数学智力题:字母等式
数学智力题:字母等式请破解图上各等式的规律,算出“?”处应填的正确数值。
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uDyoSZefHixdy5c0EtKpXK5XLNkgdRLGxfjUaDaBVWsCkoLy9H71i9Xl9eXq7RaKRSae/evS0tLSEDaTTaN998ExsbS+h4RHItjqekpKRZs2bBHQefh6Oj48qVKwsKCnQ6HRykxFHbxNH+Q8ijUqny8vLu3bu3a9euNm3aWFhYODg4QHfC+SoWixH3LCoqgoB69eqVQqHADigpKTlz5oyHhweTyYTdb2dnN3PmzBs3btRmTmVlZV5enl6vf/bsmZ+fX4cOHeC7g8uBIA9cCBwOZ926dX/++SccR8QO++A2D5PJtLS0HDFixIMHDwjnoUKh+PPPPxcuXGhnZ2dnZ2dhYWFpaWmWPAUFBU+fPn306FFWVlZWVtajR4+ePHny+PHj+01DXl5eXl6e0WhENl1lZeXPP//ctm1bwoPv4OCwY8eO58+fExFqhUIBSsAroFarr1271rp1a4y8RYsWTCZz0KBBL1680Gq1eXl5OGeLiooqzaXMNwj/EPJoNBqdTnfnzp0hQ4bAWERQwtnZmclkrlmzxljj9Q9m5XV+fv6yZct4PB6FQnF0dLSwsBAIBKtXrzartkFBv3379siRI7HRsbQ1Iw9gEXwVUVFRsMghHqHqwCVYVVUVHx/frl07KHssFovBYNBoNC6Xu3PnTqPRWJfoq/0IxDEMVwdCHA8fPqxNHnCbSqV+/fXX9+/fR5IBknSKi4vXrVvH4XAIv0JdkueXX35p0aKFk5NT7969XV1d7e3tW7du3arecHd3d3V1bdasmbOzc6tWrTw8PLp3737mzBm1Wv369WtCR5DJZF26dCH0CAqFsn379tLS0qKiopKSEhgwJSUl+HJubm5RUdGBAwdat25NDJ5CoYwePRoJ8nAmwVlKetv+jerq6ocPHw4fPhyaOnFWcTiczZs3l5WV1dx8tX9eUlKydu1agUDA4XDatGnD4XBEItGGDRvMkgcG6N27d4cPHw43g5OTE5/P5/P5I0aM8PLyatu2LYIkdDrd0dExJSUFIg4lBrCDPyB5IFJYLNbXX3+dnJys0+mMRmNZWZlOp8vOzl6yZIm1tTXYYmFhYdZhYDAYjh8/Du0IX8bXzMagzQLXxGcajWZpaWltbb1v3z6FQvH69WtkPOj1+rCwsA4dOrBYLBsbG3z/wIEDyDZADhTh7cARUFlZefbsWTc3NwqFwufzcQoMHTq0uLgYqiBceRD7jWFMDfxzyKPT6RISEuBsEQgEPB4P6tPAgQPDw8PLyspKSkoUCkVxcTHCZG8hPz9/xYoVfD6fxWLZ29sjxr927Vqz5FGpVGVlZadOnfrXv/4FhohEIpFIZG1tferUqejo6C+++MLa2prD4fD5fC6Xi8NSr9cXFBRoPgLysFgsDLtNmzbr16/Pzc2tqqoqLy/Pyck5evRonz59eDweXPyQ4WZd1WfOnGnWrBmDwYD7GMKWWW8gpslgMPArNpstEAj27dsH1RpM1mq1ly9fdnNz4/P5jo6OTCaTQqGsWrWqsLCQqJJA2RUMJK1WW1RUtHfv3hYtWhDpERQK5auvvioqKgJ59KYSDJI8/0ZRUdHWrVtdXV1xXmKvuLu7Hzt2jEg4QLKTWWX3+fPnCxcuhG6AGbe2tt64caPZvYuEtMmTJyNrAWYSYjshISEPHjzo06cPPFpwmHbt2jU9PR06ht70GtYPSx5CSnTv3j0uLg65FJGRkSNGjIC3AA8FVph1VYeFhU2ePHnAgAFDhgzp2bNnjx49+vfvP7jeGDp06JAhQwYNGjRw4MDBgwcPGzZs5MiRMDLVajUcaPBTI0GEw+FAqe7Vq1dISAg81ETRB9x0paWlMplszJgx0CAQpGIymV5eXoTk0ZgK+0jy/Bs5OTkDBw60tLSE1Q7NvnXr1lKpFKcUUm7r2nnPnz/ftm1bv379unTp0rVr108++aR///6nTp0yu3f1ev3Dhw9HjRrFZrOtrKwQT6RQKM2bNw8PD8/IyOjfvz82K07ljh07PnnyhHiNMf77AckDnRYeQg8PD/gDVSpVQkJC3759KRQK4bKvqWK9ZfPk5eUlJiYmJCSkp6cnJSUlJCSkpKSk1Rvp6elpaWmpqampqan435s3bz579gyOOzhIKisrAwICvvjiCyQ6CIVCGo0mEAiWLl36+PFjZAYRMTetVltQUDB79mwbGxsOhwOHB5/P7969+969e1FwAW3t7ypJ+ueQJysrq3379kwmEzkadDqdyWQKBILo6Gj401SmJgFmf65QKO7duyeVSoOCgoKDgyUSiUQiefLkidm9q9VqMzMzPT09wVUul2tjY0OlUr/77rvff//93r17y5cvd3V1hZpBpVK7d+9eUFCAkjKVqTzrA5IHzgyhUGhjY9O9e/fMzMzq6mqlUvnw4cNBgwbBQ83j8fA1s+RRqVRlZWUo0iSqaxqbV6CHKqUz9VcwmOrSNRpNZmamr69v//79ra2t2Ww21LzPPvts27ZtERERb968wQ9LS0tjY2O3bt3arl07kB8m6FdffXX48OH09HS1Wg2/gkajgbAiyfNvPHr0qEOHDkgqgwJNo9FsbW1TUlJQvqLRaFBIbPbnMIfwGZYo4tZm9y40nP79+9NoNCsrK4TwrKysQkNDwY2YmJhx48bxeDwY3AKBQC6XZ2dnq1Qqopjsw5IHlqFIJOrcufNvv/2G0qO7d+9C8kBtw+DNkgc6FXEeEfl+9V+vmkU4GlNxu1arff36NUp31Go1VIY3b978+uuvn3/+ORKgIBWbN28+duzYX375RS6XS6XSGzduILyD1YfYbNWqlZ+f35s3b6AsvH79GpOPDgf/i+Qhlk1Vo1WNTqfLyspq164drE9YsXQ63cbGJj09HeU3lTX6fphdS5x8hA9UY0rFValUKCnF1i8vL09KSpo8eTKXy7W0tIRtDQdDeno6dmFmZuaoUaMQM4XTr1+/fiEhIbAW6iIP9CiMHPl1iGO8Feep6xHMkicnJ2fOnDkwY6BhMhiMgQMHNm/eHAfNJ598cu7cuYyMDL1ef/v2bUdHR1CrefPmn3zyCZ/Px37FxPL5/Pnz58OGhLjAoVNeXq419bipJ0AMnentzug6ggwajUZD1CYiXbWoqMjf33/o0KGff/559+7d4W+wtbV1dnZ2dXVt06aNi4uLQCAQCoUCgUAgEPTo0cPT0/PMmTOPHj0Cq1+/fl1aWoo5Ly8v/x/NbatNHuySBw8euLm5Qazj4GQwGCKRKC0tjSjbJK5Q+7JE1hkqsUEkOOhQiYV/xW5+8eLF1KlTccjBK+Xk5GRhYREYGIiFz8nJmTJlCo55mLm2traXL1/GNVGeVZs8cIKBPCKR6Pjx42bJU9damiXPo0ePpk+fjjMb3nMWi7V27dpNmzahBgneRTc3t7Nnzx49epRKpcLpPGbMmG3btn366afwfGC/CgSCBQsWwOmCvDIklRIxR0W9oVar4fnE0Zafn4+sH51Ol5+fD3Gh1WpLSkpQx4og+L1795YsWWJlZQUHHVx8cAxAXNPp9G7dugUEBGRmZmZmZuLQ1Gg0SCwk6rT1ej1Jnr+NPOAJESswGo0QMshWhP8Hq1hSUvLo0aMJEyZglzMYDHd397Vr127ZsuXRo0dE2C4oKGjUqFE8Hg/hSB6Pd+rUKSTb1+UweBfkuX///qRJk6AKQnmztbU9f/78xYsX7ezsagZejh07tnbtWjgbuVzuokWLrl271q9fP2SRvkUewuCpKTcatB1hqCgUChxMRUVFEAhqtbqwsDA3N7esrAyrYDAYEhMTp02b1qdPn5EjR0Ihr6uukU6nu7i4jB49etiwYZ988olMJtPr9UajUafT1SyGIyXP30yesrIy6MQVFRXIgMLhio42EBcGgyE7O3vp0qWIJCBCOnHixFevXqF+22AwFBQUlJeXFxcXnz59ulWrVkhyY7FY33zzja+vb0ZGBpjwfsjz4MGDadOmQe+CAunk5HTlypU9e/YIhUKEJlkslrOzc0xMzK5du5AlxGazZ8+eferUqc6dOyO3ujZ5Xr169fr1a2xETFFDNx/iOVqtFuILiTZKpdJoNJaUlMAZUFZWFhcXt2TJEjs7OyqViqwrBoPh7OwMj2jv3r179OgxYMCAfv36tW3bFh5OIpA1duzY+/fvFxQUQEuEtdPQcdYFkjz/HwgEQWF4/fp1bm4uUUEA/hQUFKhUqsrKSrlc7ujoCIcv6t5GjRp1//794uLivLy84uLi4uJi5M4dPHjQxcUFbh840EUi0a5du6CKvDe1be7cuUKhkKjBFolEly9fPnXqlK2traWlJawaPp8vkUj27t2LeD8cA2fOnOnVq5dZyYPOEFlZWc+ePUOpUkFBQXEDAfoVFRXl5+fjAygE1x82ekpKytixYxEJ4PF4IpGITqe3a9duy5YtDx8+fPXq1bNnzx4/fvzq1auXL18mJye7urqyWCxra2tHR0cHBwcbG5shQ4YEBAQgwlNcXKw1taRqMndI8phQUlISERHh4+OzYsWKNWvWLFiwYMuWLTKZTG3qowcXU15e3oULF7C/eTwel8ulUCitWrXy8fHZuXPnkiVLNm7cuHnz5nXr1m3YsOHLL79E/YmlpaW9vT0yyrZs2QKB9t7IM2fOHCsrK6KWls/nnz9//uTJk0REmMlkCoVCuVy+Y8cOeAV4PN68efN+/vnn3r17myWPWq1OSEjw8fGZO3fu2rVr161bt27duk2bNm2sN7Zu3erj47Nq1aqNGzeuW7fuhx9+2LZtW0ZGBnxi8FmrVKrQ0NDPPvsMMhNuj3bt2h05cgQ6HuHjxmeFQrF///5OnTphXRCxoFKp3t7eDx8+xHbHxZV/R+sskjz/H0+fPl21apWtrS2KsZlMZuvWrbdu3arRaFCNg6Pr6dOn+/btEwgE0G1QtMNisRwdHV1cXDgcjpWVlUgk4vF4jo6OCOpBF+dwODY2Nlwud+rUqRkZGe9TbZsyZQokJAxrKyur48eP79+/v3nz5rgXPPvr168fP368hYWFjY0Ng8GYOXPm5cuXP/nkE7Nqm1KpRHMIJpMJZ72VlZV1Q+Dg4MDj8Xg8nlAotLa2FggEzs7Ox44de/r0qdFofPnyZWBgYHBw8JIlS+zt7YlpdHNz27t3b05ODrzPcAbA5QB3zps3b44ePerh4cHlcokKq/bt28fGxmo0moqKiurqamgQTWSO5r+UPITHlvijVqu9f/9+69ateTweCuCQV9K6des7d+7o9Xr0iNGYGhxXmvp0Eg7W/Pz85cuX10zPcXBw2L59OzalTqerrKzU6XSpqakIeBO6NXYV6k+JNEfEUhAnITqN4Oxv1qzZwoUL//jjDzgkDAaDVCr18PBgmUB4xg4cOFBdXQ3vLTEhxOPXnzxTp07FrSFkOBzO3r17ZTLZ119/DVIJBALsMAcHB8SsWrRo4efnFxIS0r17d1jnCDpDIqGw+fLly87OznhkzPZbqeV/jdpfZjKZO3fuBHnu378/duzY7t27N2vWDJ403GLOnDmvX7/WaDRob4Bp0Wq1lTXaCGdlZU2ePNnW1haSh8ViWVpanj59GosO90/TmfNfSR6zUKvV9+7d69SpE1FviLiEu7t7REQEvKJQNnDk4APmESGL4uLixYsXowyby+UymUwHBwekY8MRhOSomJgYLpcLDyniIWw228HBwdbWllcHkL9MROvpdPrgwYMRlywpKQF5EN41W8+DrEfsDGyOujKCzZInKytr5syZXC4X5EEcdvv27c+fP1+9ejX+DvIglVYkErFYrNGjR9+9ezckJKRLly5mc9uKi4v9/PxcXV35fD4oJxQK7e3thbWA9L/aqP1NoVB44sSJV69eGY3GzMxMoh0XaIkJ9PHxqTT1XakdO4Z1+vLlywULFiDnED+nUCh79+7FgYumSFpTrxiSPBq1Wp2Tk+Pt7Y3YBc5IHo/n4OCwcOHCzMxMvSkdE6mZKBBA+AxxutLS0jVr1sAzhvg0Tln4f7AqBoMhLS2tVatWRDDEzc1t2rRpW7du3blz535zmDdvXq9evRDqoQKBo7AAACAASURBVJhaun3zzTfZ2dkghsFgSEpKcnNzQwrj+yHPtm3b8vPzjx07ZmtrC/4jnoupQ+uFgoICf39/ZLvUJo9Wq/39999Pnz59+PDh06dP+/n5oefgAXPYaw5mv/n777/DQ52VldWvXz8U50IBQybrnDlz8vPz0dnULHnKy8ufPXs2bdo0HKPwNFAolMOHD2PREfJWm97pQpJHo9FolEqlWCzu27cvQuk4TZlMZosWLc6cOaMzvW1GaeqUq9fr0XsfeVl3796dMWOGUChEoI1KpXp4eGzevBnaGgrpysvLz507h/1Eo9Hs7e3nzp17584dYmfXRnZ2tq+vr4eHB/QHuIx79+4dERGBwVRVVaWnp7dp0+Y9k6e4uPjo0aMwrOl0ulAoJMoKUAVYXFwcEBBQF3kQ+9fVgKbubDGlOZj9JlxhRqMxOzv7iy++YLPZtra2RDEChUJZsGABVhDJirXJo1QqX758OXv2bBhyfD4fksfX1xcqBrJ+CJu5KfjnkMdoNObk5IwbNw7pJLBxYXvMnTv35cuXhPAhOpoXFhbiHCopKdm+fbtIJKJSqTirYPDcv38fuVVQqa9du9a7d2/4fBGY/+GHH3Jzc/FEZuPoer0+MDCwa9euOOChEAqFwnnz5j179gydANLT09u2bfs+ybNjx47i4uLNmzdjVBgYTgS4QKZOnfr8+fPw8HAPDw+z5EEbBmwXrBe2o64W6opF1v4mvJpYyrt372LSkN2LpaTT6StWrDAajTqdDuX0tWEwGF6/fr106VI+n49HA+u2bNmiUCi0Wi00CA2ZGFoTBoPh6dOn06dPJ/riIdOZRqP16tUrODgYs6ZSqZBMADMGDasSEhJGjRoFnQoqFooLcLgWFRXBtbB9+3a4ImBDC4XClStXvnr1SqvVFhUVES3G38L58+cRF0L2GoL9vXr1SktLw09u377dtm3bunoYvCPylJSU7NixAzEoNFKF5LG1teVwODNnznz+/LlEIunUqZNZ8mg0Gq1WS7QLVZs6FVaZg9k0arPfVJjeC3T79u2vv/66ZcuWcKJAF6DRaJ6envn5+QiemiVPVVXVo0ePvLy8UM/DMGH//v34Ajrck2rb/0FVVVV+fv7x48d79uwJ1Yto8+Xi4rJx48ZXr15Vm94IAP8MOnK8evVq79697du3h7OVz+dTKJQWLVrExMToarxmUKvVbtu2Da4b6NMoLEFugdn9gQk9e/YsSlPhf0PeateuXWNiYqC2ZWVlwY56n+RRqVRhYWH9+vXj8/nwTYM8QqGwTZs2Bw4cqKyshMOgrjLsiooKvOqHCMsQ8uctVcpsizazWx//VFZW9ueff166dMnPz2/EiBECgYBKpSIrx8XFxd/fH642s1coLy+/