Table ec_nfportraits
Plots for elliptic curves over number fields of degree at least 3
{'id': 56, 'label': '3.3.1708.1-40.3-b1', 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuNCwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8QVMy6AAAACXBIWXMAAA9hAAAPYQGoP6dpAAB4BUlEQVR4nO3dd3xddf3H8dfnZqcjbZruQVtoaVmFe1CGlI1QhgwHiLIF0TKUJRX5AaIIspHKkl1QlK1CWTIFKZ7LkNkySqF075Gd7%2B%2BP70l7myZt0tzkJLnv5%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%2BGZgS59zyuOvpaMIw3DmRSNycSCRKAK2VKM1WQUWP1azu7XBmWF1ves82bL2Q55yrqaure9E5939BEMyOo9aOTgFQRCTDFACbFoZh90Qi8UqvXr369%2BvXb7GZ6Y%2BQbFR1XXXegpoFgyrqKroDFCQKVvfN7ftlfiK/uuG1zjmqqqry582b17O8vHxWXV3dbkEQVLV/1R2buoBFRKQ9DUokEiX9%2BvVb3K1bt/K4i5GOzTnH4prFZQuqFwyty6tL5FhOXVlu2eyyvLL5G9pop1u3bhV5eXnVn3zySd%2B6urphwMftV3XnoAAoIpIhZjYRmIjGtW1IAr9bnlr%2BZIOq6qryZ1fN3qy8trwnQGGicNWggkGfFSYKK5vz/EQi4fBDDJR1GqH/KSIiGeKcmwxMTusCFpEWcs6xqGZR34XVC4fUubqEmbk%2BuX1m983rO0/ba2eOAqCIiIh0CBV1FQVzKucML68r7w5QmChcOahg0MzmtvpJ86mbQkREpBOZNGnSgG222WZst27ddigtLR237777bv72228XtOb6J598svvee%2B%2B9Rb9%2B/bYzs%2BDee%2B/t1dhrXX755X0HDx68bUFBQXLrrbceO3Xq1O6tqa2ec475VfP7f1bx2dbldeXdzayub37fL0YUjvhI4a9tKACKiIh0Iq%2B88kqPU045Zf6LL774wT//%2Bc/ptbW1NmHChNHLly9v9G96c65fsWJFYptttll95ZVXzmrqfW%2B77bbeF1544dCzzz57zmuvvfb%2BTjvttPKII44YNWPGjPxNrQ1gde3qok8rPh27sHrhEOecFeUUrRhZOPK9vnl9NzjRQ1pHy8CIiGSYloFpWhiGY3Jzc6eOGjVqZXFxcUXc9XQFX331Ve7gwYPHPfHEEx9NmDBhZWuvN7Pgnnvu%2BeSYY45Zmn5%2Bu%2B22G7Ptttuuvu%2B%2B%2B9aExJEjR249YcKEpZMnT250rb0NvVedq7N51fMGLaleMgAgYYnavnl9vyzNLV2YieC3evXqwhkzZnSvqak5IAiCD1v9gl2MWgBFREQy5I033ihs6rFFixbltMV7Ll68OAegrKyspi2uB6ioqLD333%2B/2/7777/OB5o99thj%2BbRp07o39bym3mtFzYoen1R8snV9%2BOuW023p5oWbv9cnr09Gwp9snCaBiIhIvFasSPD2200GpzYzblwFPXo0e6uwyspKO/fccwcOGTKkurKy0qZOnVry8MMPf9q/f//a%2BmsmTZo0%2BNlnn/2ksedPmzataO7cuXknnHDCkkyUD1BXV8cZZ5wxNJlMrvza17620RbVll5fb%2B7cubm1tbUMHDhwnYWX%2B/fvX/388883uidvY%2B9VXVedO7d67pAVNSv6AORabnW//H6zeuX2WtrcWiQzFABFRCReb79dyPjxY9v9fV9%2B%2BQN22211cy8/%2BuijN9txxx1XnXfeeQveeeedgmuvvXZg3759azf%2BTG/ChAkrzzvvvIEXXnhh/0suuWReIrHhTribbrqp9Oyzz96s/v7DDz8844ADDlinG/W4444b9tFHHxW99NJLzeribOn1DTVsnXPO0dSajunvlbag85A6V5cDUJJbsmBA/oAvcyxH%2B/XGQAFQRETiNW5cBS%2B//EEs79tMr776atFTTz3Ve8qUKZ8DhGFYvOuuu65oGOJefvnlkrKysnFNvc6qVasSFRUVidmzZ%2BffcccdX2zoPY866qil48ePX1V/f/jw4etsZ3bccccNfeaZZ3q98MILH26%2B%2BebrbYnWUEuvTzdgwICanJwcvvrqq3Va%2B%2BbPn5/XWFdy%2BnsNGj4o57OKz0bWb%2BOWn8gvH5g/8PNuOd1WNXyetB8FQBERiVePHnUtaYmLw9NPP90zCIIVRUVFDuC5557rsddeey1fuHBhTllZ2ZpWwPHjxy9rqgsY4JxzzhlYVlZWc/755y/Y2Hv27t27rnfv3ustgVJXV8fxxx8/bOrUqb2ee%2B65j8aMGbPBfW5ben1jCgsL3VZbbbXq6aef7nnssccurT//0ksv9TzggAPW3E9/r2eefWZGyYiSfjMrZ/ZzzpmZ1fXJ7fOVFnTuGDQJREREZCN69epV07dv3xqABQsW5Dz33HMl%2B%2B6774rbb7%2B9tLmv8cADD5TsuOOOq5sT/jbk2GOPHfbII4%2BU3nnnnZ%2BWlJTUzpo1K3fWrFm5K1euXJOqLrvssr677LLL6OZev2zZssSrr75a9OqrrxYBfPrpp/mvvvpqUfoSL6effvq8Bx54oOy6667rk0qlCk866aShc%2BbMyT/zzDMXNKzt5rtvXrCy%2B8pR02dP7z9/7nxLVCaWbl64%2BXv98vvN%2B%2B9//1t41llnDUr/mi6//PK%2Bjz32WI/0eo455phhG1o%2BRlpHy8CIiGSYloFpWmddBmbFihWJE044Ydh%2B%2B%2B23vKqqyt5///3CPn361Oy8886rDz744BX117333nsFW2%2B9daMLF69YsSLRowWTTppiZkFj56%2B//vqZZ5xxxiKAs846a9ADDzzQZ/bs2f9rzvX/%2BMc/ehxyyCGjG15zxBFHLHrooYdm1t%2B//PLL%2B/7hD38YsGDBgrxRo0aVX3XVVV%2BkL%2B/SnPe68847e1911VUD3nvvvTXd/vvuu%2B/m48ePX3HRRRfNB5g%2BfXr%2B%2BPHjx7zyyisfjho1qsUtlqBlYDZGAVBEJMMUAJvWWQOgbFitq03Mr5o/cGnt0v5Rd6/rndt7br%2B8fnMSloglaCgAbpjGAIqIZIiZTQQmouE1kiWccyypWVK6oHrBkFpXmwdQnFO8bGD%2BwC8KEgXawq0DUwAUEckQ59xkYHJaC6BIl7WqdlXxvKp5wyrqKroB5CXyKvvl9fuiJLdE//Y7AQVAERERabbquurcedXzhiyvWd4HwMzqSnNL5/TN6zsvru5eaTkFQBEREdmoOldnC6oX9F9Ss2RgnatLAPTI7bG4f17/L/MT%2BS1aV1DipwAoIiIiTXLOsbRmaemC6gWDa1xNPkBBomDVgPwBX2gx585LAVBEREQatbJ2Zfd5VfOGVNZVdgO/d29ZXtmXvXN7L9Zizp2bAqCIiIiso6KuomBe1bwhq2pX9YI14/zmluWVzdPevV2DAqCIiIgAUF1XnTe/ev7AZTXL%2Btaf65nbc2H/vP6z8xJ56%2B35K52XAqCIiEiWq3E1OQurF/ZfUrOkv3MuAdAtp9uyfnn9vizKKdKC3V2QAqCIiEiWqnN1trB6Yb/FNYsH1rm6HIDCROGqfvn9vuye033lxp4vnZdWqxeRLsPMdjezv5vZV2bmzOywBo%2BbmV0cPV5uZi%2BY2dYNrikwsz%2BY2UIzW2Vmj5vZkHb9QkQ24vLLL%2B87ePDgbQsKCpJbb7312KlTp3Zv6tpJkyYN2GabbcZ269Zth9LS0nH77rvv5m%2B%2B9WbhwuqFfWeUz9h2YfXCIXWuLmfRnEUV5x9z/srkwGRh3%2B59R40ZM2arl19%2Bubgl7zt48OBtzSxoeBxzzDHD6q958sknu%2B%2B9995b9OvXbzszC%2B69995eGf8fJBulACgiXUk34G3gtCYePw84K3r8a8Bc4Bkz65F2zXXA4cBRwG5Ad%2BAfZpbTRjWLtMhtt93W%2B8ILLxx69tlnz3nttdfe32mnnVYeccQRo2bMmJHf2PWvvPJKj1NOOWX%2Biy%2B%2B%2BME///nP6TXUFBx0yEFbz1wyc1itq83LtdyqvBV5s47c/chEfiK/8pFHHpn%2B1ltvvXfFFVd8UVpaWtuS933jjTc%2B%2BPzzz9%2BuPx555JHpAEceeeSS%2BmtWrFiR2GabbVZfeeWVs9ry/5NsmDmnRbtFpOsxMwcc7px7NLpvwFfAdc65K6JzBcA84BfOuVvMrARYABzjnHsgumYQ8AVwoHPuqWa%2Bd/1WcCXOueWZ/co6tzAMx%2BTm5k4dNWrUyuLiYo0t2wTbbbfdmG233Xb1fffdtyZAjRw5cusJEyYsnTx58uzGnlO/Z%2B%2BimkWD5s2bVzB%2BxHjumXpP7QF7H/BVn9w%2BC06beNqg119/vXsYhh9l8n1PPPHEoc8%2B%2B2zJzJkz300k1m9zMrPgnnvu%2BeSYY45Z2pL/B82xevXqwhkzZnSvqak5IAiCDzP9%2Bp2dWgBFJFuMAAYAT9efcM5VAi8Cu0anAiCvwTVfAe%2BmXbOeqNu4Z/0B9GjqWuna3njjjcKmHlu0aFGrW5ErKirs/fff77b//vuv88Fijz32WD5t2rT1uoGdcyypXlL6ccXHW8%2Btmjuiuq66YNXyVTUAo3uPnt43r%2B/8hCXcU0891Wv77bdfPWHChJGlpaXjxo4du9XVV19dtqnvW/%2BcRx55pPToo49e2Fj4k3hpEoiIZIsB0e28BufnAZulXVPlnFvSyDUDaNok4KJWV5ilVteuTkwvn95kcGoro4tGVxTnFDd7TbvKyko799xzBw4ZMqS6srLSpk6dWvLwww9/2r9//zXdpJMmTRr87LPPftLY86dNm1Y0d%2B7cvBNOOKHhv69mmzt3bm5tbS0DBw5cZ%2Bu1/v37Vz///PN59fejFr8%2Bi2oWDayuqy4ASFiitiRRMve0n5/WPZlM5uz09Z1W11//5ZdfFkyZMqXvySefPO9Xv/rVnFdffbXbBRdcMKygoMCddtppi5r7vummTJnSa8WKFbmnnnrqok39eqXtKACKSLZpOO7FGjnX0Mau%2BR1wTdr9HsCXLS8tO00vn1540vSTxrb3%2B94%2B%2BvYPtu%2B%2B/eqNX%2BkdffTRm%2B24446rzjvvvAXvvPNOwbXXXjuwb9%2B%2BtRt/pjdhwoSV55133sALL7yw/yWXXDJvY61iN910U%2BnZZ59d/%2BGEhx9%2BeMaYMWMqARruwuGcw8xcnauzJTVL%2BiyuXjyg2q0Nfr1ze88tyyubf/yxxw/56MOPil566aV1ukTr6urYZpttVt94442zAb7xjW%2BUv/fee0V/%2BtOf%2Bp522mlrAlxT79tY/XfddVfZ7rvvvmz48OHaJ7gDUgAUkWwxN7odAMxJO9%2BPta2Cc4F8M%2BvdoBWwH/BqUy8cdSVX1t/XFlktM7podMXto2//II73be61r776atFTTz3Ve8qUKZ8DhGFYvOuuu65oGOJefvnlkrKysnFNvc6qVasSFRUVidmzZ%2BffcccdX2zoPY866qil48ePX7PX7vDhw6tyc3PJycnhq6%2B%2BWqfVbf78%2Bfll/cvs4/KPt61xNXkAOZZT0zu397w%2BeX3m51hO3XHHHTf0mWee6fXCCy98uPnmm68Tyvr27Vs9evTo8vRzY8eOrXjiiSd6AwwYMKCmiffNKysrW2%2BB6OnTp%2Be/9tprPe%2B%2B%2B%2B5GW0MlfgqAIpItPsMHvP2ANwHMLB/YA/hFdE0IVEfX/DW6ZiCwDX4GsbSB4pziupa0xMXh6aef7hkEwYqioiIH8Nxzz/XYa6%2B9li9cuDCnrKxsTSvg%2BPHjlzXVBQxwzjnnDCwrK6s5//zzF2zsPXv37l3Xu3fvyobnt9pqq1VPP/10z2OPPXZptIBzv5dee6nv3gfvTY2rIcdyqktzS%2BeW5pUuzLGcurq6Oo497thhU6dO7fXcc899NGbMmKqGrxkEwcqPP/54nW746dOnFw4ePLgKoLCw0KW/b/01L730Us8DDjhgKQ3cfPPNZaWlpdVHHnnkeo9Jx6BRmSLSZZhZdzPb3sy2j06NiO4Pc37Jg%2BuAX5rZ4Wa2DXAXsBq4H8A5twy4HbjazPYxsx2AKcD/gGfb96uRjqRXr141ffv2rQFYsGBBznPPPVey7777rrj99ttLm/saDzzwQMmOO%2B64ujnhb0NOP/30eQ888EDZ5TdePmrqm1O3O%2B%2Bs8wbN%2BXIOR//o6Mr%2B%2Bf0/H1U06n%2B3XXWb223X3bYAOPbYY4c98sgjpXfeeeenJSUltbNmzcqdNWtW7sqVK9c0VZ9zzjnz3n777W7nn3/%2BgHfffbfg5ptvLr3//vvLTjnllPkN3/e6667rk0qlCk866aShc%2BbMyT/zzDPX%2BXpqa2v5y1/%2B0ue73/3uory89YcHLlu2LPHqq68Wvfrqq0UAn376af6rr75a1GA5mcKzzjprUPrzLr/88r6PPfZYj/TXOeaYY4YtX75cWWYTqAVQRLqSHYHn0%2B7Xj8u7Gzge%2BD1QBPwR6A28DnzTObci7Tk/B2rwLYBFwHPA8c65Zo/1kq7npJNOWvLKK6/0uOWWW0qrqqrssMMOW/y3v/2t184777xOy%2BX111/f5NjPAw88cEWPHj2aPemkMatqV3Xb/5j9e5%2B/8nz7w5V/6Llg7gJGjR1VN%2BXBKXP33HLPOfXDDxYuXJg3a9asAoD77ruvL8DBBx%2B8ZYNaZ55xxhmLAPbYY4/V99577ycXXXTR4GuvvXbQ4MGDK3/zm9988ZOf/GRx/fUnn3zykkWLFuVeeeWVg84777y8UaNGlT/00EMzRo8evU6L4mOPPdZzzpw5%2BaeeeurCxr6Gl19%2Budshhxwyuv7%2BxRdfPPTiiy/miCOOWPTQQw/NBHj33XeLnnrqqRL80k0APPvssz0rKyvt0EMPXQEwb9683KeffrrXvHnz5vbs2XO9Vk3ZMK0DKCKSYVoHsGlaB7DlnHMsq13We3H14v4VdRXd6s8X5xQv75PbZ273nO4rNO50fVoHcMPUAigiItIB1bianMXVi8uW1iztV%2BNq8sEvcN49p/vistyyeUU5ReUbew2RpigAioiIdCDlteVFi2oW9VtRu6LUOZcAP6O3JLdkQZ/cPgvyEnlaVkVaTQFQREQkZnWuzpbVLOu9pGZJ34q6ijU7a%2BQn8st75/ae1zu39%2BKEJTRmSzJGAVBERCQmFXUVBUuql5Qtr11eVutqc8F383ZLdFtamlc6v1ui20qN72ummpoEn3wykv7959Kr18q4y%2BnoFABFRETaUdTa12tp7dK%2B5bXla5Y1ybXc6p65PReU5pYuzE/kq5u3Jaqrc5g%2BfRTl5d0oLy9m223/F3dJHZ0CoIiISDtYXbu6aGnN0rLltcv71Lm6nPrzxTnFy3vl9lpQklOyVK19m6CyMo/p00dTWVlITk4tI0d%2BTE6Ouss3QgFQRESkjVTXVecurV1auqxmWVlVXVVR/fmotW9h79zeCwsSBVrDblOVlxcwffpoqqvzyc2tZtSo6XTrpuWFmkEBUEQkQ8xsIjAR7bKU1WpdbWJ57fKSZTXL%2BpTXlfd0zhmsHdvXK7fXwh45PZarta%2BVVq4sYsaM0dTW5pKfX8no0dMpLFSYbiYFQBGRDHHOTQYmpy0ELVmiztXZytqVPZbVLitdVbuqd52rW/MhoCBRsLokt2Rhr9xei3MtVzvKZMKyZd355JMtqKvLobCwnNGjp5OfXxN3WZ2JAqCIiMgmcM6xsnZlj%2BW1y3uvrF3Zu34WL0Cu5Vb1zO25uCS3ZFFRokhdkpm0aFEJM2dujnNGcfFKRo/%2BmFwF65ZSN4WIiEgz1bk6W1GzosfsytnDppdPH/dF5Rejl9Us61vranPrF2seVjjso1FFo/43IH/A7NaGvyuuuKLv6NGjt%2BrevfsO3bt332H77bcf89e//rVnc58/adKkAWYWnHjiiUPTzw8ePHhbMwsaHsccc8yw9Osuv/zyvoMHD962oKAgufXWW4%2BdOnVq9/THlyxZkjjxxBOHDho0aNvCwsLkDjvsMObFF18sbs3XvEHz5vXhs8%2B2wDmjR49lbLnldIW/TaMWQBERkQ2odbWJFbUreq6oXdFrVe2qXukzeBOWqO2e031Jz5yeS9piXN/QoUOrLr300tljx46tALjtttvKfvCDH2wxcuTI93fccccNhssXX3yx%2BJ577uk7evTo9baMe%2BONNz6oqVnbY5pKpYoOP/zw0UceeeSS%2BnO33XZb7wsvvHDoFVdcMWvPPfdceeONN/Y94ogjRr399tvvjRo1qgrghz/84fCPPvqo6Pbbb/9s6NCh1XfccUefgw8%2BePQ777zz3ogRIzK7lM3s2f2ZM2cIAL16LWLkyJkk1I61qcw5zZQWEcmktDGAJc655XHX05GEYTgmNzd36qhRo1YWFxd32K7RqrqqvOW1y0tW1q7slT6RA/y2bN1yui3tmdNzSfec7ivae4eOkpKS7S%2B%2B%2BOIvf/7zny9s6pply5Ylxo0bt9V11133%2BWWXXTZom222WX3HHXd80dT1J5544tBnn322ZObMme8molC13Xbbjdl2221X33fffbPqrxs5cuTWEyZMWDp58uTZK1eutF69eiWnTJny8VFHHbVmzOuYMWO2%2BuY3v7n0hhtu%2BCojX7BzMGvWEBYs6A9AWdk8NtvsSzYStlevXl04Y8aM7jU1NQcEQfBhRmrpQhSdRUQk60Xj%2BbrPrZo7%2BOPyj7f6uPzj7eZXzd9sde3qEuec5VpuVa/cXvOHFQ77aHTR6LeHFAz5vGduz%2BUNw98bb7xR2NR7LFq0KKepx5qjpqaGW2%2B9tXd5eXli99133%2BBOFyeccMKwffbZZ9lhhx22YmOvW1FRYY888kjp0UcfvbA%2B/FVUVNj777/fbf/991/nA8wee%2ByxfNq0ad0Bqqurrba2lqKiorr0awoLC%2Bv%2B85//9CAT6uqMTz4Zvib8DRz4JcOHbzT8ycapC1hERGK1YgWJt9%2BmyeDUVsZuV1nnilb0WFW7qmd5XXmP9K5dgMJE4aqopW9ZYaKwvKqqys79%2BbkDhwwZUlRZWWlTp04tefjhhz/t37//mjFokyZNGvzss89%2B0tj7TZs2rWju3Ll5J5xwwpLGHm/KtGnTivbcc88xVVVViaKiotp77733kyAImmw9vfXWW3u/%2B%2B67xW%2B99dYHzXn9KVOm9FqxYkXuqaeeuqj%2B3Ny5c3Nra2sZOHDgOt24/fv3r37%2B%2BefzAHr37l23/fbbr/rtb387aNy4cZ8OGTKk%2BtZbby195513ug0bNqyyJV9jo2prE3z88UhWrCgBYOjQmfTvv2gjz5JmUgAUEZFYvf02hePHM7a93/dvr8xmq%2B3X5qiEJWqKE8XLu%2Bd0X9Yjp8fyvETeOsuKHH300ZvtuOOOq84777wF77zzTsG11147sG/fvs2egDBhwoSV55133sALL7yw/yWXXDIv0czxa9ttt13FtGnT3l%2B8eHHOAw880PvUU08dvsUWW3zUWAj8%2BOOP8yZNmjTsH//4x/Ti4uJmdU3fddddZbvvvvuy4cOHrzdmr%2BGYRuccZrbmdadMmfLZ8ccfP3zEiBHb5eTkMHbs2NWHHHLI4nfffbd1E0HSt3Yzq2PEiE8pLdXSShmkACgiIrEaN46Kl1%2BmWa1VzeWco9aqc6soL66yim7VVBbXUpOffs3ILatc1Mq3vHtO92XFieLVTU3iePXVV4ueeuqp3lOmTPkcIAzD4l133XVFwxD38ssvl5SVlY1rqq5Vq1YlKioqErNnz87f0Ji8dIWFhW6bbbapBNh9991Xv/nmm92uvvrq/vfff//nDa997bXXui1evDh3/PjxW9Wfq62t5b///W/3e%2B65p19FRUWYm7v2T//06dPzX