96% |
上位4頭 |
77% |
87% |
89% |
上位5頭 |
83% |
82% |
92% |
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)
ワイド払戻率 |
|
|
|
|
東京 |
京都 |
小倉 |
上位3頭 |
80% |
121% |
101% |
上位4頭 |
59% |
76% |
84% |
上位5頭 |
86% |
75% |
106% |
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