evVqly5dGAyGUCiEpdSuXbvAwECj0YjcHyJJhySPRmNqPYW9sm/fvgkTJnTs2JHBYEDx5XA4X3311fXr1x89eoSMElTAl5SUZGdnh4WFTZs2DUEYnFV8Pn/cuHHZ2dlITIRf7s6dO15eXki0QTCna9euRMY7ckzMqm0xMTGjR48m7HJYPm5ubn5+fq9evYK55erqCsmDAUACHDhwwGg0EtQFG3Wmt6TUBrGfMBs4I0AeeNJAXTabvWnTprKyskePHk2bNo3L5YpEIhhjFAqFy+X26tUrIiLCYDD4+/v36NGDSH6FH3L+/PkFBQUgD6rK9aZX7qnrePOUWZvH7Deh40GvRqLGqVOnunTpwmKx7OzsMEIvL6+goKAXL15ADVOpVIjgqdXqly9f+vv7T5s2Da42ZJHT6XS0icU44fpX1OgV/L9OHpVKBbdvcXFxdnb2rVu3tm7dyufzUb6Lg7xr167Tp0/38/PLzc3FxdPS0pYuXTpo0KDWrVtzuVycUlZWVnPnzk1NTcXWxzcNBsOFCxeaN28ODjAYDFtb2927d0Ms/EVLePhGIyMj0b+CSLtiMpljx469d++ewWCQyWRubm74V6FQyOFwUIuyc+fOV69e1dFb0wwQjELsCGSurKx88ODBvHnzBAIBi8WC9Yx4aF5eXm5u7ty5c5Ghg+whNE7p379/QkICyNO1a1f0PYRg5PP5y5YtQy9Ps8/bxO0I6Yp39SFAnJSUNGXKFKThcTgcDofDZrO7dOmybt06WKQwY3Q63atXry5dutSxY0dra2tUUmE1Bw8eHBkZ+eTJE51OR5QkNHGcwD+EPGpTr2QEv9VqdXBwMKLjSKLh8/loRNijR4+NGzceO3bs9OnTc+bMcXFxgTID8giFwilTpmRlZelMVY3Etjh//nzr1q0pFApe14GuiFVVVSBPXZsJCsazZ88QMIExhjSTESNGoIomKSkJpgWEHuJIVlZWw4YN2759u1kPuFn4+fn99NNPx48fR5d6vV6vVCrRtw0dNOFS43A469evV6lUz58/nzVrFnKo4ap2cnJCnaZcLjcajfC2UU3ALM2fP//Zs2dmH7bp5EEvb3hBcQQ8f/784sWLAwYMQMUuDFoajdaqVav58+cfOnToyJEj+/bt8/PzW7t27Zdffgm9WiQSIbw2ZMgQiUSCAjujqZcirN//xaxqs1CbXumMCJpOp8vOzj5y5MiECRNGjRrVvHlzKB4MBsPGxsbFxaVFixatW7eGNLC0tMR5LxKJ5s2bd+fOHbXpfdfEwXbr1q0VK1Y4ODhQqVS8TaRZs2ZnzpxRmt4TrDLZG28Bj5OVlYVmSDAbgM6dO+/evTsvL+/OnTvdunWDtcPj8aytrbHwtra27u7ujg2BSCTq0KHD1atXq6ur4e14/Pjx999/j3ZCSEzmcrlbt26trKzMzs6GOYQKU8R5GQxGjx49pFIpyOPu7o6CPxRmc7nc77//HqL7XZAHTTxqlsRpNJri4uLw8PBJkyYRGWsoyba3t2/evLm9vb2NjY2zs3PLli1RCQeNg81mDxkyJCgoCOVYRqMR1ROogyDJ82/gjAd50HUSXS1zc3Nv3ry5dOnSNm3aEL0NiBQYiAK4tp2cnObOnfvgwQOQITc3Nz8/H1Ocl5fn6+vbrl07ZJSgR1nLli1PnjyJ/GKj0Ui8q/kt6PX6ioqK7OzsXr16EUFSosuZq6urWCyOiYnBtsbF8QXYGA1NeKFSqc7OzpcuXTKamm4+ePAANg9RA8Nms9euXYu87/3798O2hkSiUqk2NjazZs1C8ArZa3Bb0el0Op3O5XIXLFjw5s2bd6S2EZxUmtqkEA3Zbty48emnn7Zo0QLpV0h9wiNTTBnuOArt7e0dHR0HDRrk7+8PDRAtDvV6PbHBms4czT+JPCUlJYWFhSgJJi6CAGheXp5YLJ49ezZqjLEvYX3S6XQnJ6fRo0cfPXo0MzNTa3rxMo5tZPTk5uauXr3axcXFysoKmaOOjo4TJkzIyMjQarXwmaJUzix5cEG4AdE2gM/n29vbW1lZNWvWLCwsLCUlxc3NzcHBwaIGarY1qyeg6Hfu3PnixYsoSdJoNBkZGZ6envC/w2wQiUTLli1DlObJkye7d+/u0aOHQCDACfLdd98hl7y0tPTcuXO9evUiemvhFvPnz//jjz/MZsc0nTxVpnfCYicgEooyu6ysLLFYnJKSMnnyZBT24ciAkCFOGTab/dVXX508efL333/HO10UCgXqHZSmvh+VlZVkr+r/A7VaXVBQgII2RO7wPgkI6xcvXoSGhu7evfvIkSM7d+48fPiwn5/f/v37Dx48eOzYsdTUVKhnULWRIaLT6fLz85VKZVlZWURExP79+7dt27Zp0ya80jQkJATjRHvLujxIcO9UVVUVFBT88ssva9as2b179969e3FfPz+/58+fq9XqEydOHDp06MCBA4cOHTp8+DBeuAmFvv44efLkiRMnbty4gQZO2CL5+flisXj//v27du06ePDgmTNnDh06FBsbixAN/JPnz5/fsmXLjz/+uH///qSkpPLycqPRWFlZmZGRcfLkSV9f3507d+7evdvPz2/37t0xMTFEnORdkEepVMKGxO7E7scqGAwGo9EYGRm5dOnSPXv2HDt2DC9L3bNnz86dO/fu3XvixIlVq1bduHGjoKDAaHrVglqtfsu9hqvVleVQf/xzyINoA9w1eJ+zwWAg3tmEd9DqTW0HiQgm/hXuF/hhoHA/efIEyolCoSC+DCZUm94LjZTngoIC3NTsZtLr9Tk5ObijRqMher0jwohFxQUh9Ih7GUyvbq8rglQbOFO1Wi2RfIR3OWpMISCoQJWmxouvX79GwR8xJxqNBo9JvM8QRw/+rtfrMbGYq3dBHoPBgFfwakwvXIKI0NVoLYL3l70VicYMEJ+htGPY6PtRZXoXutr0TlhS8pAg8cFAkocEiUaCJA8JEo0ESR4SJBoJkjwkSDQSJHlIkGgkSPKQINFIkOQhQaKRIMlDgkQjQZKHBIlGgiQPCRKNBEkeEiQaCZI8JEg0EiR5SJBoJD4AeZAzj8qNzMzMCRMmrF69Gr3DkSqPXHG9qVNMPVH/tpQk3hGIFj810aBF/C8CKrq9vb3d3d3Dw8NrVpG8Q/KgRAT8efbs2aRJk1asWIEOrqiKUZpa32tMPaX+I1R19Deq589J/F2o3XC4/ov4XweQp3PnzmKx2Gg0omKqQVxojNqGl+kZjcbc3FwvL6+lS5cWFhZC7KD+iWiKZ5YSZmG2Nqv+P3+fMFuGpVarP/S4/gb8tyxB01FZWZmbmzt9+vROnTqBPKh9fOc2D17rVV1d/ezZswkTJqxatQq9JysqKkpLS/F6ULCorN4w28qs/j9/n8Dp8BYUCsWHHheJBgAtx7y9vVu3bu3v7w/OoJT13ZIHahtejjt27FiobUajUa/Xa0yNj9GKoK63D9SG2d7H9f/5+4ROpzPUQoMelsTHgPLy8sWLF7ds2fKXX35BR8X35G1Dg9bnz59PnDjR09MzIyPj8ePHjx49evDgwf3797Oysh49evTHH39k1RsPzaH+P3+feFAHPvS4/gb8U5/LLFJSUry8vDw8PG7cuIEuCyqV6p2TR6PRlJswa9asTp06TZw4cfLkyZ6enmPGjBkzZsy4ceM8PT3Hjx8/rn4YO3bsaHOo58/fM0aPHj2yFr755psPPa6m4r9rFZqIsWPHDh8+vEOHDj179pTL5fAVv3NvG/qYEAZlaGjo/v37169fv3r1aryMesWKFStXrvRpIFaZQ/2/afbLq1at+sEczP68/t8kHrMmVq5cafYK9cfq1aubPgm1sXr1arPPVf9r1n9m6kJTFrFBD9ugy65YseLHH388evRodnY2bPiGcqEx5CHaPmk0mrKyssLCwjdv3ryuhTdv3uTXG4XmYPabeXWg/pc1+/O6BlDX7Wrf3ewV6o+67lX/GWjQc9V/usyiQWNo4iI26F71H8CLFy/y8vLKyso0Gg3aer0n8hiNRvBHq9UqlUp9HW87qj+qzaGJ12zQZZs+ALNXqD+a/rD1H1jTH+Hdjfa9gYiKVjecNo0nD/GZmEq4EN6CXq+v7ZUyC7jpasPsl9VqM90utab3nNXnsvXv92f2XmahbnI6UoOeq56jquu5zDoMG5RMUP8BmH2Eut7pYnbF638vs1Cr1WYvW1VVBb+XUqnUaDQ1N/a7Ik9djKqN+hO6urra7OOZ/XLN9pMEzH7Z7GXr8imbpXqDXJ9mH6H+MPtcer3e7GzXf1Rmn8vsRsFhXE80aFrq/whmV7z+9zILnU5ndm8g1FNcXIwX27wn8kBqG2pIPbPzW9VkNcDsN81KOUMdbxQ1e1mzL2Yz+02z9zKLpiuu9X+uuh6h/s/VoFUwi/oPoEGPYHZU9b+XWRCNfN+CscbxWnNO3jl5oBFpTQ2adeZOTYy7njBLP7Pf/Is5qudl61pjswOo/wrV/9hu0L0aNAn1f676T5dZ1H8ADXqEJj5sgwZg+L+ZoODz+yCPwSS49Q33jpMg8cFRXV2t0Wj0NVIKsKXfOXlIkCBhJMlDgkSjQZKHBIlGgiQPCRKNBEkeEiQaCZI8JEg0EiR5SJBoJEjykCDRSJDkIUGikSDJQ4JEI0GShwSJRoIkDwkSjQRJHhIkGgmSPCRINBKN7NtmMBg0Gk1xcTGKcokupqh6JWqSm1gDSILEu4PRaNTpdKWlpVpTZY3+PTQ9rKysVCqVRFEU6iKaWApGgsT7hF6vLy0tValUeXl56B6hbWAxT2PIU11dXV5ertFojEajQqFITU29du1aWFiYWCwWi8URNSAWiyUkSHyUEIvFAQEBMpksPj6+uLgYPaIbWtbZYPIYDAaFQoF7PH36dMmSJd27d+/UqZOHh0eHDh3at2/v7u7erl07Nzc3d3f39iRIfJTo0KED9u3IkSPlcrlKpaqqqtJoNO+WPNXV1ZWVldAa//jjj7Fjx7Zv337hwoVr1qxBI8mVK1cuX7582bJly5cvX0mCxEeJVatWbd269bPPPvvXv/4VEBCgVqurqqpKS0urGtJDpzE2D9phKRSKnJycqVOnenp6hoWFJSYmxsfHx8TEREdHS6XSyMhImUwWRYLERwm5XH7nzp2JEyd26dIlMDAQOptSqXznDgO0I9FoNDk5ORMnTpwyZYpYLE5ISIiLi4uJiZHJZJGRkWKxGPwhQeIjRFRUVFJS0pgxYz799FOpVGowGIzv4f08elMXLIPBkJOTM2XKlPHjxwcHB8fExEilUvgMwByYZSRIfFhIJBJpLchkMrlcPnLkyG7dukkkEkMDX6jYVPJUVVXl5ORMmzZt3LhxBHkIPxs0tw/sUiFBQiKRSCRmJY9cLh8xYsQnn3wSERGhN9eZlSQPCRIkeUiQaCxI8pAg0UiQ5CFBopEgyUOCRCNBkocEiUaCJA8JEo0ESR4SJBoJkjwkSDQSJHlIkGgkSPKQINFIkOQhQaKR+IeTRy6XR0REoJw7KipKIpGEhIRERESEh4eHhYWFhoaGhoaGh4eLxWL8EX8HwsPDQ0NDIyIioqKikNkdGRmJsoj6DyA4ODg8PDwyMlIqlUokEtxFLBaHhITg1rgF/l775xgYfi4Wi/EdlDaJxeKwsLCIiAhcNiQkRCKREF+QyWR4QFwEYxCLxaGhobgafohnkclkEokEX8b84Gv4oVQqxQTK5XKZTIZbyOVyqVSK6cL48SAymYxYr6ioKJlM1qDpaiJwX5lMhinC/0okksjISEw7sXlQ5CKRSN6ayQbhn0yeyMjIxMRE7EuZTJaSkpKQkCAWi2NjY6OjoyUSCdgiMe0eIs8cOwD3io2NTUhICA8PR216dHR0g2Y5KChIIpHExcWhqi8+Pj4hISExMTE8PDwiIkIqlQYGBoIh2P1vAZsyOjo6Pj4+KipKLBZHR0enpKRIpdKQkJCQkBC5XJ6ampqYmCiRSORyOc6I1NTU2NjYkJCQcBMwe1FRUXFxcVKpNDQ0VCqVxsXFRUVFxcTE3Lp1Ky0tLTo6Oi4uLiwsTC6XBwcH43YEeWQyWWJiIv6YkJCQkZERFxeHqZDL5TExMTgRZDJZbGwsTp+4uLjY2Nj3SZ6wsLCgoKCoqKjY2FhMfmhoKDEkiUQSGxuLozApKQnHmVwul0gkgYGBeNIG3e6fTB48HgiAcxQkSU5OTkxMjI2Nlcvlcrkc9IiOjpbL5QkJCampqaAZvpCUlJSUlBQaGnr16lWcpg2aX6wWpJ9EIomJicGtw8LCoqOjQUupVIrv1P45yCOXy/ErPHtUVFRQUFBwcHBkZGR8fDz4EB4eHh8fHx0djVtg0tLS0pKTk8GWiIiI1NTU27dvR0RE+Pv7x8XFJSUlRUREBAcHJyQkpKWlyeVyHM9paWmENJbL5SEhIdiOuI5YLI6JiSFO7piYmOTk5OTkZLlcfu3ateDg4Li4uMjIyNDQUOykBk1XEwHZEhUVFRkZGRISQpxcWMGwsDAMOygoKCgo6NKlS6GhofgLJp8kz/+ZSqgr0dHRBw8eXGLCokWLFi1atHjx4mXLlq1cufKHH35Yu3btjz/+uGbNGvzXx8dn6dKlCxcuXLx48cGDB+Pi4tLT07FBoag0aH7Pnj37448/zpkzZ/bs2QsXLsQY1qxZc/78+aioKChIdW0y1F1BDIaGhl6/fv3y5cu//vorZJFcLj9z5szixYu9vLzmz5//ww8/+Pj4rF69+ocffli8ePHq1atPnTp169atW7duSSQSKFFBQUEQX6Drrl27vL29v//++xUrVsyfP3/evHm+vr5SqdTf39/f3x+8As/Bh9DQ0J9//nndunULFy78/vvvFy1ahDlcunTp/PnzN23a9OuvvyYkJIBykHXv00aNjo5OTk4GeyF4cZTs27dv8eLFc+fOXbZs2dKlS2fOnDl16tQdO3YEBAQQZygmuUG3+4eTBxs9IiLC29u7efPmtra2QqGQb4JAILCysrK2tra2tra1tRWJRNbW1lZWVgKBQCAQ8Pl8GxubAQMG/PTTT2FhYfHx8dCOAgIC6j+/QUFBP/74Y69evUQikUAgwPVFItGnn366fft2wiQgjJC3IJVKwavg4OCAgICAgADInPv370dFRZ04cWLWrFlt2rThcrkODg5CoZB4HIFA4OzsPHDgwI0bN4rF4qysrKSkpCtXrty4cSM2NjYuLk4ulwcEBMyYMcPR0VEgEIhEIj6f7+jo6OXl5e/vHxAQcOPGDXwZKhlESkZGxoEDBzp37kzMEjFXPB7Py8vr4sWLCQkJMTEx2LuQ/PWfriYCJfrh4eEhISFhYWEoio6Pjx8yZEiLFi14PJ5IJLKxscFoFyxYAAksl8vj4+OhqzdUr/knkwdqRmRk5LfffmthYUGhUCgUCpVKpdFoNBqNSqVS6gCTyeRwOGw229raunPnzp6enocOHUJDheDg4PrPr1Qq9fHxadu2Le5Lp9NxU3d3971792ZkZMTHx+OJzDoMpFJpTEwMvhATE5OWlnbr1q2bN29euHBh