3vttZ533333Oq2WAwYMqMnJyeGrr77KSz8/f/78vLKysjXBeOutt6584403Plq%2BfHliyZIlOZtttln1QQcdNHLo0KGb3gJYUZHPjBmj1mzttvnmM%2BjZc9Umv540SgFQRERi1aMHdbvtxurWvEadq7PyuvKi1XWru5fXlnevqKvoXuNq8hpeV5AoWF2UKFrRLafbiu453VfkWE5dY6/X0NNPP90zCIIVRUVFDuC5557rsddeey1fuHBhTllZ2ZpWwPHjxy9rqgsY4JxzzhlYVlZWc/755y/YlK8TfLitrKxsNKkefPDBy6dNm/Ze%2BrkTTjhhxBZbbFFxwQUXzEkPfwA333xzWWlpafWRRx65NP18YWGh22qrrVY9/fTTPY899tg1j7300ks9DzjggHWuBejZs2ddz5496xYsWJDz0ksv9bzooou%2B3KQvbtWqQmbMGE1NTZ62dmtbCoAiItKpOOeodJUFq2tXd6uoq%2BhWUVfRrdJVFqfP1AW/9Vq%2B5a8uShSt7JbTbUW3nG4rN3Unjl69etX07du3BmDBggU5zz33XMm555477/bbby/9xS9%2B0aww98ADD5TsuOOOq9NnzG7MaaedNvjggw9eNmLEiKply5bl3HvvvaXTpk3r8eCDD86ov%2Bayyy7r%2B/e//733a6%2B9Nr137951X/va19YJTMXFxXWlpaU1Dc/X1tbyl7/8pc93v/vdRXl562VlTj/99Hk//elPR%2By4446rdt9991WTJ0/uO2fOnPwzzzxzzdf70EMP9XTOsc0221R88MEHhZMmTRoyYsSIitNPP33NWL033nij8M9//nPpNddcs2ZW8OWXX9537NixFYceeugK8LOWf/bTn474w09/2qN7QUEOBQUVjBo1ncLCzC4lI2soAIqISIdV5%2Bqsoq6isKKuorj%2BqHJVxelbrdVLWKK2MFG4sihRtLI4UbyqOKd4VXNb%2BDbmpJNOWvLKK6/0uOWWW0qrqqrssMMOW/y3v/2t184777xOy%2BX111/fZMvXgQceuKJHjx4tqmf%2B/Pm5J5100ogFCxbkde/evXbMmDHlDz744IzDDz98zezchQsX5s2aNaugpV/TY4891nPOnDn5p556aqPLyZx88slLFi1alHvllVcOOu%2B88/JGjRpV/tBDD80YPXr0mv12lyxZknPJJZcMnjdvXn5JSUnNhAkTll577bWzCwoK1owTfPfdd4ueeuqpEmBNAHz22Wd7VlZWWn0AXDB9eukzzz7ba/H3v0/3kSNXMmrUx%2BTlaYHnNqR1AEVEMkzrADatqXUA61ydVbmqgoq6isLKusqiyrrKoipXVVRVV9Xo7GAzcwVWsLowUbiqMFG4qjineFWBFVRmeiFmaQdz5vRl9my/A0nPnkvZfPNPyclpdTjROoAbphZAEZEMMbOJwES0xmqjglSQOJET%2B%2B3EToXLapblLatclqhyVYVVrqqwxtUUNOzCrZewRG1BomB1gRWUFyYKVxclilYVJgorFPY6Ob/A82AWLBgAQGnpAkaMmKU1/tqHAqCISIY45yYDk9NaALNKkApygQHAUGAYsFl0jIiO4U/wROFYxlJYU0giZ92cbGZ1%2BZZfkZ/IL4/CXnlhorA8z/KqFfa6mLo649NPh7N0aSkAAwbMZvDguQp/7UcBUEREmhSkAgN6An2jo3/aMTA6BgGD8eFvY62ftQkSrjBRWFGUW7Q6P5FfWWAFFYWJwoo8y6tS0MsCNTUJZszYnFWregJa4DkmCoAi0uaCVJAACqMjv8GRh/9dlAvkREci7TYBNJUKXHTUpd3WH7Vpt%2BlHTYOj/lx1g/N1YTLstIOk0/6fF0dHt%2Bi2O9Aj7bYkOnoCvaOjF1AK9Ilu158i2rQa/GD/WcDn0TET%2BAz47GzOLupN738Myh%2B0srig4%2B4FLG2ksjKPGTNGUVFRRCJRx/Dhn1BaqnGyMVAAFJEmBamgCCiLjtLoqA8I9aGhhLWBov6oDxxF0dGSANFhBKmgsWDYWICsja6rBWq3%2B9d2vLP3O2z3r%2B2eCFJBVXQ%2BPaC6Ro56lnakh%2BD6cJybduSxNkTnAwX40FcQ3c%2BkVcACYD4wLzrmpB2zo2NemAybnL0ZhuGYDNclncWqVYV8/PEoqqvzyc2tYfPNZ9CjR6vWf5RNpwAokmWiLr0yYEh0DGZtV94A1nbv9cUHuUxzQFV0VKcd6WGqYSueS3surG0RrA9KiSaO9NbEhuEp/X5TNvZ4oyzH6m%2B/0dLntpEqfICrP1YCK6JjOX684jJgaXQsBpYAi6JjYZgMyzNUSx34tfwkiyxd2oNPP92curoc8vMrGDVqBkVFVRt/4qaLJhXVf/CSBhQARbqgIBX0ALaIjpHRMTw6huFbiZqrmrVBYEl0LGVtaFjO2jCxknWDxmqgAiiPbiuBmo7WtRqkgobhML2Franz9c9Jf24OkFO9oLo7cH/1ourjc7rnVLJ%2Bd3b9bXrXdv0fK1i3a7upbuz60FyVdlRGRwVr/7%2BXb6hFLgZLnXM1VVVV%2Bd20w0N2WLCglFmzhuOcUVzcbmv8rVq1qtg5V41voZYGtA6gSCcVteT1B7YBtoqOMcBofGvexswDvsSP1/oK/0tybnTMj44FwIqOFtg6Oq0D2LQwDBNmdltxcfFBQ4YMWZRIJPRvq6tyDluwoMwWLuwP4Lp3X%2BYGD/6SnJw2fltnq1atKp47d25%2BdXX1TUEQ/KZN37CTUgAU6QSi5TXGADtEx/bAdvhB%2Bk1ZAHwSHZ/iB%2BHPxA/O/zJMhpu%2BWbtskALghoVhODiRSDySSCT60vQEH%2BncLHfp0tJEeXl3gNri4uW1JSVL2um9nXOuura29h7gsiAI1AXcCAVAkQ4matkbCuwC7AR8HR/6GhuPV4cPeO8B7wMfAh8B08NkuLQ96pX1KQBuXBiG%2BfjhCBqK1MUUv/tu8bArrrguZ/Xq8c6srnLYsMs%2Bueaa%2B9qxhDpgThAEK9rxPTsdBUCRmEXLdWwF7AGMB3bDT8xoaCXwFpCKbt8B3s/g4HzJEAVAyVpmQ4B/AOPwY4CPxrnH4i1KGqNPXiIxCFLBCGA/YB9gb/ys3HS1wNvAf4DXgTeAj8JkqK4MEemYzLbHh7/B%2BDHGh%2BDcG7HWJE1SABRpB0EqKAT2BCYAB%2BJn56ZbDbwKvAS8AkwLk%2BGq9qxRRGSTmR0IPIBfB/R94CCcmxlrTbJBCoAibSRIBaXAwcBhwDfxCyPXq8G37j0D/Asf%2BNp0TSwRkTZh9lPgD/jljf4FfBvnlsZak2yUAqBIBgWpoA9wOPBdfNdu%2Bs/YV8A/gSeB58JkqLFhXYyZTQQmsvH9cEU6P7Mc4GrgzOjMncCpOBfLh1kzegC/BW50julx1NCZaBKISCsFqaAY%2BBbwQ2B/1g19/wMeAR4D3tR6etlBk0CkyzPrDtwPHBKduQD4XVxbvJjxTeA2/Mzyl4E9nEO/bzdALYAimyBaqmUX4ETge/i9cOu9jR8L82CYDGfEUJ6ISNvxM33/jl%2BPtBI4Fuf%2BGk8p9AauAY6PTs0ELlH42zgFQJEWCFJBb%2BBY4MfA2LSHZgL3AfeFyfCDGEoTEWl7ZgHwODAIv1vQoTj3n3hK4XDgj/g9zB1%2BHOIFzrEyjno6GwVAkWYIUsE44HTgaKAoOr0a%2BBt%2B3MvLWqJFRLo0s8PxH3SL8IvPHxzHTF8zBuDD3neiUx8BJznHv9u7ls5MAVCkCdECzQcCZ%2BOXcKn3P%2BBmYIomcohIl2dmwC%2BA30VnpgJH0s7jW80wfFfvNUAv/GoKVwK/do6K9qylK1AAFGkgSAV5%2BJa%2B8/A7dIBfmPkh/KfOf2syh4hkBbMC4BbguOjMjcDPca6mfctg86iOfaJTKXyr31vtWUdXogAoEglSQT5wAjAJ2Cw6vRz/S%2BcPYTL8Iq7aRETanVlf/CoG38B/CD4T5ya3bwnkAT8HLsZ3PZcD/wdc5xztGkK7GgVAyXpBKsjFdytciF9CAPw2RtcCN4fJcFlMpYmIxMNsG/xM3%2BH4JY2%2Bh3NPt28J7Ihf2mX76NS/gB87x8ftWUdXpQAoWStayuXbwGXAqOj0HOBy4LYwGZbHVZuISGzMDgb%2BjN/W7RP8ZI8P2%2B/t6Q5cCpyBX1R9CXAWcLeWd8kcBUDJSkEq2AU/kHjn6NRC/ADnmxT8RCQr%2Bcke5wBXAAY8D3wX5xa1XwkcAkwGhkan7gd%2B7hzz26uGbKEAKFklSAWDgd/jJ3kArAKuAq4Ok%2BGK2AoTEYmTWSF%2BvPOx0ZlbgNNxrrp93p7BwA3AEdGpmcBPnGNqe7x/NlIAlKwQzez9GXAR0A2/aOidwK/CZDgnxtJEROJlNhB4GN8jUov/XTm5PbZ1MyMH%2BCl%2BD98e0ftfjd/NY3Vbv382UwCULi9IBTsDtwLbRqdeA04Lk2EqvqqkKzKzicBE/LglkY7PbEfgUWAwfqzd93Du2fZ5awJ8S2MQnfoPfpLHO%2B3x/tnOYtq3WaTNBamgG/Ab4Ez8eJZFwLnA3dq1Q9qSmfXEz5wsce28WK5Is5kdDdwOFAIfAt/CuTbfv9yMEvwkj/oPS8uA84FbnUO/m9uJWgClSwpSwTeAu4HNo1P3AGeHyXBhfFWJiHQAZjn41Q/Oi878E/gBzrXpklfRTh5H4ifgDYxO/xk4yznmtuV7y/oUAKVLiRZzvhj/adKAL4GTw2SogcQiIma98DNrJ0RnLgd%2BhXO1bfu2bImf3Vu/k8cM4KfO0S7dzbI%2BBUDpMoJUsDnwF2DH6NTdwJlayFlEBDAbix/vNxq/o8ZJOPfntn1LioFf4lsb84BK/ISP3ztHZVu%2Bt2yYAqB0CUEq%2BC5%2BLEsP/EDmk8Nk%2BFC8VYmIdBBmhwD34X9HfgEchnNtNhEu6u79FnA9a7fWfBI43Tk%2Baav3leZTAJROLVre5ff4ZQsAXgGO1r69IiKAWQL4FXBJdOYl/OLObbawshlb4IPfgdGpWfjf0Y9qJ4%2BOQ0sVSKcVpIJ%2BwLOsDX9XAHsp/ImIAH42%2BkOsDX83Avu2Vfgzo9iM3wDv4cNfNX6Hpa2c4xGFv45FLYDSKQWpYDvgcXzXwgrgmDAZPhZvVSIiHYTZlvjxfmOAKuAnOHdH27wVht/B4xpgWHT6aXx37/S2eE9pPQVA6XSCVHAg8AB%2Bo/IZwKFhMvwg3qpERDoIs0OBe/Hj/WYDR%2BDctLZ5K7bGd/fWz%2B5Vd28noS5g6VSCVHAy8Hd8%2BPsXsJPCn7SEmV1sZq7BMTftcYuu%2BcrMys3sBTPbOs6aRZrFLAezS/Etfz2Al4GgLcKfGb3MuA54Gx/%2BKvGLO49Vd2/noBZA6RSCVGDABfhfMAB3AaeEybBdNiqXLuc9YN%2B0%2B%2BlroJ0HnAUcD0zHD6B/xsy2dM6taLcKRVrCrBQ/y/eA6MwNwDk4l9HfkdHevSfil3LpG51%2BFDjbOT7N5HtJ21IAlA4vCn9XAz%2BPTv0G%2BL8wGeoTpmyqGufcejsPmJnhu69%2B65x7ODp3HDAPOBq/b6lIx2K2PfAwMAK/vt8pODcl82/DeOA6IBmd%2BhA40zmezvR7SdtTAJQOLUgFCeAm4JTo1JlhMrwhxpKkaxhlZl/hu61eB37pnPsU/wd0AKz9g%2BacqzSzF4FdaSIAmlkBUJB2qkdbFS6yDv8B5Wb8fr6f4sf7vZ3Zt2Az/CoLR0anluFnFt/oHOqF6aQ0BlA6rCj83YIPfw44UeFPMuB14Fhgf%2BBkfOB71cz6RP8NvsUv3by0xxozCf9Hsf74MpMFi6zHrACzm/HDYQqBJ4CvZTL8mdHdjF/jW/qOxP8evg0Y5RzXKvx1buacetGk44m6ff8InArU4Zd5uT/eqqQrMrNuwCf4BcX/A/wbGOScm5N2zW3AUOfcAU28RmMtgF8CJc655W1Vu2Qps82AvwFfw4eyi4Hf4FxdZl6eBHAMfg2/gdHpF/HdvRltXZT4qAtYOpwo/F2BD38OOE7hT9qKc26Vmf0PGIUfzA6%2BtW9O2mX9WL9VMP01KmHtvqZ%2BKKFIGzA7AD/ZoxRYDPwA56Zm7uXZHbiWteP8PsVPjHpYM3u7FnUBS0d0HnBu9N%2BnhMkw44OZRepFrXdj8YHvM2AusF/a4/nAHsCrsRQoAvVLvFyM7%2BotBUL8Ei8ZCX9mjDLjYXxLXxJYDvwCv4vHQwp/XY9aAKVDCVLBD4HLo7vnhsnwT3HWI12PmV2FX0tyFr5l71dAT%2BBu55wzs%2BuAX5rZDPxC478EVgNqhZZ4mPXFt/rVfzC5BfgZzlW0/qXpA1wI/BTIww%2B5uRW4yDnabL9giZ8CoHQYQSrYE6jfquiqMBleFWM50nUNAf4MlAEL8OP%2BdnbOfR49/nugCD8GtTd%2B0sg3tQagxMJsV%2BCvwGD8B5FTce7e1r8shcBp%2BPVVe0WnnwTOdY73Wvv60vFpEoh0CEEq2AKYhv%2BD%2B1fg%2B2EyzMiAZpH2ZmY98bOBNQlENo0fSHoWvkckF/gI%2BA7Ovdu6lyUBHAVcht9LHeAd4BzneKY1ry2di1oAJXZBKugJPI4Pf9OA4xX%2BRCRrmfUG7gQOjc78Bb%2B4c6taoc3YB9/CXT/BYza%2B%2B/ce59bZDUeygAKgxCqa8XsnfhD%2BV8BhYTIsj7cqEZGYmH0d3wuyGVCF35nmZlrRXWfGOPzKCvtHp1bgWxavc47VrapXOi0FQInbWcARQDVwRJgM52zkehGRrsd3%2BZ6Jb6HLwy%2B/8l2cS236SzICv3/6D6JT1fhdQy51jgWtK1g6OwVAiU2QCnZm7Yzfn4XJ8PU46xERiYVZKX4CXH2X74PAj3Bu2aa9HP3wkzt%2Bgg%2BTAA8AFzjHJ62sVroIBUCJRZAKSvAzMXPxv5huirciEZEYmO2C/x04FN/lexbwx03p8jWjJ3AO8HOge3T6WeB85wgzU7B0FQqAEpcbgOHATODHYTLUdHQRyR5mCfyi978BcoCPgSM3pcvXjCJgInA%2B0Cc6/V9gknM8m5mCpatRAJR2F6SCw4Bj8QuO/jBMhpvUzSEi0imZ9QfuZe3Czn/Gr%2B/XoiWDzMgHTsTP5B0Unf4wuq/dO2SDFAClXQWpoBQ/CBngyjAZ/jvOekQyycwm4ltitM2mNM5sf%2BAe/C405cDpwB0t6fI1Ixc/seMiYER0ehZwCX5Jl5qM1ixdkn5JSXu7CuiP/5R6cbyliGSWc26yc24r4Otx1yIdjFk%2BZr8HpuLD3/%2BAHXHu9uaGPzMSZhwFvAvchQ9/84AzgNHOcYfCnzSXWgCl3QSpYHfghOjuj8Jk2Op9LEVEOjyzUfi9pHeMztwEnI1zzVrzNNq94wh8i9820enF%2BLX9JjvHqswWLNlAAVDaRZAK8vB7qwLcqq5fEeny/Np%2BxwI34mflLgZOwrlHm/d0EvilYS4CxkWnlwFXA9c7h7YZlE2mACjt5SfA1sAiYFLMtYiItC2zXvjxzkdGZ14EfohzX278qY0GvxXAdcC1zrEk0%2BVK9lEAlDYXTfy4OLp7QZgMF8dYjohI2zIbD0wBhgE1%2BCB3Bc5tcL/dKPgdDvwfsF10egV%2B2axrnEO/OyVjFAClPUwCeuMHLv8p5lpERNqGWR4%2B7E3CT7L8BPgBzm1wlyMzcoDv4nfvqB/jVx/8rnWORW1Ws2QtBUBpU0EqGIJf5gDgF2Ey3OAnYBGRTslsS3yrX/1Ej7uAM3BuRdNPIQ/4PvBLYMvo9HLgeuA6tfhJW1IAlLZ2AVAAvAQ8GXMtIiKZ5Sd6/Bg/MaMYWAKcgnMPNv0UCoHj8Dt3DI9OL8GP8bvBOZa2XcEingKgtJkgFQwFToruXqjt3kSkSzEbgB/WclB05jng%2BKYmepjRAzgFOBsYGJ2eD1wD/NE5mmwtFMk0BUBpS%2BcCecALYTJ8Ke5iREQyxuwI4Fb83ruV%2BHF/1%2BNc3fqXUoYfCnM6fjw0wJfAlcCfnGN1u9QskkYBUNpEkArKWNv699s4axERyRizEvzkjGOjM2/jl3d5d/1LGQ6cBfwIKIpOT8cv4DzFOaravF6RJigASlv5MX48zJv4bhERkc7NbB/gTmAoUAf8HrgI56rWvYzt8T0gRwI50ekUcDnwsHNoMpzETgFQMi7a9eOn0d2rNfZPRDo1s2748HZadOZT4Fic%2B/faSzBgP%2BCc6Lbes/gWv%2BecQ78LpcNQAJS2cBgwCL9J%2Bd/iLUWk/ZjZRGAifg046QrMvoFf0mWL6MzNwLk4t9I/TD5wFH5iR/3izbX4331XOkeqXesVaSYFQGkLP45u/xQmQ41xkazhnJsMTDaznvg9W6WzMisCfo0PdoaftHESzj3tH6YP/nfdaayd0bsKuB2/ePPM9i5ZpCUUACWjglQwAtgHcGjXDxHpjMx2xo/1GxOduRv4Gc4tNWMscCZ%2BEkj9xI6vgD8At2ifXuksFAAl046Jbp8Lk%2BHMOAsREWkR3%2Bp3Cb7VLwHMAU4x3BPA/hhnAvunPeNN4FrgAc3olc5G41QkY4JUYMAPorv3xFmLiEiL%2BLF%2Bb%2BJn7yaAKVdx9i6GGwl8APgQ6Hs3HgP2BALnuFfhTzojtQBKJm0PjAYqgEdjrUREpDn8DN/fAmfgx/rNuZ0TL/0Rt28NvAt0j65cjh/fd6NzfBpLrSIZpAAomfTd6PaJMBlqSyMR6dj8un63ASOqyWUyE58/j9/nVJP/x7SrPgRuBO52jpWx1CnSBhQAJZMOi24firMIEZENMuuN34btpNkM4g%2Bcvux6zqypoGiv6Io64O/44Kf1%2B6RLUgCUjAhSwebAWKAGP1ZGRKRjMTPg8BpyJj/DfgNu4cf8nUNcHTkl0RXz8asX3OIcs%2BIrVKTtKQBKphwY3b4SJsOlcRYiIrIes8HTGfWnv/K9A/7Ej/ic4WseAV4CbsJv06YJHZIVFAAlU%2Bq3PpoaaxUiImkOsKn5AeENb/GPk6ZyQG7dmq153RKwe4BbneP9OGsUiYMCoLRakApygT2iu8/GWYuICIAZY0bw6bnL2fGYpzggr/58D5aHK%2Bh5PdiDzlEeZ40icVIAlEzYHugJLAXeirMQEcleZpQARyaoPRFydvqMkQD0Zb7blv/9KyQ4Y6nrpdY%2BERQAJTN2i27/HSbD2lgrEZGsYkYufgjKsfiVCArryCGHGibwJAfxz//syQvfH%2BM%2BnBlnnSIdjQKgZMLO0e1rsVYhEjMzmwhMRLsstSkzDNgB%2BCFwNNC//rGteI/juYujuX/2YL76Kc49HledIh2ZAqBkwtei29djrUIkZs65ycBkM%2BsJLIu7nq7GjJHA9/FbTo6tP1/E6lUncGf%2BCdyZlyRVm8BdC1yCc1q4WaQJCoDSKkEqKIFooA2k4qxFRLoeMwbhdxn6PrBT2kMVQ/jiP7/nvJHf5qFh%2BVQD/Bv4Cc79L4ZSRToVBUBpre2i2y/CZLg41kpEpEswox/wbeBIYHf8Wn3gd%2Bj41xbMeOIVdtu5P/O/F51fCPwCuAvn6tq9YJFOSAFQWmvr6PbdWKsQkU7NjIH4SRzfxS8rlT6O8jXgL%2BN465G32OF7wCVAD8ABtwK/xDl9ABVpAQVAaa0x0e0HsVYhIp2OGcOBw4EjgG%2BwtqUP4L/AX4G/OsfnmO0HPM3a3znTgIk499/2q1ik61AAlNYaFd1Oj7UKEenwotm744BD8a192ze4ZBrwIPCgc3wWPWkkxiPR9QALgEnAneruFdl0CoDSWiOi209irUJEOiQzCoA9gUOiY1jaw3XAy8DDwCPO8UXaE7sD5wPnAAVALTAZuAjnlrZD6SJdmgKgbLIgFRhrf5nPirMWEek4zBgCTAAOAvYFuqU9XI7vyn0M%2BLtzLGzw5AR%2BmZfLgUHR2eeAM3HuvbatXCR7KABKa/Rk7S/2LzZ0oYh0XVEr327A/vjgt02DS74C/gn8HXjOOVY38UK7ANcBX4/OfAacDTyKcy7jhYtkMQVAaY2B0e3yMBlqU3WRLBGN5dsGvwXbfvhZu0Vplzj8wvBP4IPfm87RdIAz2wzf4ndUdGYl8FvgOpyryHT9IqIAKK3TN7qdH2sVItKmosA3Cj