+vTpHTt2bNGiBZfLNfsINBrNwcHB2dl5zJgxgYGBf/zxR1paGrgql8tv3boVFxc3e/ZsS0tLjI1CoXC53AkTJkhM5lNgYCB0S8z/7du3b968uW7dOmdnZxaLxWQyiRtZW1u7u7svW7bs+vXr2IiQqO9Z8kgkEjh1YmJi0tPTf/vtt4yMjKioqM8++0wkEtFoNBaLxWKxGAwGl8udMmUKTgSJRAJhBf7U/17/ZPJEREQEBATAAp42bZqlpaWFhQV2CZVKtbCw4PF4ODW5XC6XyxUIBLa2tg4ODra2thwOB+xiMBg0Go3NZvfs2XPnzp2Y6PrPb1pa2vr1693c3CgUioWFhUgk4nK5NBqtU6dOR44c+e2336Kiov76hIbtER0dnZqamp6eLpfLAwMD+/Xrx2azsXExTmtrazs7Ox6Px+Vyra2tWSwWwSI6nf7555+fO3cuNTUV1r9UKs3IyEhNTV20aBGfz6fRaFZWViwWSyAQTJ06FX4F+OvAbfwlLCxs06ZNffv2tba2ptFoBHPs7OyGDx++cePGCxcuiMViOBJgYMTExNR/rpoOqVQaGxsLIzYhISE0NPTIkSOrVq0SCATEuUlMy8SJEzHa4OBg+IFI8vwbERER169fh/tl2rRpPB6Px+PR6XQGg8Hn85s3b96nT59Ro0Z5enpOmDBh1KhR48aNmzJlytSpU4cOHdq2bVscyXQ6ncPh0Ol0CoXSr1+/8+fP3717t/a9cKLDLQEQm2/VqlUtWrSgUCgsFovP54ONbdq02bJlS0xMTHBwcGBgYExMjFmzB14+sCs6Ojo8PHzPnj1z5swBc5hMpkAg4HA4zZo1Gzt2rLe394QJE8aPH+/p6dm7d29bW1tLS0tLS0uwy9XVdd26dRkZGSkpKdevX8cFvb298ZgsFotGo/F4PE9Pz4CAAGLCU1JS/P39QYPNmze3bduWSqVaWlpC84HAGT9+/LFjxx48eHDz5k08CGGd1+WcbES3jZq/ijA1jiWmHTMP0gYGBl6/fv3IkSMzZszo0qWLQCCArsHlcoVCIZvNBoU8PT3hiAsICCA8iiR5/r1CcOZKJBIvLy8ulwuBQ6fTcV76+vpCccLFcSTL5fLTp0/PmDGjX79+rVu3trCw4PP5HA6HQqG0bNly+fLlqampde2G2NjY0NDQ4ODg0NDQW7duHT9+fM6cOQMHDhQKhVQq1crKyt7ens1mC4VCDoczfPhweMCwhGbJExIScu3ateTkZOyGS5cujR49mslkQv0TCATt27f/+uuv169fD88bfNASicTHx8fNzY3NZrNYLDqdDqnbo0cPmUyWmZkZEBAAB+PcuXMtLS1xNEBqffvtt+Hh4dHR0YhQRUdHh4WFRUZG7tu3r2vXrhQKhcPhQIDjgr6+vvBSYv9B+YSNFBgYGBQUhJ/XRkS9AWd9dHQ0LBmpVBoUFBQeHg6/uVQqhTodGhoaEBCAdUxMTNy9e7dAIGAwGEKh0MLCgslkslgsKpUKRYNKpY4dOxYBMYlEgks1VMP83yWPra3tTz/9lJaWBvKEhIT4+/uHhYWlpKQkJSXBq7Zr167OnTtzOBycVba2tn369Nm9e7fZe2GrIfwikUiSkpJ++uknR0dHGxsbKEVMJpPL5YKKVCr1008/vXLlSkJCAjbZX5zQERER69evHzx4cP/+/Z2cnODYoNPpbm5uixcvPnfuXHBwsFwuT0lJiYmJQfhILBZv3LgRgoJQV1q2bHny5MnExES40WqTh8PhQJlJTEwEb69evZqcnJySkrJ48WKhUEij0ZhMJsjTrl279evXQwOEKovwToQpqgu/OeHIegv136OQCVFRUeBhYmIifBIyU5QTnf0gpXF4XblyZdasWTgyaDQaHpDFYvF4PAyeRqOR5Pkr1EUeKE42NjY7d+5MSUmBjh4bGxsREREUFISFj4yMTEpKCgsL+/bbb/l8PpR7KCrffvut2XvBpSsWi2GOJycnb9++nc/nW1hYWFlZQWGg0WhQGul0uru7wAkINgAAIABJREFU+9GjR3FkwryufVnC1T59+nQ4uCwtLdlsNvSxr7766uLFi7dv305KSoqMjExOTo6Pjw8MDAwNDf3999+DgoK++OKLmmaeo6Pjpk2bEhISEKt9izzwQI4YMeLKlSvwocPV+9tvv/n6+nbr1g1mG1RfCoUyZMiQq1evpqenJyYmykyZB3CIA9HR0XDW1WZOTf32PyI6OjoxMRF3kUgkuCw4icWSy+WIvyEym56efu7cub59+zIYDHiJaDSapaUlj8ezsbGBNchgMEjyNIY8TCaTRqOJRKJt27YlJibCFZuQkCCRSCABwsPDYURGRkbOnj3b1taWTqdjy3K5XE9PT7P3glkvkUhiY2Pv3bsXEhIyZ84c2EsMBoPNZoO3DAbD1tbWwsLC0dFx6dKliHUiVmuWPBKJJCQkZPDgwXQ6HS51WGJubm5r1qzBuQtpI5fLIyMjAwMDQ0JC4uLirl27Nnfu3I4dO8JFwWAwbGxspk6d6u/vn5SUVJs8VlZWDg4OY8eODQgIIFIWfv/99+PHj3fr1g0eFGiAHA7Hw8NjxYoViN8jogqZg91D/BG2u9wcau+8uoA4MqQNDjhEIGpzMioqCr6+TZs2tWzZEquGR+vcubONjQ2WAxuAJE+TyLNp0ya4+WF3BgYGBgYGItkkMjIS/qWpU6fa29vDRGaz2fb29vPmzTN7O5yC0MFiYmLWr1/v6uqKO+L8g7YApxaG0a1bt71794rFYkx97WsifebHH390dnaGhwDOMUtLyylTpoSHhycmJiL+k5ycjMggNn14ePiVK1euXbs2e/bsZs2aQVNlMBitWrVasmSJWZsHkmf8+PHIADp27Nj69et37NjRsWNHzBiHw2EwGCwWa8CAAUePHiUsouDgYLHpNTCQPBcuXFi7du3333/v4+OzYcOGtbWAYHQ9sXz58i1btiA0TBg8MJyQa4O9gRyR48ePT5s2Dcq2g4MD/CV9+/adMWOGi4sLhLCVlRVJnkaSB4ajUChcv359TTcXsjagAyAt6urVq+PHjxcIBCwWC0evjY3NggUL6iKPRCJBbD46OnrWrFmwbZycnGxsbBBFadmypUgkYjAY8HFxudw1a9aAvcgleQuxsbGJiYmenp50Oh3qO6jI5/M3bNhw69atxMREOAmQm4NDmkhHysjI2LRpU9u2bQm938LCYsiQIWfPnjVr87BYrFGjRkVHRwcGBo4bN87R0dHOzg60IdTFLl26HD58ODMz89atWzWbIWP34NabNm3q1KkTn89HRLg2hEKhdb2BmPK6devEJj847gWFViqVwpGAI2/27NkikQjSvlmzZnBIbtiwYefOnS1atKBSqXC0kORpJHlgBgiFwnXr1snlcuhaiEhERETAJJBIJNHR0UFBQWPHjsVGR0yQy+VOnTq1rjtGRkbC8nn48OHq1ath1otEIjipx4wZs3r16qFDh/J4PDs7O9B48+bNmZmZcrn8xo0btS8I/R48xJ6zt7eHlFi3bh3GjOyy69evgw/wWMBeF4vFq1evdnNzo9FofD4fdtfIkSORRFObPHw+f8aMGUlJSRcvXuzevTuDwaBQKA4ODtbW1nw+n0qltmrVatOmTUlJSSkpKfBuYfNhpbCbo6KiNmzY0KxZM6iXlpaW1FqoKzZdF7hcrre3d2hoKDJ9JaajCuSBezMuLi48PPybb76hm4Dx9+7dOzQ09NixY82bN2ez2XC7sVgskjyNIQ/I0KJFix07dsTHxyMBGf4fqCKwvMPDw729vXk8Xs1Vb9as2eTJk83eC/GQ5OTk2NhYHx8fR0dHqGqWlpYMBsPFxeXEiRMlJSUHDx50dHTk8XjYFiwWa/z48RKJJCEhQSaTIX1BJpNBnmRkZERERHh6etrZ2WHPWVhYsNnsBQsWxMXFYadi+euaFh8fn2bNmlGpVHt7ex6PB/Jcu3bt1q1bqampM2bMYLPZIA+TyRSJRKtWrXr+/PnGjRutrKxsbW0ZDAb+lc1mDxo06NKlS5mZmdiste+FrOqoqKidO3d27tyZYkqqaChVakMkEnl5eZ0/fz4xMTElJSUyMhLBmZSUFJlMJhaLU1JSwsLCFi5caGNjwzaBQqG4ubnt2bMnMzNz27Ztjo6OmEMMiSTPX6Eu8iBo6OLisnnz5tjY2KSkJJT9IJcH5QNisfjChQsjRoxgsVjIhqJQKAKBYPLkySdPnjR7O8KDFBIS8v3339vb2xNuBni69u3bl52dvWvXLujiVCoVSUCjR4++evUqTN6QkBAiQQsPvmTJEnd3d+juDAZDIBA0iDzLly9v3bo1nLYQgEOHDj137hyipTNnzqxJHoFAMHHixJMnT44aNYrNZnM4HEwaTL7vvvsO8RY4A8xOeHx8fFpa2tWrV5cvXz5u3LhJkybNmjVretPg5eW1aNGiAwcOYD9AqcaDY9VCQ0Nv3769f/9+V1dXKJ8UCsXOzq5Xr14zZsw4fPjw7du3N23a5ODggBMQEokkz1+hLvJYW1szGIwOHTqsW7cO7jWkACNW4+/vf/LkyR9//HHy5Mnt2rWDjQ7/8ogRI2AtmL0dfEEo2sF5DymHpXJ2dt6+fXtKSsquXbtatWrF5XIRMOHz+VOmTImOjk5PT0fNFsgDL8LFixd79uwJzQq7GeHa+pPn4MGDCxcu/O6776ZNm+bp6Tlp0qTNmzcHBASkpqYmJSWBPBghLLHOnTsPGjTI2dkZ+wyaHpPJdHV19fX1TU1NhU+iLsc6rC+ZTHb9+vWLFy/euHEjNDQ0pGkgnODQsbEfsFkvX778888/3759OyEhYfz48QwGAwlQLBZr8ODBJ06cCAsLCwkJSUlJ+fHHH2G/wW4kg6T/AX9h80CM9O3bd/z48aNHjx42bNiYMWPw+csvv+zWrZuLiws8BBAOzs7O33777eXLl5FBaPZ22Po3b95MTk5evnx58+bN6XQ68s0sLCx69ux5/vx5RPcHDBjA4/GQHga/WVRU1K1bt4hkE6lUipU4e/Zsly5dmEwmdjZhn9SfPHCFoRQPX4aPBNlfIA/MOTysSCTi8XgMBoOIC0OEduvW7eLFiygBgqer9r1CQ0ODgoJQi4obxf0dwFAR2yHewRYUFCSTyQICAq5evfro0aPdu3c7OTmxWCycVvDrxMXF3bp1C+5THx8fhBxghpEOg/+AusgjEAiwHZHAj+mGHQndBjIBFgKXy+3SpcucOXOCgoIeP36cnJx87do1s/fC1gkNDd2zZ88XX3wBTU8oFCI8N27cuIiICKQ2jxs3jkjcZDKZn3322cKFC0+cOBFhyk1EMnV0dPSpU6e6deuGxDMLC4tGSB7ktiQlJeHMRjBeIpFgZ4M8GAw8cjiVmUwmJBLcYiwWy83N7cCBAwgcy+rIAZOZyrnDw8MRuYJm1UQQWT9EXk9oaGhgYCBsnpSUlJ9//rlnz55EFpKTk1Pv3r23b98OJVMikURFRa1cudLGxgZxNlLy/GfURR5sC+yVmp4fYscQ1ggSOvr27bt+/fqIiIj09PTo6GiztjJUPrFY/PPPP48dO9ba2hrHOeEgnjRpUkhICN6vOmXKFOJGSBRycnKaPn16REQEEThHrdvx48c/+eQTXIrBYHA4HCQI1588KAJFQCYsLAy+b6x0TEwMyEOEoRBAhDMKOicyJDgcjrW19ezZsxFXqavQgEijRlEA3NYoAm8K4ImWmCo9Q0JCbty4AR/Pb7/9JpfLx4wZA1WNxWK5u7vPnTt3x44dv/76Kx4c4SBIHvg/SJvnP+Mv4jw8Hk8oFNrZ2bm4uLRt27Zz586tWrXCh3bt2iEDAHYOPLx9+/ZdtmwZIoNJSUlm7yWRSG7fvh0SEjJ06FDcgk6n83g86EJLliyBMImNjV21apWdnR2Xy8VCWltbUyiUkSNHIh0Gz4jUh6NHj/7rX/+qqVZh4Ruktl2/fv3GjRsIzKMrCHx6crl81qxZNckDCczn8xEK43K5kHV0Op3FYvXv3//SpUu3b9+WmeqWa08CbAwkoclMdRa1N1mDAD02KioKzwtCwkuekJCwZcuWVq1aobSRRqMNHjyYyM2DpoewG+Yc5MGJSZLnr/AXksfCwsLW1nbFihVXr169cuXKL7/8cvr06fPnz1+6dOnEiROrV68ePnx427ZtibRcJycnoVDYtm3bFStWXL9+HQoJKuDRVEQmk4WHh9+9e3fr1q2dOnWys7OD4KLT6VZWVohRiMVi1BdERkZ6e3vDl8rn862trXk8HuqFYHCLxeKkpKTU1NQTJ05069YNamTNEiNvb28IAWws2EhmJ0EqlV67dg13x3f8/f2J8CLIQ1hfBIUQVmIymVQqFe44ZIV/8cUXO3bsQIUm4aIk2jBALMOjAK4iFmQ2qxr/GhISEhwcHBQUFBgYWNc3pVKpv7+/RCKJj48PCQnB16A8nzhxon379vATsFgsa2vradOmhYeHp6SkIOoQHR2N9Zo/f76dnR20ALg6R4wYgYTAsLAwIriHbQYiEQ9VVxrr/yJ5IFWIxFDUeyGukpCQkJ6enpycLJPJAgMDv/vuO+wtwjTq1q3bihUrYLkiLQ07BqkxkZGREyZMAG3g2KHT6c2aNdu4cePNmzeR9ZycnPznn3+ePHkSKc8447F3+/fv7+fnJxaLf/31V2yRw4cPgzwwnEAeJpM5e/ZsLCq211+cmjExMTAPYHkjcwd5YlKpFPU8GABi+ahf+vzzz7///vu+ffu6uro6OjqiDAGq7Jdffnnq1CnYEoSQgUAAJWQyGVEc8Rf+FYgRIpH0L1Ktk5KSkG6blJQUFBQUEBAQHR2N+dy0aRMSlyAnP//88927d+MAAqshJO/evQv/J5RzSNphw4aFhIQkJSWFhISg7ujq1avolIKdJpPJkPJT18H0P0oeOp1uY2OzY8cO9IvAWsITGhsbm5qampmZ+eTJk8uXLw8aNAj12EKhkEKhcDicQYMGXblyBUlW8CyhcZFMJjt37lzPnj0pphIACwsLLpfbpk0bHx8feBSuXbsWGBgYFRW1du1aFxeXt0KB7u7u+/fvT09PR2ZqbGzs6dOnzZJn/vz5aBwF5kAfMxt7iYmJuXLlSmBgILG5xWJxeno6akXnzJlDkIfL5ULm9OjRY/fu3Xfu3AkKCjp27BhqyJlMppWVFZ1O79ix46FDh7Apg4ODIyIicMBHmDxsGRkZCPVcvXqVyHmrDWK34XRHtqjZb4aGhl68eDEiIgJSArsiNTX12LFj/fv3hxHIZDIHDhx49erVu3fvPnjw4Pfff0cLpJs3b2ZlZd2+fXvNmjWurq44zqAGe3l5SaXSmzdvopsK7kXsLsLhSUoeM4mhNjY227ZtS0pKQm8x1IcEBAT88ssvP//886+//urv7x8VFXXhwoVhw4ZB7CCBxd3d3cfHJzAwELdAnUloaGh8fPzOnTvd3d2RDMbhcKysrOASaN++/bBhwwYOHPjpp5/27dt36NChnTt3hvXCZrNRaMBkMtu2bbtt27Y7d+4kJSVhF549e9YseRYuXIj8GnifoPyYJc+ePXuGDh3av3//L7/8cvDgwYMHD541a9aVK1cSExPlcjnSc0AeDoeDXNWtW7eGh4dnZ2dnZma+fPly4sSJiDw6OTlxuVwnJ6clS5ZEmjr+QPZiJKiJCgwMPHz48KhRo3r27DlgwID+/fv3q4W+ffv26NHj008//eyzz3r27Nm7d+8+ffr06dOn9jf79ev31VdfjRo1ateuXURgVCKR+Pn5DRkyhMvlEoVuI0aMuHbt2pUrV44cOXL48OEjR47s3r173759Fy5c2Lt37/jx411cXOBq43K5bDZ7+PDh+/fv9/Pz27Nnz8GDBw8dOgRNz2wBBUmefxfDUalUkUi0detW2OURERFo3on6x8DAwODg4P/H3nvHRXnl++NDmcZQB5VeBaSJgKiIBcWC0gWkSpPeYRja9N4HMBrT7jaTmBhNYsyiqIkaW0xM29du7t3Nvva194/d3+Zu7t5Ns4v+/nh/57ms80x2GALJdZ/3H74QZs5znnPO+5xPP0gO+eCDDzQaDcRlhBpwOJwtW7a8+OKLMPvCCoxye3v37l2yZAmiSGG7A3lgRcWGh8gRqP7QzpHqiHyh4uJi5ORNTU1dvXr1wIEDpOTp6OiYSR4oD6TkGR0dDQoKgrEBCkxWVtahQ4euXr0KTWAmebhcbl1dHerOgAxXr14dHx+Pi4tzcXGB5Y1Go0VGRh48eBBLjUgugO0bB7JEIomMjMRxig5bA4Hej4D0kwhxqK+vh5J56tSp48eP9/X1RUREYADxFIQUJCYmBgcHR0ZGxsXFhYWFhYWFrVixIi0tDZVS4JVGqJ6Xl1dSUlJiYmJsbOzy5cs3bdpkNBoJShAi8Xest39R8iBcSi6XwyKMYkVQfGFvPWupzXv16tWnn34a4jJR+CIlJeXIkSMIrEJIwcmTJ5977rlNmzbBSICP0el0X1/fwMBAlBlBBqifn9+SJUv8/f39/PzwMSLQm0ajbdiw4cUXX8Qx8uGHH9oS21pbW2G0mLJU3pm0pPU/AsRoIhUC5MnLyzt+/Ph777138eLF9vZ22CFAHh8fn4qKCqhwb7755rFjxyYnJ5977rmsrCxwDIR3dXUtKipSq9VQtc+cOYOwpgsXLsAoolAoUlJSfH19/f39lyxZQhpYHRAQ4Ofnt3jxYl9fXxTNshWC7e/vHxYW1tXVBbrifRsbG318fCBnwhSJk5yweWA/gn8MsgbIiZEkKEfIzH5+fgKB4JRFGSNWGuwHFHn+N7YN5JHJZDD4QpLGfo+xO3XqFLbzK1eumM1mRHl6eXkhrS09PX1ycvLq1atImof+8Itf/GLdunWw5sGT7efn193dLZPJ+vr6enp6hEJhb28vj8eTSqU6na6joyM8PBwOHDhkXVxccnNzoT+88sor165dsyW2PWJtm7LUwrbG0NAQ8ueQRMRgMLKzs48fP/7+++9funSpo6MDqXI4Et3c3EpKSjDar776KpLq3nzzTaFQuHLlSrh9YIXz8fHZuXPnoUOH3n333XPnziGWHBLs5OTkCy+8MDg42Nvbq1AoZDLZMBlGR0eHhoZ4PF5PT097e3tLS0tTUxPpJ4eHhwcHB5999lkcOxjwkZERnKiEJw2FPgiTAAiD+YJcB+cefslmsxGOQDgA/Pz85HL5mTNniCCgKUtREYo8JOSRy+UwQEFtwMkzM4Dq4sWLH330kUQigX8Ni4/L5WZmZqIyzmuvvQbdF41s3ryZw+EgiCYyMrK+vh5VcDGyhOnp8uXL169fn5ycrKurw6Qi0w47+pUrV95//31EBhw5ckQkEqWkpMBUDVeGs7PzypUrf/azn12+fBnZchcvXnzjjTdmnhj4+ttvvy0Wi2GZgDEXsv6hQ4dQcxg6D2yDIE9ZWRlktiNHjqBqF2L5DAYDuuHl5YU8pZiYmH379qEcCmpbY9wwgAi2QMHOq1Z49913r1279u6776IbFy5cQMK29SevXr168uTJo0ePElnusLyZzeaSkpKtW7dmZWVt3rx527ZtO3fuhFK3bds2/B7Yvn17e3v75s2bidpJ0EijoqIqKytzc3O3b9++c+fOsrKy8fHxycnJmXrOSQso8vxDhAFOHuRgo7Qs4QuHFIeE0OvXr4tEokWLFhE6DIvF2rBhA6ppolevvfbakSNHBAJBZGQkUVZv69atMKpa48yZM5cvX/7444/NZjO2T+yUrq6uCQkJWq0Wb4q3mJqa2rNnD4fDcXd39/f3J3JvBgYGoPTDd4RIAjiRiOiVQ4cOlZeXwwmLoKSoqKjh4WEUALl48SLcTTCHwAGCgkxnz549evQoJP6zZ89eu3Ztamqquroapx+RF9jQ0HD06FHiQEDVFAzjlCVCDwbMRwB/sTWsP4ka2daTC2/sI3j99ddfscKxY8feeeed4eHhxYsXgzyYoNLS0qmpqddee+3w4cPHjh17/fXXbZ3etvCvSB6MHUzVMGiePn0akhuSqLEWiRsNxGIxUkG5XC4ibtauXfvCCy8QVwC89NJLZrM5ICCACG+h0Wi5ublXr16dGctIAMfC9evXn3zyyWXLlkFkJ3wpycnJOp0OZqXTp0+fP3++o6MD5wZeAR9OT083GAwQOxFA8Pbbb//85z8/d+4cggCOHDlSWVm5aNEinCqQUlAQFGHIdpLn5MmTeFONRoMMOSKnNSwsjMfjQUVEfcmZ2hchTP7SCm+++earZLD+pK30h7feess6hJTU2H3q1KmPPvpILpcHBAQ4zygTW1hYeO7cOVTKR2n8qVneH/OvSB4Mn6+vr0qlQmT+22+//f77788soYSFe+bMmddee62xsRHOBJjaFi1alJub+/zzz0OKOH/+/PHjxxUKBSxIXl5eMElt3boVyWHWQJjj5OSkWq0GeRgMho+Pj6enJwKx5XI5cVXBlStXhoeHAwICCNUWB6Cfn19vby/yZ1DJ+p133jl06BB8UGfPnn366afT0tKYTKaPjw+cVAwGo7+//+LFi1euXLGfPMQNQm+88UZbWxt0HtQzcHFxWbdunUql+sUvfoEFPWnx0GMKCGOgNUinjPSTk2ShQAjDtYb1cYQkU+h+0EWxBnbs2DE1NXXhwgWiCjmR/kCR57tOHmdnZ9QwgEH28OHDOHCwXs+cOYOyL4cOHWpqaoqPj58Zw5KRkaFUKicnJ5EWdvny5ePHj3d2dvr7+6OKPLzdu3fvfumll4jwmZmAejA5OfnMM8/s2rXLw8ODzWZzudwlS5bAhNrW1gbtBe0fOHAgLy9v3bp1iYmJkDrAhPXr109MTLz//vu/+tWvLl68iOptJ06cuHbt2h//+EeDwRAcHAxNidgv9Ho9tmf7yUMk1Vy7du3gwYPLli1DPB7CIwIDA5OSkkZGRj788MP3339/5uwQLLIegdOWurjWEpo1bC3cc1YgCu3OBJKCu7u7kceFhC43N7fi4mJ4ZqE3frdVmiLPP2SS+vr6arVauMMRNAWVFHkvr7/++qFDhxoaGry8vOB9h2UmJCSkra0NSsvZs2d/+ctfvvvuuz//+c/T09NhzoJOkpCQoFKpiBt1HsFbb70FLf/69es//elP165dCxUWh4+Tk9OKFSuefPJJnFFQ33/+858///zzqOYBozlMTBkZGQcPHkQpqQsXLvz617/+xS9+8cwzz7zxxhsNDQ1Y4hA1lyxZsnv37tdeew0qvv3kmZycRN41brmpq6vz9fWFzwo2QCaTmZ2djaNvpqo9abnuzlq3QSCmNUgVIdIxJI1dQK3dR4BVNDg4SJw8OLpzcnKgHCLsA6Iv6SlHkecfih4i0wZ2fdxz9NJLLyGW8eWXX1ar1SUlJYmJicgAIeISAgMDOzs7cakLxJjTp0//5je/+clPfgIvKtJFnJycMjIynn76aZSDIiUPViQS4LZt20bYoOFOCQwMPHjw4CeffAJKI0/hgw8+eOGFF1avXk14MxC7HR0dXVFRsX///g8++OD111/Py8sLCAiIjY2Njo5G0SwXFxeEtD7//POEV8p+8kAhhPh07ty5/fv3R0dHQ/Mm3D5LlizJzc199tlnz1jci5OWuysnLclzj8B66dv6pK35Jf0kqc5z+fLl0dFRZPURHqGSkhKYLmBrwVvbz5zHnDyTk5MwOsFghRgTFC7EssvMzNyzZ09hYWFWVtamTZuys7MLCwsLCgoyMjIQyoHkTUhK4eHhtbW1b7zxxq9+9asTJ04gpQTWVZVKhUI5iIJzcXFBeNjbZOWnT506deHChWPHjqGcxRtvvLFlyxYiEAEiZWhoKHK2z5w5g2i0ycnJy5cvv/zyyxUVFbGxsSi+QzjmFy9evGrVqpqampycnPDw8JnZSmw2OyEhgc/nEx5GREwiqK+pqQl+dzc3NxTCr6qqOnPmzFtvvfXaa68h/+fMmTMnLRc/Xrhw4cSJE01NTcuWLYOfkSgl5+bm1t3dffLkSXiQIAOfsnFEnLTc2PUISBlFqsTb3+yZM2euXLnC5/OXLFkC5kDnyc3NnbRc9Qf3rq34wH9F8pw8eZLQZMrLy+GIxBliDetQEQw0nGiRkZHt7e24fAZGhdOnT8PMrdfr169fDx8C3VIccO3atfDAkvb28uXLx44dQxTjG2+8kZ+fD+GHSC91d3dPT083Go3IdzhpuU50amrqpz/9qUaj2bt3b0ZGBqQyPJfwD8KwBi+7u7t7REREX18fnC2w20JZv3r16uTkZF1dHcoDEcF4VVVViBZ/8803jxw58u67707NSAtHfij0b9gwCMsvjJBjY2Mff/zx+++/j5E/YyMeeSExNTV17dq1rq6umR1GPg/e9PXXX8dpbMuMYQuPM3nweqdPnz5x4gQKf0I1JyUPUQB6JsLCwtLT07Ozs7u6un7yk59gdGBRgCL78ssvDw0NxcXFId0FQYeJiYltbW0//elPL9i4yefChQvHjx8/evQo3KxdXV1r166NjIxE/QAYJ4KDg7u6uhB+CsvBW2+9hVQCOA0lEsnmzZv9/f3RVXwRuwMiuMLCwlavXl1VVfXss89+/PHHV65cQRlrbLFnzpw5duxYY2NjYGAgwlU4HA5uhnvppZcw2ihaPZM8cLyeO3fuhRdeyMrKgl0eVxux2ezAwMA9e/YcOXIESiPEtlndBTZPePPNN1tbW8PDwzFQyFxqa2uD8QYOvVOWjEb78fiT5+23375w4cLY2NjevXubmpqamppqyNDQ0LDXChqN5tixY9BtYNM8e/YsBBiswhMnTjz11FMtLS3Z2dnd3d21tbV1dXUSieTw4cNYaqS9gqhABFYeO3Zs//79Eomkp6enra2tsbGxoqKitrb2wIEDMBZBcMJZd+nSpcuXL+PCs5/97GdSqbS9vb2pqamtrQ19rq+vr6ura2lpkUgkzzzzDEzqH3/8Mbz+cHri/pw333zTZDI1NCUiAAAgAElEQVQ1NTXV19e3trY2NDTU19frdDoo7ufPnz969CiiLkAeYn2cPXv20qVLUqm0rKysoaGhtbW1paWlqqoqLy+Px+PhPjnIbMitmNWKnA+cPXvWaDTu3bu3qqqqsbFx79695eXlJpMJWfHHjx/HbnhmlpdAPs7kgcHg1KlTly5dmpqagiUX10qT+rytapG/ff78echpoMHU1BRMorgYFIkMRDQkshtgSYPDzlZXpyw3+J0+ffrKlSuffPLJ9evXkYRHOGdPnz598eLFDz/8EB2D0Ql7OaKe33///U8//fSTTz5BYDgOJXwXkc4XL1781a9+hUs5cYXT0aNHYSM+abnpGvnMU1NTqNYLuQVXxr/zzjuQambqD4RqfuXKFWwreDqeiJRVvAXG5y1LnvMPiKmpqevXr09NTSFc/cKFC5ipo0eP4gfENJ4+fdqWZc8WHn/yvPrqq7g4YHJyktg4rYHokkdw9OjRw4cPI9cNCxcHDiwBhB0WhxI8biivgaPJlo8C6w9JEGgNnPzlL3955MgRLM2pqanDhw+/8MILr7zyyuTkJMLGEJNy4sSJw4cPY3WiGgZCS/BEeEteffXVw4cPv/zyy1gZqLv9yiuvnDp1CqExZy0l0vEbUJ1IRYapDQl5Z/7xplvCePDSSy+dOnXq7Nmzr7zyyokTJy5evIiINazLF198EVUESG9/WEhgZonYP+hskNOwx506dQoH8mx5/jiTByN14sSJF198EdX3MKmkzgRSRmHdEPSAfPzqq6/iTyDA8ePHkYX/8ssvI7rn2LFjCGS0tW5Onz4N5kAvf+WVVxCdjdaQI3Tq1Knjx49jjYI8U5aSiKDoxYsXz549i4CuyclJBDqAADhbTlguMwaHQbyZwa/Hjx+H/QCWlZdffhmRCm+88QYqBOC+25nkmbQYoLFH4Lg7fvz46dOncaRj44BlghD5ZrUi5wnEJELKOGe5G4uYaAgXlLXt/+H06dO4JRNCLapIY+FaY4osFICopYTzAWvl1KlTuLUTrDt16hROJGSnYW1BwMNGTjroM+3FyGM7a7lPCm2iTMeVK1cgHIKHUPQhFxFr+rQl/vLo0aNYx/jr+fPnr127hj4Tey1xi86ZM2cQzHLu3Llr165dvnwZv4GnGG934sQJyGMzyYOXfeuttyASI0ZpamqKCAv8pSUt6q233gJj7V+O84GTJ09iX4DdEvoefEo4q/GO0GYnKScpBQoLAIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4CIo8FCg4iB8Lee7evfv111/fvXv3zp07//mf/1lVVVVUVHTy5EkkmSFhBgkwk2QVKHFbsjVIK1CSgjSRA1k3CwPSWpUIof9hn0U6sEhMmAvsX6P2P2vuy8B+IPHkEZw5c+bSpUubN29OTEycmprCYfDgwYP5JQ8ec+fOna+//vq3v/1tSUlJRUXF2bNnkbtC1A1DiS3rIsXnz5+3TmUjLWdsC6RFpZEJszBAAbFHgAIMC/MsW8NFmiZIOguzAmmzc3zW3JeB/SB91rlz537961/n5OTExcWdOHHi7t27t2/fvnv37qz4M2vyPHz48P79+9PT03fv3v3973/f3Nzc1NR06dKljz/+GBU9L1y4cOnSpXffffeDDz74yAoffPDBNTJYf9IW3nvvPeuvX79+3f4W5ojr169bd+C99977wZ9FOrCks2A/PvzwQ9Jm5/isuS8D+0H6rPfee+/TTz+trKxctWrVL3/5y5s3b964ceObb76ZX/J8+eWXf//733HGffbZZ3V1dYmJiXv27Glqaqqtra2qqqqsrKyurq6tra2urq6wQlVVVa0VampqrD9pC3v27LFugfRZ8wTSV9izZ8+CPcvWcFl/sra2trKyci4dqKysJG12js+a+zKY4yvU1dW1tbUtXbo0Pj7+zTffvHv37kOLPj+P5Jmenv7yyy9v3LgxPT39hz/8gcfjxcbGRkZGRkREhIaGBgcHBwcHh4SEhIWFEf+diZCQkFAyWH/SFki/HhISYn8Lc8TcX2GenjUfI2OrA3N81g8+hmFhYbGxsUFBQVu3br106RIOg/v378+72Hbz5s2bN28+ePDg22+//fjjj1955ZUXXnjh+eeff/755w8dOnTo0CH8/OKLL75khcOHDz9PButP2gLxrJkgfdY84cUXX7TuAIpoL8yzbA0X6ScPHz48lw7Ymq85Pmvuy2COr3Do0KGnnnrq3/7t31599dUvvvji3r17t27dmnex7f79+9B57t+/f+vWrXv37uG/1k/FZ6xh3SZIbydIX8/Ws+YD09PTc3yFeXrWd8zXXPDP14RDz1qwMbT1rFu3bt2+fRuE+frrr7/66qs7d+7MO3nwgPv379++fRsGcnh+Hvkk6YKe+8qjyPOjJY/9s/CDjyHxROz7t27dmi1zHjomtlGgQOEhRR4KFBwGRR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFByEI0UPb9++/eDBg5s3b37zzTcPHz78/PPP8ZuZn3Gs7DwFCguGBw8e3Lt3786dO7du3Xo4oyyU/XDkihE87M6dOzdv3vz666+PHj3a1dU1PDwsEolGRkYkEsng4ODQ0JBIJBJSoPCjhEAgGBgYGB0dFQqF+/bt+/3vf48KhPNet+327dv44datW7/5zW8aGhq4XG5oaOiKFStWrFiRlpaWmJgYGxu7YsWKZAoUfqxIS0vbtGlTQkLCtm3bzp07d//+/Xkvevjw4UOIZJDNPvrooy1btkRGRu7evXtwcJDP54PT3d3dPB5vkAKFHyUGBgZaW1v7+vrS0tLWrVt34cKFhw8f3rp1a97JQ9wMNz09/emnn2ZnZ4eHh9fU1Gg0GplMplQqZTKZQCCQSCQyChR+rFAoFGazecOGDQR55v3kISqU3r179/79+7/73e9yc3PDwsIaGhpMJpNUKpXL5QqFQiqV/tCDQ4GCTUil0sHBQY1Gs3r16vT09AsXLqBW8PyS5+bNm3fu3MHlcHfv3v33f//3bdu2hYSENDY2jo2NCQQCgUAglUqlUqlEIhFToPBjhUAgGBsb27x589atW69cuXL79u3vqGr9/ZAHlbPBn+np6f/4j/8Aefbu3Ws0GkdHR0EeiUQipUDhRwyxWKzT6dauXbthw4aLFy8uxJ2kDx8+fPDgwZ07d/DDb3/72+3bt4eGhhLkEQqFMpkM5PmhD2cKFMgB8qjV6tWrV69bt+6dd95xgAgUeSj8K4IiDwUKDoIiDwUKDoIiDwUKDoIiDwUKDuLxJ49AIBCLxYTVW2YJX5CQAcZ7kUg0MyCV9JOkzxIKhXiERCIRCoUikUgqlaIRPFepVCoUCoVCIZfLrb8ukUhgphcKheizTCaTy+X4GY5jfHG2IyMSiYaHh2UymUajkUqlo6OjIpGI9L3sB15k5lOkUuk8RYSg5UcgFAoRQyyXy0UiEV5KJpOpVCqMM+kgf7+9eszJIxaLpVIphpIwz9sai5lPlFpctPaTB/FEUqkUseGjo6NisRh8kMlkWGqYZrygPR0glgVWCd5itiMjEAj4fL5MJtPpdBKJZGRkZO4DK7HsNVKplKC0WCyeY7O2nmUNkUgkFotBFaFQODQ0JJFItFrtzCkmJnE+RJjHnzzYsAFsunw+H1vUIyA2VLVardVqVSoVsVLtJA+xntBzYoLxG5xpw8PDPB5vaGiItAWlUqnVatVqNR4tEAj6+/utHduzHRmRSCQQCORyuVKpxPrW6XT2f50UIyMjg4ODIDZxTs4TbE2BRqNRq9XozPDwsEKhMBqNQ0NDRFQkNrLR0VGKPA6+IcQwmUyG853H40G+egR4nEKhgHwFpo2OjtpPHqIRtVptMBj0er1KpVKpVAqFAl9Rq9VqtRqDbv11kUjE5/NBM4yAVCrl8Xg6nU6j0SiVSrlcDkIS8qH9g4DzAT1Uq9VGo9FeL7oNSCySMHZ9gUCgUqm0Wq0jk/TPQDoFhIAtEAhGRkaEQqFCoYBcqlQqNRoNtiGZRfr43nv1+JNHq9VKJBKBQIBtyWg04hRSWQEHjkajIZY7psd+8mBNq1QqnU6n1+ux4k0mk06nAy1NJtPY2Bgix60hEAj6+vog6Y2MjOh0uvHxcWIdgEIKhQIy4axGBvIeeo7zh3QEZgWNRoN3FAqF/f39Q0NDOp3OZDI5Mkn/DKRTANoIBAKRSCSXy4l9Sq/X6/V6nU6n0+kwoaDQ947HnzwajYbP5zc1NbW3t2ODHBgY6CVDf39/f39/d3d3Z2dnb2/v6Ogoloj95BkZGVEqlXq9XiKRdHR01NbW1tbW9vf39/T07N27t62tDRxGEqL114lTq7+/v7GxcWBgQCKR9PT0VFdXt7a2Dg0NYcXjSJzVyEBkFQqFcrlcp9MJBILW1lbSQbAfHR0doLpEIhkYGODz+SqVymAwODhP3wlbU6BQKAYHB3t6enp6enp7e7u6ulpbWzs6OlpbW1taWjo6Ovh8vlwun6dePf7kaW1t3blzZ0JCQmxsbGpq6urVq5OTk5OSklZYITk5ecWKFYmJiUlJSRs3bqyoqBgYGJiVzjM8PIzdt6ura+PGjdHR0dHR0StWrIiPj4+KikpPT6+trR0aGhoeHh4dHSVtQa1Wi8XioqKixMTE1NTUVatWRUdHh4aGrly5sqysbGBgAMfmrOQQaH0QrtRq9fj4eG9v75YtW6xHYFaIj4/fsGFDa2srBOOhoSGQ08F5+k7YmgKhUFhRUbF27dpEC+Lj45OSkhISEpYvX75u3brS0tKBgQG9Xj8fvXp8yCOdYSeVWMw+KpVq9+7dISEhzs7ONBrNxcXF1dWVRqM5OTk5k8HJyQkf8/b2jouL27JlS0VFBZ/Phx4vk8kgyJGqTFKpVCAQ6HQ6g8HQ2NgYHR3t4uLi4uKCZ9FoNC6XW1JSMjw8PDIyQuRcADKLZKVUKgcHB1evXs1kMl1dXfF1Op3u4+OTlZXV399PZDrZPzKw8uG4k8vl4+Pj3d3dsbGxzs7OdDqdTqe7urqyWCwGg0E6JrZAo9ECAwPLy8vlcrlarR4ZGeHz+bY2BfshmWHhJN6RMEiIxWKtVmsymYaGhqqqqnbs2JGUlOTt7e3k5OTk5IQRYzAYDAbD09MzKCgoMTExJyentbWVWCQyy24Cj8Vc8FiRB7KvXC4XCoWYRaPR2Nra6ubmRqPRaDSaqwWY++8Ak8l0d3f38vIKCQnBioedCrMI9wLpXqjRaHQ6XVtbW1xcnIuLC51Od3Z2ZrFYLi4u7u7utbW1SqUS9CO+JbUk/8HQJxKJVq9ezWAwQHU6nc7hcJhM5ubNm8ViMSwZsxoZmEkkEolCoRgaGjIajQMDA0FBQc7OzkwmEw9yd3d3d3f/7jGxhp+fX0lJiUKhgAXclgl+VgDJ4SWTWDxdkHLVarVEIjEajWazuaKiws/Pz8XFhc1m0+l0Go2GvcDV1dXd3d3V1ZXJZLLZbFdXVw6Hs3Tp0s7OTpFIRIwesWbm0tXHnzydnZ0zycNkMn18fILIsGjRIjc3NxwXHh4e3t7eLBbLzc0tNjY2KyurpKSkublZJpPpdDpbzh9Ye1QqVWNjY0JCAovFcnd3p9PpHh4ebm5uixcvLisrk0ql0GJnnh6EcLiQ5MGZhn3Ey8srODg4ICCAdGRIERAQkJSUVFNTI5FIsIsrlUqVSjXbfLJHAJ/yTPM3+g9LgEQi6e3tLSsrS0xMdHNzw2mJzS4gICA0NNTPz2/NmjWLFi3CKQRpgsVipaamNjY2wuOMw39gYIDUY2E/Hn/y9PX1cTgckIdOp7u7u0dFRVVUVDRZoby8fPPmzfHx8YsXL8YeBmEAfFu6dGlOTo5EIpmYmJB9p9uuv78/JycnMDAQq9/Z2Rn7OovFSkpKqqurg1WAECFkMplYLIbhaIHJg6cwmcz4+PiCgoKamhrrYbGFysrK2tpaWDUEAgEGHMrVXDBzY5optikUCoPBIBQKi4qKIiIiWCwWdiXsUMuXL6+tre3u7q6treXxeNnZ2YmJiTExMX5+fgwGA+xKTExsbGyUyWQQIuZeIePxJw+Px2Oz2YTC4+HhkZKSMjQ0pLWCQqEQCAQdHR3bt2/38/MD34jdy83NbeXKlb29vQaDwZYVAQbupqamtLQ0grE0Go3BYEC04HA4O3bskMlkWq0WihM6TJinF1hsY7FYEGzS09O7u7tNJpP1sNgCaA/rxdDQEBz8GPy5gPS90HmVStXd3b1mzRoOhwOZ09XV1c3NLTg4ODc3V6VSPfXUU3q9fmxsbGRkpKOjo7q6evXq1d7e3lB0GQxGWlqaSCQaHx+XWZRMO8fQ1pJ7zMnT29vLYDBwdkNEXrlyZV9fn8gKcJ6Mj4/L5fLi4uKIiAjI01CmXV1dg4ODi4uLEXRDSp6JiQmdTtfU1LR8+XI3NzdnZ2fCYMBkMjF/O3fuhP+Bz+cLhUIYCWQyGfq8kORxcXHBmNBotJiYmNraWjzdTqAPELRg/9BoNIQ46jCgyhORacTv5XL54OBgfn5+aGgom812c3NjsVgcDic+Pn7r1q179+5Vq9VjY2PEeKrVaoFAkJub6+/v7+zsvGTJEhqNtnjx4qqqKkSZCOesnj3+5Ons7CTUGCzHFStW9PX1WS99iMIGg2Hfvn0SiaSgoCAwMJAwHsCMk5KS0tzcbIs8Go1GJBLt3r07LCwM3/L29oZcDg2KTqenp6c3NTW1tbV1d3cjSAfePUh9C0kenDk4EsPDwysqKmQ2xFFSgDPwUcpkMiIGao6+VwRhwN1JhCOi5cbGxqioKGdnZw6H4+bmRqfTY2NjGxoapFIpvqhUKiGMDQ4OymQyrVbb3NyckJDg6urq5eXFYrFYLFZ4ePiOHTu6urpsnXL24/EnT2trK8jj5eUFNSYhIYHH48mtgB0LNhmtVtvQ0BAZGQkzAwwJNBotKCiorKwMa5GgELwuEomEz+c3NjauXbsWMhuTyfT09GQymc7OzlwuF+xdtGhRbGzsxo0b4bSVyWSYeEQALDB5sKRcXV0TEhLa2tr27dunsBszo1TRebiD52gwICJucMLjETBFVFRUwPbDZDKZTCadTk9KShoZGXn66achL4yOjiLQYWBgAHVt5HL5jh07vL29aTQajDfOzs5RUVFdXV0I15i5fghQ5Pl/5GlsbMTYOTs7Yy0mJSX19/dbt4C9XyQSGY3Gp556as+ePYsWLSK+BRfQkiVL8vLyRkdHYT9VKpUSiUQgEGAmnnrqqbKyMn9/f2hKLi4uHA7H29vbzc3N1dXV09MTwjrUp+7ubkTcYLNE6NqCkSc4OJiw7dJotMjIyJaWFo1GY72n2IJWq9Xr9QKBoLu7W6vVPvnkk9XV1cuWLYufG6KiohISEmJiYmJiYoqLi3GeCIVCtVpdU1MDezqEYQaDsXbtWqFQqFKp5HK5RqOB6igWi2H0UygUY2NjTU1NPj4+NBqNxWJBfo6KisrLy5PJZFB0QSFiH5TYbUWgyPO/gKgAxddkMpWWlnp6emKq2Gw2Tp7AwMCKigqz2SyTyYRCIew2+AEuyOzsbC6XCzcik8n09fXduXPnhg0bfHx86HQ6Zt3V1RViEsyvhKlqIclDmKohtsXExHR0dBgMhlnpPLAWoPCfSqXasmULm812mjNgH3N1dU1NTUVQBc7k2tpaLy8v/AmzCdsPJl2v12NwZpLHbDZjATg5OXE4HCcnJxcXFx8fn+TkZFjeKPL8vzeZI3mwyfF4PIFAYDKZysrKQJ6ZuoGfn9+ePXsOHjyIxyFME73t7OzcuXNnREQEZAMYUkNCQgYHB1taWvz9/Wk0GgzfOJHWrVs3OjpqMplEIhHug0AfFuzkgVbm5ubm5OQUExPT2tqqUqnsbFM2I8sQJ7BAINi4cSNEo7kAvjVomKmpqf39/WCFWq2uq6vDGQI10tXVNTk5GeqNTCbT6XREOC/II5fLjUZjfX29h4cHTn7sgC4uLoGBgbt27cIMUuT5HsgDkzGfz4cAVl9fv3jxYhwgHA4H4o2vr29JSYnJZMJAQ3jDTlxdXe3n5weOEesgICBgcHCwtbV18eLF6IO3tzeTyXRyclq2bFlvb6/RaJRIJIhYxUwsGHnQMiTJZcuWtba2Qgq132BA/IChq6ioWL169RxD5lJSUlauXJmQkJCQkLBjx47+/n6pJY2ioaFh0aJF0HmcnZ0ZDMbq1atHR0fBGRAYggPII5VK9Xp9bW0trAuenp7EqPr7+5eXl0tm5MNS5JkTeeA4Gx0d1Wq1Bw4c2LNnT0BAAIvFgnoKSSwwMLC4uFhmibaSy+UjIyNisXhkZCQnJwfyBp1OZ7PZ+Lyvr29jY2NNTU1wcDD2PC6XC79TaGhoU1MT0hPg4lhgJyn6g3MyISGhu7vbYDDYbxbDUEskEqQ8KZXK0dFRHo83MjcMDQ3hX4gAhPlbrVY3Njb6+fk5OTlheBkMRnp6OgLVQRV8Cx/GK2u12urqanyew+GwWCw2m81ms0NCQpqbm4mseBlFnjmSRyaTQQwTiUTDw8OZmZmenp7YtCCGLVq0aM2aNS0tLZgb9G14eBi20fXr10NowQw5OTl5eXmlpaV1d3d3dHSkp6ezWCy4m8CxoKCg6upqwg6LsJEfhDw0Gi06OrqpqQnHiP3eTLkl3RV+HpgN52iqllncl0SoDvLYVSpVU1MT4jY4HA4sqMuXLycybVUqFfo/kzwajaayshK7FYPBYDKZCOrx9/dvaWmBlkuR53sgj1arNZvNYrG4s7OTiMUmoqcQ5LZ7926pVLp//36hJdNzcHBQIpEMDAykpaWBPIg9RTBOZ2enyWRSqVRlZWXw00HzAXnKy8uxLJAtNzg4uGDkCQkJgSXQw8PDycnJz88vJyenrq4u1250dnaiD6D90NAQdPQ5grAXw/gJTspkMpCHcE9Be4mMjGxtbcX+ZTQakb1LkAcru6KiYmaICTzmXC63pqaGeKiMIg8peSorK3F6wNLi7e2dnJwsFArHrfDkk0/q9fo9e/YsX74c08PhcLy8vDBPNBotNja2t7cXwQFEx7RarVKpLC4uhm8HMhuLxeJyuZs2bYIZWqFQtLe3R0REzLTdIaKstbV1bGyMMHMtJHng4YFJnclkEiKNNTgcDkwLeDXIsfHx8U1NTSKRaGBgAFs4UvQEcwPSZnEU4+SRWOK1hULh7t27ofYQ1pfY2Nienp7nnntOpVIhZWNoaEij0SAGp6ysDLkhMPwgMhjetrq6OpyTMovYLJ5ltvbjT56amhpYb2Aj5nA4MBO3WKG4uHj16tXR0dG+vr4zo9y9vb0jIyNTU1Pz8/NxOMBIAIlLq9WKxeKcnBw3NzeYFiDmBQQEZGdnd3R09PT0iESinp6e+Ph4hOpg1TKZTCIoBpHaCxxhgPWHRxBmdHsyEQD4VaFpECsJstNcMDg4iIwPDIhCoTAYDGazeWxsDAa3uLg4UNrd3R1n5s6dO3k8Hi60HRsbw/j09vYWFxcnJiZ6eXnhvSjyzJo8TU1NcEvDrcFgMDw8PJYsWeJnBS6XS+yvWLvQTVNTU2tqagYGBgYHByGZiCy3DkPK7+/v37BhA6I/YA9ls9kbNmxAmR6xWHzgwAGz2Zyfn+/j4wPJAbMYGhqan5+PBE/0/wchDzQBT09PLpfLIYO7BTN/uWbNmp6eHmwlRDTA3KsF9Pb2Ipsd5bLgPYNEbTAYhoaG8vPzIyIiiNQ96KJJSUnbt2+vqqpqbm5ub2+vqqpat25dUFAQNkFEllDk+a43sRWeA/IQuV8YSuutlDA94b84c5YuXVpVVSUWi+FtwNrl8/nDw8PERltXV7d8+XJ8F2Zob2/v6upqhI3o9fqf/exnzz333N69e5cuXQpm0ul0uFDXrFmDPBMs8QUmDzEs/v7+qampOTk5pOpNfn5+QUFBfn5+bm5uTk7Ozp07d+7ciRxbHLyDg4NCSzaBem6QSCRms/nAgQNyuRzKjFwux5JAFZS+vr7169d7enqy2Wy4nmEMCAoKWrZsWUxMTFJSUkREBORtwuFGkccR8jQ3NxPkQYKum5ubOxm8vLwwJWw2m8vlJiYm5ubm1tfXDw0NIeyNWLs9PT2QxeVy+cDAQE5OTmhoKKEa0Wg0Doezfft2Pp/f2tq6Z8+ezs7Ozs7OHTt2BAUFITwUagObzY6IiCgqKgIPEYSykOE5yLZgMpnR0dHl5eVKG1Cr1YghIOKdsaBhW5fJZIODgyKRqK+vr66uzloenhUaGxt5PB6fz9+7d297e7tCoUAE08jIiEwmg2W/paUlJycnJSUFmVcYcwaDAXkYmyOdTvf19Q0PDw8LC/Pz84O5iCLP7MhTV1eH7ADsPWw2OzAwcMOGDdussHXr1k2bNq1fv37jxo35+fltbW0qlQp3pKpUKoFAMDg4KLXExsNKKxKJWlpa1qxZw+VyCUkPckJwcPCKFSuio6MjIiJiY2NjY2ODgoKgETEYDDabDd+Rt7c37ApqtXqByYOeIDEB4ckHDx60RR6ss5nJAtDp8QPEtrq6uuTk5Ji5ITIyMjExMTY2NjIycuvWrVCoRP9YAAwPbW9vDw0NRcYokVWKLcnNzS00NDQrK6usrGzz5s0wnFLkmTV5qqqqEJcJ8nh6eiYmJnZ2dlo7LrAU5JZyAmgTfzIYDOAMLMtEPZCRkZHq6uq4uDioATi4IJURWjiOMvyMyUMECgQ8Op2+evXqkZERFEBbSLENfYORDdm1CHewhtySNEbo8RCiJJaCeOhPUVGRt7e3y5xB+BoKu8UAACAASURBVEDXrFmDB4ktRX3hj8YsyOXysrKyuLi4uLi4NWvWxMfHR0ZGpqSkJCQkoHhLX1+fUqmsqqoKDQ2lyOMIeRoaGmBvwfAxmcwVK1bYCs8h9lrC9g+Nn2gf44uJxHG0fv16DoeDWhMgBjwJkCWICjiQK7y8vLBBInYLkl54eHhHR4dSqSQU5ZUrV8K2Dslq/nQeHD6I0m9sbLRVUEb6j5mzcEqiqiACmRUKhVAo3LJli4eHh/32OlvAcNHp9FWrVqFwFOE2HR4elluSfNRq9ZAFfX19qNXW3d09MjLS09PT1taGYJHKykokgxA63qJFi7Zs2dLc3Cyy1DCQzoCdoyr7VyDPrCIM/um6ISCVSpVKJZ/PT0lJgUuUsDQwGIwlS5bExMQkJyenpqampqYuW7Zs6dKlycnJCQkJiAtGYgICEcLDwxG1gDZHR0dBHqLI0/yRB6Y/Go0WHR3d0tKi+MdbDwjYOo4Q2odqjFKptKysLCkpKZIMUXYjPj5++fLlsbGxiYmJMEWqVCrYrBF6ZzabdTqdXC43m80oUAovM/qJ+qBI7IEEUVBQABeCm5sb1Fp4qCBq2jmGttYGRZ5/0izp0sGfWlpa4uLicOY4W0rDhYSEZGdnt7e383i8trY2Pp/P5/MR9IUCCTExMb6+vrD8MpnMiIgIlKSCUi4UCtPS0iDmAT9O8qDoAiqsy2QylUo1MDDQ0tLSSYZuu8Hj8QYGBjo7O5ubm5HwiwMH+XBCoRChbkhnNJvNkKUNBgNcq/BZo0sTExNCoXDDhg2w0Pj4+Pj6+nI4nKSkJNTim9U5Q7o2KPL8k2Zt7bujo6MlJSWhoaEQfhB2HRwcnJOTw+fzUS5ZIpFotVqEjWCnFAqFzc3NKGsI7cjPzw8FDbFrikSiVatWEToPHLs/QvJAT4D+I7JkYms0GpMVzGazdTyHLZhMJqPRqNPpoFvKLXfvgBJlZWUlJSWFhYVbt27Nz89vbm7u7++H5wBLGUVeUbp137597e3tsbGxmBrMPo1GCw0N7erqIjZBh0GR5583S7p0ILNlZmZyuVykBGOGYmNjkZKJKu+4LgbVNPl8PnysAoFgy5YtOKkQKhoeHl5eXi6VSpEOCYMB4fv/cZIHyiFsCcSAK5VK0sw5qd3AzRRyuRwDSLypUqlsampatmyZv7+/v78/l8v19/fPzMyExWJgYEAmk8FhjcMKI19QUBAQEABzEUwRiFHs6emBqGnnGNpaGxR5/kmztpZOb29vUlISAgtw+NBotGXLljU1NcksC85gMCgtt5XweDyRSAR6bN++HZo6DANMJnPLli0ikQgmrPT0dBxKcEz9OMmDHHI0K5PJRkZGMP5kEdhCsd0YGBjo6+uD7R5niMxyqV5NTY2vry9hUUDpha6uLvialEolkQ8H0a6+vj4lJQU1WOAeiImJ2bBhQ2lpKYLo5FTpKeJNFpI8KpWqq6srKioK+xlWoZubW2JiYlVVFQRxhMcTscaoGYtbG7Zu3erj4zMz8HT9+vVYkVKpND09HacZfKk/TvJggcLlhR0Bwhvph+WzAYYXNwghPweG0L179wYGBtLpdAQrMpnM4ODg9evXd3d3q1SqwcHBoaEhxLaNjY0NDQ1lZWUFBgZ6eHjAPM1gMDIzM/v7+xGaSBkM/uFNbEUYIIIQOoazszOSQOwfI7nlSiliCapUquHh4dzc3ICAADh2XF1dfX19N2/evHv3bjiRMLLE9VjontSSAtTU1LRu3TofHx84xZ2cnOLi4pqamp544gmFQpGRkQELBAwGyBHaunWrXC7HUWYwGFD87RFAa3oE0LPhoZdKpSaTqaenJyoqCuZgnJx4+tjYmP1FD8fHxwmlTqvVIuTCVi6q/WKb0nJ3EIIJiEhtqVQKPnh5eaHcIZvN9vT0XLZsWXV1NXKBsJQRol5SUoJgKEIoiIqKQrlWYFary9aSg8cpPT19w4YNFy9efGDB40MeZKFhL6fRaImJibMiD4RjkaU6Ozw8IyMjqampaBOHz9KlS1tbW3HtHOyqGFzS7U0qlZaXl3O5XBjoaDSah4fH+vXrETuckZFBuIPgLvTw8MjMzIRm3N3dDVPsoBWI0P2ZwC6LODGlUmk2mzs6OqKjozEmcJKGhYXl5eUhisJO8Pn8jo6OtrY2xMgODw9D/bB/YO0HTgmpVFpTUxMWFkZErCHRfc2aNVVVVX19ff39/Z2dnTwer6SkBJ5rwtvm6emZk5ODTQ1UJBQ2hyGVSkdGRlQq1dq1azMzMy9duvQYkgeDSNS8TUpK4vF49jc7c6/CFo7yiMuXLyf8boitxG1KhFNCKpWCb6TNVlRULFq0iCgJ4uzsHB0dLRKJDAbDpk2bsKxRVw09Dw8Pz8zMxF00q2wgJSXFuipAXl4eglzEYjGqmXV0dAQFBREFQBDeEhUVlZWVZatla6xcuRI9qampAUuRFGDnwM4KRIRBX18fqqwQxVxdLRV3k5OTMzIy1q1bh7wST0/Pma7qxMTEvXv3okIY7lqGRDCXXj3+5Kmvr0exL8KgPCudR2LJ7IVje3R0tK+vr729PTs7G9WbnC23+tDp9K6uLpQ0kFtu0RFZ7sl4BHK5vLa2NjAwED5QDw8PJBp1dnaOj49v27YNaQK+vr7EZTgoYYGgHpDNGoSBbiZSUlIGBwf1er1QKOzv7zebzZ2dnbhHAOE5RAAE8Th74ObmxuFwQkJCdu/eDTclhFs7B3ZWwOmNOtRSqTQ3N5fL5aL/GBwGg4GNgJhlON88PDwWL14cFBS0fft2Ho9nMpkQw0HIEXPp1eNPnry8PMIojEiZpUuX9vT02NksKXmam5s9PDwQtAYLNYfDWbZsGSogS2bc+W4rXEqlUrW1tcHegAg3JpPp5+dXWloqkUgyMjIQ14OjEnWuif4Tkp41iAiumUhOToadQCgUdnV16fX63t5eFCSZO7hcblFRkUajmZiYQNaGnQM7K0gstYoMBoPJZOrs7NywYUNoaOiSJUugz1iPA5fLRWXWgoKCysrK8vLykZERXBGHGHZEtc0Fjz95cnNzPT09vb29/fz8AgMDuVxuXFyc/eQhNEtCbBseHu7t7fXx8QkODg4LC0Ne3fr163k8nrVybOsVlEolj8fbtGlTcHAwCgl4eXkFBQXl5OT09PSsW7fOw8PD19d38eLFSPvx9PTElUHe3t5cLjcgIGAxGdDUI8jIyIBlFuRRKpVDQ0MrV65ks9keHh7wu3MtIG3W1rMgLxUWFhKVGOZ+Q70tCIVCPp/f39+P3CGRSNTe3r527drw8HBcf8TlcgMDA4OCgry8vMLCwjIyMnbv3t3X16dWq8fHx1taWuAnwHeR7E3pPP/7JqTkGR0d3bZtW2FhYWVlZXV1dUFBQXV1tYDsPl1bmGkwwP4nk8mKiooqKysrKysLCwsLCwtbWloQHiL/x9r+AGmzAoGgo6OjqqqqqKgoLy+voKCguLgYPqK9e/fm5+eXl5eXlZWh/fz8fGSkFRUVlZSU7N69u7i4eJcVysrKKq3Q0dGBk1MkEvX29kK4qqysLCkpQVMVFRUVFRXl5eW7d++2btMWdu/eXVRUVFxc3N7ePjw8jDTbuWeSkoIYQ5z8w8PDsDc2NjZiiIqLi8vLy8vLy0tKSiorK+vr67u6uoaHhxUKBYQ9lDUlYkmJOZpjr34Y8kxPT9++fRvk+d3vfvd93Ukqt9wVhRa0Wu0TTzwB1z5SpkGwWRmFCPLA1owgNEKxQZ0quAhn9mSmlda6TfyJqBcjsQTLSaVSs9ksl8uxEFFYgyjLhKQ0mIZJ0zBhQXoERIS4WCxGjRupVMrn8/F5xIwR37U/5VOn08EwDVrC1mf/qM4KGCuDwYCjA5UNEc0ANxoM9xKJBNU/wBPIkBJLTRytVgszKQwb34vO88OYqqenp2/duoWfP/vssx07dszTbdgLCVsujjk2a1fJJksO0v+hZ80dP2zHpD+Uk5Qij/2gyGML1r2aoxozK1Dk+T4xT+SxP7Bl7q+wkM+aO37YjlHk+T4xT+SRzgb/h541T11dyA5Q5PneME/kIW32MXjWHCG1nae4YB2gyPO94TFY0BR5ZtWBH5g8Dx48oMjz3bA/Geb/1rPmCKxdayxwBx6HlAQKFBYYFHkoUHAQFHkoUHAQFHkoUHAQFHkoUHAQFHkoUHAQFHkoUHAQFHkoUHAQ0scmGY4ChQUGRR4KFBwERR4KFBwERR4KFBwERR4KFBwERR4KFBzED0me6enp+/fv37t377PPPtu6dWt4eHhDQ8P+/ftR01GlUuGWL5Xd0JHB/q+jxLg17G+BFKRtovrMI0B5lwUDafl20jG0Hwv5CrbmixSkvUV9IjuhIYNOpzOZTGvXrk1LSzt9+vT09PS8k+fBgwf37t17+PAhyPPpp59u3rw5LS2tp6fn4MGDuGjabDabzWaVSjXHrHr7v64iW0+4xWUuUKvV1s2qbJSrnOOz7IdCoSAlz9z34wV7BdwdZifkZMvD/mfZ2kPVarXRaNy2bVtWVtbbb799+/bt27dvzy95bty4gaJtOHw+/fTT4uJiBoMREBCQlJQUFhYWFhaWlJSEO8GT7MPy5cuXkcHOryclJcXFxVnfLxsTE2N/C6RYtmyZdbPR0dHWXY2NjZ3js+xHfHx8CBlIx9B+2D9f38sr2H9PcExMjHVvExMT7X9cshWSkpJCQ0NXr16NGvxvv/32/fv3Z8uFWZPn22+/vXPnDg646enpv/zlL/v27du9e3d1dXVNTc2uXbvKy8ubmprq6upKSkqK7ANRVvMR2Pn1oqKi0tJS63KbZWVl9rdACtIqnqWlpdZdRUHQhQHKi1qDdAztx0K+QnFxsfXA2kJBQYF1bwsLC+fSAVyNWlVVVVtbKxQKP/300+npaUhu80iee/fu4Rn379+HCPfZZ5/96U9/+uKLL/7yl7/88Y9//POf//y3v/3tr3/961//+tf/sRtfk8H+r//1r3/9/6zw+eef298CKT7//HPrZr/44gvrrn711VdzfJb9+Nvf/vZfZCAdQ/vx5ZdfLtgrfPHFF9YDawtfffWVdW///ve/2/msv5Hhv//7vz///PP/+q//+tOf/vTHP/7xxo0b33zzzZdffjnvOs/Dhw+np6fv3btH/Hz//n0QF4rQzP/aCdJn2f/1hcT09DTpsCxwH6wx26n8YV/BfpAu6FmtrrtkuHPnzjfffIMf7t+/f+PGjVu3bs0vee7fv/9whsHt7t27IBLm7969e3fu3EFv7O8HWpvLarA1lLN9u0dgazLmY+3aDxz41iDt1aywkK8wK/5Yd3Xuq+vmzZt//etf79y5A9rcuHFjtgvGQfIQfQJ5Zr4Mfj+rNudOnoXED97bBzbgAFv+Tww4aVdnRR5buHv37kOL3fjOnTuzHQFH/DwUKFB4SJGHAgWHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHQZGHAgUHMWvyEJGnRFbCzLIj3xHB+t0gfZbDrX2P+HH2isL3CIRpzyqJBpg1eVDAAGvo9u3bX3/9NVKL8ODbt29PT0/fvn0bAd6kaSf256LY//VZwVaIu61hfQSIYLeG/WlYtpq1xjyNAGmGjK3Hkb6C/b2d1dja34G5D8L09DTa+fbbb2/duvX3v//93r1780ueme+P/964ceOLL764devWnTt3vvrqq2+//fZ//ud/vvzyy2+//fYbu/EVGez/+qxwkwy2kpOte/X111+TNmvn17/66qsbN25Yd8BWC/MxAqQdQCqyNUhfYVZdJf3kHDsw90FAO0jVvn///q1bt4gzYL7I8/Dhw+npaSJd9G9/+9vp06cHBwd1Ot3ExARqtaHi4awKeRnIMKsW7IetKl7W0Ov11r2yVd+MtGySmgykHbD19fkYAdI+2HoW6SuQ9pb066Rjq9VqSQfhOzr8COY+CGaz+cCBA2az+fnnn//zn/98+/bthSDP7du3b9y4geTVTz75pKWlxcPDIyYmZu3atQkJCfHx8dHR0VFRUXFxcfH2ITExcQ0Z7Pz6bJFIhgQyrFy50rpXKSkppM2SthBHBvs7gPFcmBFITEwk/TDpK9jfVdJPzr0Dcx+E2NjYtLS0yMjInJycd9555+bNm/OeSTo9PX3r1q37lkIfH3300datW6Ojo2tqaiQSSV9fX29vb3d3d0dHR3d3d4/d6COD/V+fFfrJwOPxBqzQ399v3ave3l7S/vPJQPosUgwMDJB+fT5GoK+vz7oDtgactLekL0vaAl7tEfB4PNJm7e8A6SzMCjweb3BwcOXKlZmZmefPn79z5849S02b+SLPgxmFqh88ePD73/8+Nzc3Li6ut7f3ueeeGxsbm5iY2Ldvn3k2MJlMpIf4rBqxH+NkMBgMeiuQShd6vd7WW1jDuk29Xj82NmbdAVstzMcIkHZgbGyM9KVIX8H+rhqNRuuvG41G0lkgbcFWB+YyAiaTyWAwPPXUU5mZmRkZGe+8885MTX6+yPPw4UPYar799tsbN2784Q9/yMvL43K5VVVVZrMZpU11Op1KpVIoFHMs9Dr3+rGkD7K/SrKtCq6kzZIK1vY/i7S096zG0H7Y6oP9w0X6srZGxv5BsL+3c1weUql0eHh4//79GzZsWLNmzfnz5x0ggoMGg1u3buHnzz77bMeOHREREW1tbQcOHFBZFESlUqlUKkl1TQoUfgzAFr99+/aNGzdeuXJltjIbRR4K/7qgyEOBgoOgyEOBgoOgyEOBgoOgyEOBgoOgyEOBgoOgyEOBgoMwGAwajSY7O3vjxo1Xr15diJQEijwUHg8YjUatVpudnZ2ZmUmRhwKFWYAiDwUKDoIiDwUKDoIiDwUKDoIiDwUKDuIxJw8ye7VarU6nMxqNY2NjYrFYIBAolUqNRoMsACIvWqvVmkymiYmJiYkJk8mkVqvFYjGfzzcYDEajUSaTicViuVyOjiGgHf9VqVT417oDKpVKLBZrNJqxsTGpVCoUCpEvjaRlpJqjNVsZ1waDgUjQwIDgdUZHRwUCgcFgGBsbw18xbkTiN3KV8SetVqvX69VqNVrQaDToMAYBiU9SqRQ5KkQjmAU8zh7gRZA/I5PJlEolejLHSSQF0qKIwZTL5SKRCMNrNBrNZjP6g/QWk8mk0+mIL6pUKplMplarjUajwWBQKBRqtRrvPqs+YEjh53kMyWMwGJRKJZYRJripqWnLli25ublFRUXZ2dn5+fnl5eXFxcX5+fm7du0qLS0tKysrLS0tLCzcsWPH1q1b8/Ly+vv7kb+B5SsUCpF5IpVKkSuCXBRbfRAKhfihvLx8y5YthYWFxcXFJSUlRUVFu3bt6urqEgqFYrEYM2ENgp+gK14HyxRDNDQ0VF9fX1hYmJ2dvWPHjtzc3Ly8vNzcXPS/sLCwra1NIpGYTCatViuRSMRiMZYL1h/alEql5eXlOTk5O3fuzMnJKSws3LVrV2FhYW5ubo7dyM3NraurUyqVJpMJ3Zs/8qjVaq1WC4YjjQcTYTAYhEJhW1tbRUVFQUFBfn4+3qK4uLi0tDQ/Pz8/P7++vl4gEPD5fLlcPj4+rlKppFKpWq1Gko/9HXjMnaR6vR47q1KplEgkPB5vy5Yt3t7eXl5eXC6XxWK5ubl5e3u7u7uz2Ww3C9hsNpvNZrFYLBbLx8cnPj4+Ozu7ra1Nr9c/8cQTxB5GZKphHG31QSaTabXa/v7+mJgYPNHNzY3D4bi5uQUGBpaUlIhEIqlUirPIGsPDwziXFAqFQCAQCoWY42effXZ8fLy+vj4jIyM2NpbL5eIVWBYwmUwmk+nl5RUZGblp06b29natVms2m3HSYqnp9Xq8RUtLS1hYGL7CZrPd3d0xDhgZln1gs9lxcXFtbW3I/cSegj3+ewe2M7PZrNFocOA8+eST+/fv7+jo2Lp169KlS319fTkcDjGVbm5unp6e+G9ISAi2xe7u7gMHDjzxxBMz8w7t78NjTh7stfhZLpf39PSkpaVhTXA4HBqNRqPRnJycaFZwdnam0+murq74AIfDiY2NLS0tHRoawiIGJ9UWQcjW/ooNeGJioq+vLyQk5JGnBAQENDQ0jI+Pfwf31Go18n7lcvng4ODIyIhSqRwbGxsbG2tubk5MTCQWOtYHi8VC4y4uLgwGw8nJycnJycXFJT4+vqury2w2T0xMGI1GsVgsFoshvppMppaWFo4FXl5e7u7uzs7ONBqNw+G4uro62Y2QkJCGhgbkVKvVaoVCQYz/9wukc46NjeHniYmJsbGxgYGBkJAQd3d37AJ4BRqNhnEgptvZ2dnFxSU8PHznzp19fX0CgUAmkyGL/jskCGs8/uQRiURqy/oTCATr169nsVh0Ot3FxYVGo7m6ugYHBy9dujQiImLp0qVxcXHLly9PTEyMiooKCgpasmSJt7c3k8nEuLNYrKioqMzMzJqamv7+fugDGG6j0UjaAchIExMT3d3doaGhdDrd29ubw+EwmUwOhxMfH9/X13fw4EGcBqQtgCd6vV4qlYrFYq1We/DgQYVCsWvXrrCwMDc3N/SNyWTS6XQfH5+IiIigoKCAgICAgADsuNgmPD09ExIStmzZ0traCoFHrVbj/Nm/f39fX5+npyfIw+VyPT09nZycGAxGTExMTEzMUvsQERGRkZHB4/HMZjMxMrPay2c7uVjuKGnQ2tqalpaGjQ8v4uTkxGazUZQnKioqLCwsODjYz88Pf3J1dfX29g4JCUlOTq6srBSJRDjN7O/AY04ek8kkEokUCoXRaHziiScUCkVWVhax4JycnIKDgwsKCjo7O3t6erq7u1ECpq2trby8fPv27cnJyWAaQTYXFxc/P7/k5OTS0tLR0VGcGNBKSTsAvUgul5eWlnp6ejo7O7u5ubm6urq4uLDZ7ODg4Pz8/J6enpGREVvkUavVMplMJBLJ5XKDwfDEE08cPHgwJyfH19d35gnJ4XACAgI2b97c1dXF5/N7e3vr6+uTk5M9PDxwKGHF0Gi07du379+/f9++fRMTExqNRiaT7du3j8fjeXt7E/s0jq+goKCKigrSqkCk6Ozs7O7uxpqWyWSEWDjHSSQFnoIVolKpmpubly9fzmKx3N3dWSyWh4cHi8Vydnb28/MrLS1taWnp7e1tampav349l8sFcxgMBo4mOp2emZk5NDQE8d7+Pjzm5Dlw4IBEIhGJRFBeBQLB2rVr3dzcGAwGyBMZGdnQ0IBFiT0eirVMJhsdHW1ubo6JiYHogm/hBw6Hs3bt2t7eXph6vmNzhSGIz+dv2rTJ2dnZ2dkZIgTkCjqd7ufnl5qaWlNTY6sFlUolFAoFAoFarTYYDGKxuLW1FaeKi4uLk5OTl5fX8uXLt2/fXlFRIRKJnnnmGbyLyWRqb29PSUlhs9l0Op3NZoP/CQkJvb29g4ODGGGpVHrgwIHR0VE/Pz8sJpDHyckpLi5OKBTu37//CfuASjfj4+MKhUIkEmm1WqPROCsVfFaQy+USiUSj0fT29iYlJWF2vL29GQwGl8sNDQ0NCQlZt24dNqZ9+/YZjca2traMjIzFixczGAzoP5DiEhMTm5ub1Wr1d2xh1vixkCc8PLyzs3NsbIwwocKGO8fx3bdvH4YYkvfw8PCqVavc3d2JXcfX17esrEylUhmNRkJlB3vxm6amppUrV+K4YDKZ2JJdXV0jIyNbW1sJhduWqdpoNOp0up6enlWrVrm4uIB7dDodBgM6nQ69ori4eGJiApOnVCphd8axgO1QoVDAHNfY2LhixQoGgwGF2MXFJSYmpq2tDR/W6XRmsxlGW7VaLRKJysrKIiIi6HQ6k8nEluHp6RkXF5eXl9fX1wcL7/79+6VSaWBgIIPBgKbEZDKdnJyio6MFAgGUfnugVqvHx8eNRqNUKgV5UBJMSQb7J5GotgMFEoc8OInNq6yszNvb29nZGXoOk8lMTEwsKSmpq6vr7++HkwAGa61WOzIyUlRUFBAQgMMf5PH19c3KyhoeHp7V6vqxmKrDwsJ6e3sxUpBzYBGa1cuQjjtkKvg6JBLJ+vXr3d3dcXBjJZWUlEDAIG1BqVQ2NDSEh4c7Ozt7eHhAWHJ1dfXx8WloaBgbG5tZMsr66yj5W1NTExUVBVEB5wA64OHhAVEqLy/vwIED0N0VCgV0G71eLxQKCcuEQqEYHh7Oy8vz8vJydXXFFsDlcgsKCuDtIe1/f3//+vXrFy1ahLem0WjYcZcvX97U1KTRaEZGRmA/QLMMBoNOp7NYLFdX17CwsP7+fltmQFJgNRMbCvYg0ipTpOV2bcFkMoGTCoXCbDYrlUoYTvR6/ejoaHp6OpvNhmGDyWQGBgZWVlbK5XI8XavVwiGGKTYYDO3t7aGhoZh9WFMYDEZ8fPzg4KCtZUCKH4uT9MdJHp1Ot3//fpFIlJGRgbPCw8NjVuTRaDQ9PT0ZGRnu7u4QrzHNEBo9PT3xc3x8fHd3t16vh9sBRg6DwQAzt1wuF4vFAwMDpaWlCQkJOHBcXFxYLNaKFSva2tpwXpEKSAqForGxceXKlQEBAThsYcUOCQmpqKhQKpUikchsNguFQnd39zmSB0cK9nioPQMDA11dXcNkGLUbIyMjAoFgcHCwo6ODz+fDNzo8PMzn88VicXd3d3x8PE51Npvt4eEBuyJx6IFyer0eS0utVtfX1/v5+RHkAX+io6P7+vpmtVNQ5Pkn5HnqqafMZnNhYaGvry+hSdtPHpPJ1NTUFBYWRljAGQwGrG14OpvNptFoHh4eO3bsgB9Jq9UKhUKlUgm50WQywerQ39+fnp7u4eEBVwzkvcLCQnQAFgXrDoyNjSkUitzc3NDQUEKlgf9n586dGOrx8fGRkRGodnMhD+ZOr9dPTEwYDIbe3t7c3NzU1NSVc0NKSkpKSsqKFStSU1NLS0vlcvnY2BjOJ6sWZQAAHpJJREFUN4PBMDAwEBsb6+zsDI8CnU6PjY0dGBiARw6OYBgzxWIxNqOGhgZ/f3+CPJiXiIiIrq6uWcmTFHm+izz4rl6vLyoqgpUGWsqsTp6SkhIvLy/MEIvFCgwMTE1NTUhIgFcRpj9XV9e0tDSJRAKrNCyE2L9NJpNSqcThsGLFCqxvSI9cLrexsRFKuS29HP6WgoKCxYsXY6FA73Jzc9u4caNIJFKpVOPj40NDQzgG50geTByEz+rq6ujoaMacgYFiMpk+Pj5ZWVlisXh8fFyv1+t0OoPBwOPx4uLinJ2d8V4uLi7Lli3r6+szm82YvvHxcQyCVCpF31pbWyMiIpydnWeSZ+nSpd3d3bOyDVLk+S7yKCz1cnfu3Onp6Ylte1bkaWlpSUxMJKZ28eLFsCaXlpZ6e3vDEQFJPS4urr29XaPRGAwGSBqIPcH2uW/fPoI8TCYT5ImMjOzr6xsbG4OpgPQVNBqNWCzOzc2FwAlxEWpPRkYGjHhjY2NDQ0OLFi2aI3kIVUer1Uql0qqqqvDwcCxNa9jveCV8ygwGIzMzE1uM2rK1SaXSgoKClJSU9evXb9iwYdWqVdnZ2SMjIzqdTigUSiQSYnKJH2pra6OjowmdE+b+uLg43HNj9+KiyPOd5NFoNOPj42q1Ojs728PDA5acWZFn27Zt8FHC/+Dl5bV79+6xsbG2trZFixZBfWcyma6urkSojtFoJCIa1RZFAq6MmJgYSPYwc69du1YsFu/btw8yvS1lVyaTlZSUgPyEa5ggDyTDoaGhoKCguRsMlEol9AqdTtfb25uZmblkyRLSWB663fDw8IBn2d/fv7CwUK1WI04X4bZPPvmkTCZD5IdIJBodHYXqYjAYRCKRRCLBzoL4RoVC0d3dvXnzZl9fXycnJ5AHgnRqaqpUKrVldyHFj4g8PT098JmgsPd3+0/sBCl5OBwONhuQZ9euXTPJM9MiZDAYnnvuOZVKlZWV5enpCVsZiOfr61tfXw+dnnDVzWQRAn4zMjKIB4FCu3bteuKJJ7q6uqCz4hDAB3bs2DE8PIxgBdijiHrkQ0NDBQUFgYGBhIGVyWRCTTpw4ACibEh9FDB519fXR0RE+Pr6+vr6uru7e3h4+Pn5ZWVljY6OqtVqkCcsLMzFxQXrFU6k8PBwPp9PNEu8ndJSUX7mg/BflUpF2KzVanVDQ0NOTk4TGRrsRkdHBwI9S0pK+vr6EHXK4/HEYrFKpYIDx2Aw7Nu3T6vVPvfcc2q12mw2owMQ7fCvVqsdHBzctWvX0qVLsTvgNGYymYsWLdq4cSPRbTvxYyHPPDlJScnDYrE4HA4GztPTMycnBxE0WCVwqsBxoVAoBgcHMzIyoJkgpgbmspiYmNra2tHRUYR16HQ6ouo+luO+ffv279+/adMmb29v8MfJycnf37+2tlan03V3d8fFxSHUABFA3t7excXFarUaYhikc4SBgkU7duzATonWaDRaTk4ObLj4PCl5EF0mEolGRkaIC3C6u7t7e3thrUJIJZ/PDwgI+P/bu9qnJrO7jbiwIgmBEIOCvMVVEZdEbJDdArLK2yAIJBCCGDBAlZcVAnklCeT1vkkghJBAoGhnZ6cf+m/sTKffdkb32U5nZ3Zn+je0s20VQX0+XHufyWMSDUmlT+W+PnRYC7lPzn2uc34v1+93MEicDGlpaRUVFS6XKxgMQq4PHx1ychiWSINiDWGqSZ4H48Gfr6cM3B1CikewvcZ84xRFzc/P44XC9QKrwbf29nahUIjM8tmzZ2GEczicpqYmnU6HjSbx1XVEycPlcnEU5Ofny2QyZKBJbhSZTcz4+Ph4ZWUlbDwSJTt58qRUKp2eniaeBvIbJL/p9XodDoder5dIJFwuF6qCjIyMy5cv6/X67e1trVZbVVWF1ATIk52d3dDQoNVq8Tn4ZIvFkiJ5aOYM9DBFGXC1I/MwW1tbOp0Oqwpx2+PHj6enp1+8ePHBgwcWi8VisZjNZpPJZDQaDQYD7szCRV3kWqvZ2VmTyYRH2O12BJQXFxdjXnd5IGDAJIOESY63NpaXl8mdnFADYpVPT09/8cUXxcXF0CsREf2pU6fq6+uRJ0B0O/HVdUTJk5OTA389Nze3sbHx/v37Dx8+fPDgwdTU1MOHDycnJ0dHRwcHB+GJFhcXw9KDHCYrK6uyslIul9tstlAoFAgEPMxlmiQXPj8/r1Aoqqur8/PzkRVNT0/ncDh1dXVOp/N3v/vd/Px8bW0tdj4ejwcfRiQS9ff3ww+BcDN18sAJwagwsWRFIobr8/nC4bBWqyXkIUEFiCYlEklVVVVVVZVYLBaLxRKJRCKR/OpXv5JKpRKJBJcZSiQSqVTa1dWFVetwOBBnN5vNxMZLGq6Ia44ww29ZG36/n6Zph8NBZFmw627fvg0VAozSzMzM0tJSqVTa09Oj0+lIlvlAnsIRJQ+HwwF5MjMzCwsLL1y4IBKJiouLy8vLP/nkEwiTBQIBj8fDL2dlZYE8p06dkkgkarVar9dDC0NK0+bn5202GxS+c3NzSIxmZGQQKZBQKGxtbV1YWAiFQouLi7du3eLz+RAuQEuWk5NTV1eHAw0VjohZp0IeCHAg2MH/4ge73Q5nGstLq9USsw1OHSltgm2JLORHH30U6cRD7wdXkMfjXbt2DZIIh8NBtDAHupoqJjBUIrF9O3kQ34dpt7S0tL6+vrOzY7Vaq6qq8LphROTm5qIScWFhgZgP+PzEV9cRJQ8sN5K4RAwKSwdOMykLg8oLkZnKysrOzs6xsTEwBC+JrMK5uTmn0xkOhzc3N7Va7a9//Wsejwe1GAJcn376qUqlwnpyOp2IYpMKNvzO+fPn1Wo1jgWs7BTJQwIJcOSwH1ssFhhgJpMJCoO5ubnCwkJ8LLQL5CkxgXDzG/8iFotRgmG322H6QmeU4kvEJETiLWsDNh5N016vNxQKwRrv7+8/derU8ePH8/LysrKyMjMzr1y5YjabSak5VHNviVjGxBElD4mbIWeSm5uLOY0smUJcKy8vLzc3VyQStba2YqNCko7UwxCLAgKqzc1Nh8OhUCgqKyvz8vJwpMA26+npwTeCLsvtdqOyAETFQwsKCvr7+8EENBVIkTwej+cNFwK0h+QHX2d1dXV2dvbMmTP45OPHj0MBxOVyYbDhQumLFy/ilvJz586VlpaWlpaWl5eLRCKRSFReXl5aWnrjxg1MOKrKUQMPqylFELeHZrgUb20QHaDX611fX7dYLD09PefPn8/JycnIyDh58mReXp5YLB4dHcXkRBa3E183QRxR8hBrqqCgQCqV1tfXNzY2Xr9+vaqqqqioiMvlou4A+Pzzz+fm5oLB4Pb2NlYqCTdB/QFpGeoaPB7PnTt3ysrK4CAhJJCWllZUVDQ7O/uHP/xhZ2fHbDZTFLW1tTU8PFxYWEhCw2lpaXw+XyaTIexjt9tRg5S62Uaqa/x+fzAY3NzcDIfDqGF2u91ra2sajaagoABKCEIekUj05ZdfIgZAM4E71EdE5h+xW+MERkqX1CMsLy/v7OwEUwYKRbFY3x5tw1dGFNvj8QwPDxcXF6enpyMqc+zYseLiYsgyoEMnnUC8Xi+2ksRX11EkD9GhwPbFTr+8vBwOh5eXl9vb25G+TE9Ph9CwtrZ2fHycoqiVlRWbzabX6+Np7AOBwM7OjsVikUgkqGfk8XgIi6ORgEKhGBwcvHv37v3799GKpLy8XCAQcLlc+BL5+fnd3d2rq6tbW1sU03kHK6a7uxuFKGDj8ePHe3p6oPKCXx4zUoTYg16vv337tlwuHxsbGxkZGRoaamtrm5ycxLHg9Xq1Wm1RURHxeVD8hyQpuZKaBL7gkkXfZY30LnScoOXk5KRMJlPHwt2EMTw8rFarBwcHBwYG9Hr91tZWOByO+boRXaBpGuQJhUJjY2NIM2B74nK5zc3N8/PzBoPhQEWjMXEUycPlciPJo1AosLV7PJ719XWj0ahQKEQiEXEAzpw509zcrNFocMhAtRkNq9UKG3pwcLC4uPjYsWNQFRBTEH42h8PhcDhCoRBBPLJeoRlF2fDIyAgMCezuONlQjEC0Eenp6V1dXaQhQby5crlcVqtVqVSePXs2JyeHz+cjDJCfn3/9+nWj0YicjMlkwleOSZ5I5iBk7InTj4qktimKmpqa+vzzz/Pz8z+KheyEgRlDM5YvvvhCp9NZrVaDwRD9ZeGCItwHdYharUaCITc3NycnRyQSqVQqn88H3ynF1XVEyYOoAFyRvr4+kh3z+XwoF7l+/ToJ2qanp5eUlPT19dE0jXK9mNDr9aurq4uLiw0NDcjtZGdn5+bm4mc8Ees+jRGJwlRDpwFivJ04cUIqlep0uvX1dcIKt9tN9GnkD9vb2wOBQCgUghtAxRE1OhwOuVxOxKlARkaGRCLRarVutxvdHeKRBxlSQh7MVcyYMs24WH6/3+VyKZVKiJffrlhLHJmZmc3NzTRNh0KhmN+UoihIXYkPc+/ePaFQiJ0rOzu7qqpqenp6e3sb/liKq+sokgetYd7Qtq2trUFKSFGUz+fr6OhA3TIOfQ6H09DQYDKZSGw6GkajEa05ampqEEAjQV4E99DyCn020OmG/ABzHJU2aWlpIpFoZmYmHA5jKcA/7unpAQGIFruhoWFpaWljYwMnZ8zpwmmpVCr5fD6IB4FFVlZWXV0d+rkFAgGDwRC50CPJA9eFMIdMbHQlKWR+WLUOh0OlUl2+fBkRl1TA5/Pz8vI4HA6Px2tpaUEvh5hGF0VRKKGFHY5CYLFYjAM/Pz+/rq7OYDDA6mNPnncgJnnQCgObN4fDkcvl2KgcDofBYHA4HIFAYGBgAC6mUCiEjVdRUaFSqZD+i0mexcXFR48egTwwM6Ad5nA4Fy5caGhoaG9v7+zsvH37Nn7o7e3t6Ohoa2tra2u7evWqUCjMzMxEakgkEk1OTq6vr1utVvTNoShKpVJBDpeZmYlmHZ9++qnRaESHznjkQa+p4eFhOHIwmaDz/+yzz6xWK9bZ9PQ0mBlNnkhxN80o3Jxx4GIq0h0Oh1arHRoa6ooDecJQKBR9fX23bt1qa2sbHx9fW1tbX1+PufQpikJXAwyYoqjZ2Vm5XN7a2trU1NTa2jo0NGSz2fx+v81mS725wlEkD7Zt0pdMJpNhH0WwhaKozc3NiYmJoqIiNHNCXI7P59fX12s0mkAgEJM8NpvN5/PNzMxUVlYiGYeA25kzZ9ra2qanp/H5JKQDEjocjsXFxXv37l29ehVSxZMnT5aVlQ0MDOD/WltbQ2Hpw4cPL168iPAdWFRYWDg2NuZ2u+EUxZwumFuDg4Ok204aI2C7du2a0WjEn2s0GrArmjyRYWKKUceQZEskKEYb6mL0rEhuxkt9Jg78Pjw0tCmM+bqJwQaq46UYjUa83Pn5eVgWiGSyJ8878BbywOwm5HExDZ1xtuh0OrFYDO8CCw4qY7VaDR8jGlBednd3w/4hbQbKysoGBwdpmt7Y2EB0GOYNqXVbXV2dmZmpq6uDI3TixInTp0/fvHlzZmbG6XRubGwgeAVFDwZ/9uxZHJu9vb0wVKg4/VJ0Ot3AwIBUKkUeFmdOTk5OYWFhe3s7RVE4msxmM2pvoslDggR0RJPUmP6VlynApmkaBxFcoLjagcSAvQa+qIPpThjv3CDiPUzIysoKph1BRRfTmJd8o1RwFMkTWc/D5XLlcjnyFaTPC0L+Q0NDtbW1JO8Bg0ckEo2NjW1sbMBpXlhYMJlMNpvNYrH4fD6IBsA3uBYo1Ll///7Ozk4gEFhbW4O9DmkPltf29rZOp6upqcGz0KPn7NmzSqVyc3MTe6TP59NqtdXV1XCKMjIyOBxOTk5OcXGxTCbDRJHGbtDV2+12t9uNBiCohzl16hQ8MT6fX1RUhHQHJOE6nQ6nGbos4CllZWWwGzGZ0eGBN4D6CPRwdLvdPp8PSd6Ye01sHVssuJmGSjRT+BD5QyRgtuEcppkcKNxUtAV1u90mk2l+fv6gAuqYOOrkIQEDZM0g0/B4PA6HQ6PRyGQygUCAEDMUCQKBQC6XwwsPhULQ8MKfDofDKpUKrQLgU8HEys/Pv3v3LtEK4HCDwAfBtN/+9rdms7m+vh4xJfgkeXl5nZ2djx49MhqNSNjbbLaurq7y8nIErGEZQk7vcDgwGKRE0V7D5XKtra395je/EQqFaLaICjA8orKyUqPR+Hw+NHqem5sj5CHanHPnzsGFiOfhvAGsTo/Hg6sokGJK3bVIHOS0wdkO/VQwGNza2qKZxvbY6eJFJg8Eljy/kAe3UMBYx4a3uLhIGt9A+Jiens7j8W7evKlSqXQ63ebmpt/vh+p+c3NzbW2tubkZjZIhJEXSs7q6Gk3WQRVshzAb5ufn7XZ7OBx2uVwymQxuCZR1GRkZ165d8/v9aB9D0zR+7u3trampQVkrzLArV66MjY3hm0KED28YJsqtW7dIfBytP7KzswsKCtra2nBaYpWTJClcNYSzL1y4gKRW4s4JFiUUdBRF4cumvkwTx+rqKinvhcTJ4/E8fvwYDcH9fj8OfwRXU3wWS57/Qx4sFLxvHC+IcUFlDAnpuXPnSkpKSOuZubk5m822srJiNBorKioQSubxeAhz19fXT01Nra2tIcxA0zRJI7pcLqPRuLCwEAwGl5eXJyYmUOED8hw7dqykpAQ5SgSCkdJZWFhQqVQoKUUAIC8vr6Ki4saNG3fu3DGZTNvb27///e+Xl5dHRkaam5svXbrE5/PxgR9//HFlZaVCoRgfH4dmAn3PQB74UfhYnGznz5+HPCfBwhtkyVC4RoSzh0wen8+H9pGoJhoaGurp6VEqlf39/V1dXaOjo4hxR4bdU3kWS55eiqJWIiolbTab2+2GDEyj0Vy6dAkFOdi/UZ9z5coVdNyENIam6dHR0dLSUlTCkJ44jY2NCwsLaGgIgRnJ20BLisgpXBqJRIJdH50vCwsLh4eHkdGDei0UCvl8Pr1eX1paiiogEsyAAqijowM3OPT391+4cAEpWkTweDweLnpwuVybm5swBZeWluDVEFU1kS+cOHGiqKjo1q1bExMTXyaG8fHxsbExjUbjdDoROUBoLsWXmDgwvag5XVlZmZubk0ql+fn5uEgmOzu7urp6ZmaGVM6nCJY8v5AHBwKJb9rt9pWVlUAgsLCwcPv2bXRnJaFeRA7UajVceVw419TUhB4asHzwy9XV1Tqdbnl52WAwkOQ3jEM3o4RHaFWn012+fBnOBnRup0+fbmpqcjqdRPYCUczi4mJ9fX19fb1EIuHz+dAu4FQUCoUSiUQsFgsEAqKQQFyupqZmZGQENzoh9ATH2m63+/1+EqpGXB5xi5MnT0I0XZoYSkpKysvL6+vrJycn8aXixeXeE2C4kmNwenpaJBLhlcGQrqystFqtwWDwnde6JAKWPL+QB8sISwo+JVxPj8ej0+kQ6s3MzISuGSWozc3NBoMBW+z4+LhQKMQbAm3goNfV1TkcDnRSh5nkZnokwH8FMSiKMhgM6IsLfwMFEUKhcGBgwGq1kgJJSIaNRiNFUffv37906RIUaySqToqo0dT3448/5nA4Z86cuXPnDprCoTp1ZWWFoijEbXEDCpEvkEQq4VJMfU1MxQ0sw4mJCSzQw2QOzbQfwZSurKzMzs6iH2JaWhra7p0/fx5lPLACUnzcB04eGLjwZ+x2+9TUVGNjo0AgQNfzrKyskpISuVyO9YTaQ+zxiPP6fL7t7W2bzdba2lpUVMTj8VA+iR40n3zyiVKpxDE1NjbG4/Fw4VxOTo5AIBCLxR0dHRMTEygsIecGOXxomiZ1BIhP3Lt377PPPjt9+jSXAQQQWq0W0kyn00lq76AfGxkZaWlpuXr1amFhIYw0yChRZ87lcsVisUKhgDuEXoFYNzh2sLN4PJ7x8XHIWKCmwXfBGHJiAVPxBng8XkFBQW1t7eTkJPwf+n3ezxMNiqLIhbMURU1NTdXU1PD5fA6HIxAIBAKBVCp9+PAhCivYJOk7gKpgJM7sdrtGoxkZGUETo66uLplMNjw8DHFkzEMcOT6LxfLgwYM7d+709/cPDg4ODw9DLdLd3T05Oelm5M+dnZ0KhUKlUimVSqVSOTMzA2cmwaGCWhqN5u7duwqFYmBgYGBgoK+vb3R01GAwYCQ4Hh0Oh9lsRrx7hbl0RC6XDw4OjkZhbm4u3hMRX6ZpGnH5oaGhwYShUqmGotDf3y+TyUZHR00mE/Z+knI5HBDy4NEmk0mtVnd1dfX19clksv7+/qmpKdh1B6oYjYcPnDzuCC0JzCSfz7ezs/P48eNHjx5tbW2hqzIdJ+nmcrksFovdbkdnQJSRYZA+nw8bOT4Z4dFAIPD48eOtrS0ETB8/fozdNxHggMIfhsPhnZ2dra2tQCCg1+tRZOZh2riRHCUYhVpLFNj4oxBvlaBkzWQyYQ9GGCPx6rRQKLQRBdKkioiv4fkk+/YODDIziBCSmUEiAXso/L1/S8zgAycPblwi0i8P02cMa5RcEG00Gsmd1W8AGmFUelGMpABONhRWZrMZlcxoJYGLpZCsJHmPROBm+vmTQZJ8OYD1DYsLq9PJ3MgNb4os2UjEfNYScw82akLdbvfq6urGxkaKOhoPcyEPVHkYWOoR4QMBhjGqfWGHY1vBv2P3sdlsZrOZFYa+AyThQNO/VOdirSOjF9mTKeY79jA3w5AKSiI6xCuBeYDyZrhJ5EFJFCqSUhksPuQ6Sb8EkiZaYtqXEfEluc0quroz3sYP08XDNM3yMNeypwK3241hI7BBZAcHnYekERnMxBxiZgiT6Yiby2JWrR8IHzh5rFYrtn/MlMPhgAgfnw/yeL1e1MdH/zkZyRutQJGlXmKaCSJC6mH6HsIkgMzsQLY1HkczN5n6fD5YgBg5ce4jhTAwTrDuoR1+AzHXLiYZx6/X68UqP1D0Ccs0GjRNYytBZA+hl8Q/NkVg36GYmiIyM0TbQdO/3E+OHFeKj/vAyQN60Iw7TkqIscqxCl3xL0WkaZrwwR7RNwwnPuJy2GuJ24BfI6dE4kN1MfJhCOZRhrC+vo7tHP+JkwS9/MjypWmamPIJPgsmIs5Ml8uFYu9AIJCghg3zFq3NIbPtZaTNh2yzESGpm9GSwkCAQg/ReXSuY5Ok70Zk2f0SU3lPhLp0xEEf81kUo/PHCUM+Ci+DaElpmiaXXpBPJjnQBIcKinqYS55h/ODzwU+apnHc4Wdi3cEmQdwiJmI+C0YmcQ88zJW3CYL0HI0EfEJicBL3LLl3lxyWmNvgIocBQwDyarhn/xZif+DkYcHi/YElDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSYIlDwsWSeI/Rp5Xr17t7u7u7u7+9NNPN2/eLCgouHfv3tdff726uqrX61HviSLhwwEk+m/A6XQe2gA+YERfgxUPKPw8HKBg5A3Y7fYE/9xisSwsLIRCoY6Ojtra2m+++eZvf/vbs2fPDsSfZMjz888/v3jxYm9v79WrVz/99FNbW1tZWdno6OhXX30VDAbReov0fWTxX403KtjfDvQD+q8AesYvLS3duHED5MF6PhARkiHPP//5zxcvXrx8+fL169fff/99U1NTRUWFWq0OBoNerxddL0hXy8MBTdPR+xDKuVikgqWEL1lAv45DG1jMSnKaKXx8J7xeL7oft7S03Lx5849//OPu7i6W9Pslz6tXrwhHnz592tvbW1hYKJVK5XJ5e3v7jRs3WlpaWltbWw4XzbFwyGP4IBFzYv/js53iAJqbmxsbG5uams6dO9fU1PTNN988e/bsMMizv7+/t7eHJ/31r38NBAK9vb0KhUKtViuVyu7u7u7u7s7Ozs7Ozng3Wv7b0dPTE30bpkwmO7QBfMDoTRjd3d2HNiqZTBb9xnt6ehL8887OzuvXr2PAVqv1+++/hzH1fn2ely9f7u/vP3/+fG9v7/Xr13//+9///Oc/f/fdd3/5y19++OEH/Pz06dMnT548efLk6WHhu++++58oYCQsUkT0xMbDYY4qxTf+5MmTP/3pT99+++233377448//vzzz7u7u//617/eL3lgs+3v74OpL168eP78+cuXL/f29p49e0YMx1eHi729vedR2N3dPeRhfHjAK04Q2LkPB7u7u9FvHE5/Inj58uU//vEP/PD69Wss4xcvXrx639G2aG7gX/b398nBh2GliHhfOxqwJKPxPgaQOlIcVepf4TAHcCAkPocx3/iBPgFsB/b39yNX7/slTyJIfSrf08cmjgNN5WHOTIpf4UCfcJjfK8VnJf6+4u0g/1/Iw4LFhw2WPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJAmWPCxYJIn/BX0OB/DnOQIxAAAAAElFTkSuQmCC
答案:?=7。右边数字为等式左边字母出现的直线数减去曲线数而得。
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