%2BWb%2B/o6Nvgsjn4rt2ngKedY1EzXrgHfkLHWfhxfg64E7gA5%2BZmqHwRaYQCoLRG7%2BhW62%2BJdCFmJPBbre0OjMe38A1qcNlq4CXgmeh4d4OtfOu%2BQS5wEvBroF909gXgLJx7s5Xli0gzKABKa5REt9rzVLoes3xgOH6rw2HAYHwI6guU4v/914%2BDLQQK6iAPsMXRBUthLmaV%2BIkPq4AVwHJgCbAIv4PFfHzr2VfAbGA2zrXrkAozivF7eu8aHd9g7Qe8elXAf4DngX8B/3GOqha%2BkeHHCF4JbBWdnQGcCzyucX4i7UcBUFqje3SrDdelczPri99nNolfm24bYHPW3Y1io%2Bovzql/WT8urgjo1cJ65uMnQHwKfIwPSdOBD3GuVR%2B4zMjBL6b8Nfxki53wa/PlNLi0HL8Dx0vAi8DrzrHpwdRsHHAVflYw%2BJ6DS4CbcK56k19XRDaJAqC0RmF0qwkg0rmYlbB2AsOewOgmrlyND2Gf42e6z8G32C3Gt%2BKtwLfsleNbyKoB94jfpmz6c7Dt4f5cMb6lsAe%2B1bA30AffmtgfGIBvXRwSXdsvOnZqpPYv8Vsvvge8BbwJfIRzNetfSh4%2B7O2AD7dB9N/dGl6Lb4F8Dfh3dLzpHK0PZmaDgN8Ax%2BN3%2BqgC/gD8Ruv5icRHAVBaIy%2B61ad36fjMSoFvA9/Dh76Gv/8%2BwG8/9ibwP%2BB9YM6mdEseb7Ya4AiY5Zxb3oIaDR8ON8N3PW8eHaOBLfEz74dExwH1T6vDKj620R88xz5f/JODVv6HnQsX0Wck2FZAfiPvtAoIgTfws3VfB75o9hi%2B5n0t3fBLuJzH2sD5AH7f3k8z9j4iskkUAKU16ruMamOtQqQJhVYx5FRu/tZ1/Hw8fr/Z9DD0ITAVP57t3zgX/2QmHzYXR8d6kyGusF8MW0n3fVbQY5el9NpuMaUjZjO4bDqjC1fSYwd869468qmsKKTi/RX0eNmRSOGD34fOtdHPrQ%2BxRwG/xwdV8C2LZ%2BHcf9rkPUWkxRQAJRNs45eItCMfQg7ZlmlTXmSPHv/h6xzEE%2BzDc0t%2BzjW3TOGYF//IxDeBhW0WhFooGpvXFz/ZZAgwFD/5ZDh%2By8XhcEVZk8%2BnrnYgc5ZtxzvsxOsl2/NWzna8wwg%2BKzTf/btZ9Np5wFJws9vgixgL3ISfNQy%2B6/wXwF81wUOkYzH9TMqmClLBufhP%2BfeEyfC4uOsRAcBsJ/xuEjs/yLfJpabqDXb8z2X8avdGrnb4sX0fA1/ix/ctxLfALcPP2F1B42P9aqLng5//kRsdBfCPMjjkLfjP3rBTgrVj/0rwXbylrD8GsB/Nm3SyAD8ppH5iyEf47usZa8bsmRUCO%2BKXcKlfyqXhuL%2B38HvwPtzqLdbMcvDdvZfiW1nLgd8BV7X3jGYRaR4FQNlkQSo4A7geeCBMhkdt7HqRNuXHnF0OnBadWY2fbHCN4ZYDF%2BPD0C5tX8xyfNZbhs99zVYHzMMvB/MFfo/tmdHxGfCZczR/TGE9szz8jN998cuwfJ11W%2B5TwB3AHS0ObGZFwJ%2BBQ6MzTwATcW5mi%2BsUkXajLmBpjfo/FMWxViHiux4fxs94BbgbmIRzc2BNM935ZuTjJ0/8kvVn2P4D36rWB99K1wvfcld/dMMv6bKxVrpacBX%2B%2BrpZrG1BXM7aNQAX41saF%2BBbHecBc4H5zrHebN5W88us1M/uvQSzMuBbwOH4/XuT0XERZmfh3JQWvPrv8OGvCpgI3K7uXpGOTwFQWqO%2BJaJHrFVIdjPbE3gM39T2FXA8zj3T2KXRwsWPA4%2BbsQN%2BG7Jv40Pdwfj17i4BXmhqRmw0Vi8PPwmqvhXN4buEq52jzqxXT2AZ9N62RbOA24tzC6lv8fNrIH4f%2BDl%2BvOG9mBXi3J%2Ba%2BWrfiW5/0YLniEjMWrTIqUgD9QvS9oqzCMliZrsDT%2BLD38vADk2Fv4ac403n%2BB5%2BR4pb8QFuD/ys4BfMaGzMIM5R6xwVzrHKOVZGxyrnqHSOukx8We3KuQU4dwN%2Br9%2BnorPHtOAV3o1uz8Xs8GgCjoh0cAqA0hr1m703OTNRpM2YjQQexS9I/k/gmzg3v6Uv4xwfOceP8TNt/whU4scKvmjG02Z8LXNFd2gTYM3X%2Bu6GLmzgp/iJKIPw3fBvYPa9aL9fEemgFAClNRZEt/2CVKBP/dJ%2BzBL4cX698YsYfwfnKlrzks7xpXNMxLeE3YxvEdwPmGbG38ya3C2kczMbi9lj%2BK7xUvzi0L9q9vP9os47Ar/FjwsO8As%2Bf4bZJMz6Z7xmEWk1zQJuBfNdHVk7/q3XXr3yN7t4swUAix5fNPzLq79cEndNkh0%2BgiMGwJ0OVj0LO33Hz5jNsEc3g11%2BCQVHghm4Wqi4Cx69DE5d2ODifKAg7X53/ELTQ/ATQDqcZ2D0dnB2AXzPIOGgdjVMPht%2B82ffCtpik6HPoXBKN/hRIuoZcFBdBY9/BXftCS8tzeQXIdJ6K1yWBiEFwFYws2igt4iIiHRCJR1yolY7UABshWa0AE7Dr7eVaZl%2B3R74RXBb3Fqx3fPbPW8JS1YvqP7%2B%2B995/4kGD3eWr7%2BzvOYmf5%2BaoTN8/QDTboeDvwMzHLiHYPRJfhmVVr8uG6019Q3Y7DeQm/T3676A%2Bf8HOz0MSxu2APbHb7k2BpiTgfpaUOf6vg8Fl8IRveHHuWnbxVXBP2bAVbvCLZvyuhsxDfj6y7DdKDiuEI4y3zLamlbBtvg31VY/V53lZ6qtXrez/P7L2hZADdJthegfTZOfHMysri0%2BWWT6ddMm7a1o6esGqeBjIJnTPWdww%2Bd2lq%2B/s7xma75PzXjtDv/117/mibB5dPeDE537%2BMQMvW4zan3SjKeAo4HLgKHQ605YchJwunO8lfZ69f%2B5MsP/Blr2/9RsC%2BAU4ATWTtaqAKYAV%2BPch2X%2Burb8/r8CvILZz/F7BJ%2BCn2zy7b7w7SV%2BN5NbgbtwblHTr9hm/6bq/zOjP1ed5WeqrV63M/3%2By1aaBNK2Jney190UM6LbUY081pm%2B/s7ymm2ls3z9k1m77NCCDVy3Ka%2B7Uc5R5xxT8C17F%2BEnPewGhGbcZEafDNbUmI3XaVaE2dGY/Qv/83kuPvx9AVwADMW5k3Huwxa9bmtrdW4lzv0J576OX3T6ZmAlMBq4CpiN2b2Y7bqBpWT0M9U2OlOtkiHqApb0sYwtHgsRpIIfAvcCL4fJsNF10yQzWvN96lLMvolfr%2B5DnBsbbykMBa4EjoxOLQImQe8nYekXwBDn3Ox2KMSAXYFjo1pKokcc/v/VTcATOJf5XUZaw6wHvlXwJ6R1TeP3Kf4jcB/OrW7bEvRz1Rno%2B5R5agEU8DP%2BLmHTZv7VbyK/jZaCaXOt%2BT51JW/ig80YzDaLsxDn%2BMI5jgL2BP6H30buVpjxaHRJ236vzLbC7FLgY3xX6yn48DcT/29lOM5NwLnHO1z4A3BuBc7dhl86ZifgLnwX9fb4buGvMLsGs82bfI3W089V56DvU4apBVBaJUgFBfhunFxgszAZzoq5JMkGZs8C%2BwA34dxP4y4HwIw8/F64l8Ly7j6HzfkjDDjfuQwOWjfbEvguvqVvm7RHVgEPAvcAL%2BBc59uVBMCsD3A8foHpkdFZBzwB3AA8o72GRVpPAVBaLUgFbwHjgCPCZPhIzOVINvD7/z4f3TsQ556Mr5h1mTEIFvwB%2Bh3he6x6foGfJPLYJr6g4btHD4%2BOrdMercZ38d4HPN7W3aXtyi/2fQBwenRb7wN8ELynS329Iu1MXcCSCW9Et22xPIHI%2Bpx7AT%2BuDeBBzPaNsZp1OMdX0O8Ef69uJjAUeNSMB80Y2KwXMeuG2SGY3YyfvBHid%2BfYGr9DyVTgJKA/zh2Cc3/pcmHIuTqcewLnJgBb4kPfSmAs/nv/JWa/w2xwnGWKdFYKgJIJr0e3u8RahWSbn%2BGDUDEwFbPzMcuJt6SGfrEzcAVQC3wb%2BMCMH5mx7nhZswRmO2D2i6h7ezF%2Ba7YfA4Px3bsPA8cA/aJxfXfgXHbsvuPcdJw7E///4mfAp/htAM8HZkazh7ePr0CRzkddwNJqQSoYC7yPH7xdEibDqphLkmxhVgjcBvwwOvMWPhQ8Hec4sYYzFs0YB/wJv2cuRt3z13Pmtadz40j8BJLd8fvwpvsMeBL4B/B8a/c67lJ80P8W8HNgfNojz%2BFnZcf6/RfpDNQCmMXMbLiZ3W5mn5lZuZl9YmaXmFl%2Bg%2BuGmdnfzWyVmS00sxsaXPMhfk22QtQN3CbM7AIze9XMVpvZ0iau2dj3qevxoehY/ELHS/GzR6cCIWY/wqyk6Se3EzNz2KLl9Lj8R9z2rwIq6hyJvc7n8sdv4PTr6rDD8OFvJT7snYnv5twc5ybi3JMKfw04V4tzj%2BDc7vjfOQ/gW1n3wX//38TsB5jlApjZ7tHPxldm5szssPSXM%2B/i6PFyM3vBzLZG2pWZTTKzN8xshZnNN7NHzU96Sr9G36sMUQDMbmPw/wZ%2BjB9b9HPgVPwuBwCY/6T9T6AbfsHbo/BdWVfXXxMmQwe8EN3dpx3qzkb5wN9YO%2B5tHc35PnVZzjmcuwu/GPl1%2BMWZd8C3DM7H7EnMzsRsXH0gaDNmpZjt8onvqmUhPIbfqu6LHqx88DZO2ftdtknsyfOsphtncgNb8PHMGzj9u0BpNJ7vBpz7UC1YzeTcGzh3FH6HmOvx3eXj8LudfIzZ6Zv5gP02cFoTr3IecFb0%2BNeAucAz5tcplPazB34B6Z2B/fCrSzxtZt3SrtH3KkPUBSzrMLNzgZ8450ZG9yfgWyWGOue%2Bis4dhV%2Bvq1/9gpxBKjgFv5/oq2Ey/EYctWcDMzseuM4516vB%2BWZ9n7KCWRlwInAcsFWDR1cD7%2BCHLHyKXy9vDr4Fewm%2BFa4CP7sWIAe/x28xfi/SXvgw0Q8YAAzCT/IYgV%2BypDf4/SFLiOYA%2B9epxa%2BZ%2BQYwbSXdXith2fg6cn6PD%2B3lwC%2BAyc7ROZdv6SjMSvELS5%2BB/z4BLMR/OJhs/vt8uHPuUX%2B5GfAV/ufqiuhcATAP%2BIVz7pZ2rV/WMLO%2B%2BA9QezjnXtL3KrO0F7A0VIIfgF5vF%2BDd%2BlAReQr/RzFg7VIcU6PbnYNUUBomw/TXkLbX3O9T1%2BfcQuD3mF2J70o9CNgX//%2BoB751Yee2evs5UPOWX6y220I4raefJPUezpXXX9MdqIX/mfEEcDuwN36W6%2BFmnOAcn7dVfV2ec4uB32J2DX49wXPxAf03wHmXAf9Yu1MK0WMDgKfXvoSrNLMX8burKFTEp/77VP/3RN%2BrDFIXsKxhfrX90/F7dNYbgP90tYbzMw%2BroscAiBaAfhf/b%2BrANi9WGmrW9ymr%2BK7h93HuSpzbH986NxbfPX4R9Qsm%2BzGsC/HLq2zISmA2fsePfwH347vYfwYcBmwHdB/oXN6BvmWQzeFenPtvevhbt0Rm4ru6TsO3Tu6FD4YnrjdTWFrGuXKcuwm/1/AP8b%2Bfek4CXoRbMbsWs0Gs/fmY1%2BAV5pGtPzsdQNTadw3winPu3ei0vlcZpBbALsjMLsb/gduQrznn/pv2nEH4Vry/Oef%2B1ODaxsYJWCPnH8PvTHAYfvyNbMCmfJ82ornfp%2BzkXC0%2B7H3Y6OP%2BD04%2BvtU0Lzpbiw/RFW21s0bU5TvZjKeAu/EtGbcD3zLjFOeY3xbvmzX8Fnj3YfZn4FvT4JGv%2B%2B/zz4CfTId/7A18uf7PiX524nUj/kPVbo08pu9VBqgFsGu6Ed/SsaGj/hNVffh7HngNv5dourk0%2BGRlZr3xfyAbfgqr3wVkQpAKuiEb06Lv00a05PskjfEthpU4txznFkXHUpxb3R7bqjnHx/jlYM7Hj0E8FN8aeHBbv3dW8AtLP7oTcLXfU/bfQMEo%2BPbHwOdwA2bD0p7RD/3sxMLM/oBf5mcv59yXaQ/NjW4btvbpe7UJFAC7IOfcQufchxs5KgDMr6L/ApACTnDr/6F7DdjGzNJ3MPgmfoxT2ODaFH5gfTHoj9bGtOT71Awt%2BT5JB%2BUctc5xBX5247v4P2x/N%2BNmM/ShKkPO8etFjgf2dvBiATAMvoOfNfzHD8xG4GekvhpjmVknWuLlRuAIYG/n3GcNLvkMHwL3S3tOPvpebRIFwCwWtfy9gN9q6hygr5kNMLP0T1dP42dM3mtmO5jZPsBVwG0NZ5ZGy8H8Jbr7g7auP5tEa/xtDwwDcsxs%2B%2BjoHl3S7O%2BTdHzO8TY%2BBF4TnfoxEJoRxFdV52Vm3et/ZqJTIwzGGXxizu15Ktzyoh8Dmgf8ZAv4%2BBbIfcgvLC3tZzJ%2BvObRwIr6v0dmVgTg/LIl1wG/NLPDzWwb/EoHq/FjcqUFtAxMFouWFLmzscecc5Z23TDgj/iZiuX4H7RznHOVDZ8XpIKt8Mtd1ACDw2So8UsZYGZ34Zc1aWgv5/fFbdH3SdpWw51AWvda7IMfGzgY3zV8AXC1lotpPjPbk8Znwt/tnDs%2BmnBw0T5w%2BoXQew/WTMCpwIeSK3BuQftUm73MrKlAcoLza33WTw65CP%2BhqDd%2Blv3EtIki0kwKgJJxQSqYhm%2B9ODtMhtds7HqRriaTAdC/HqX4ha2PiE49CxzrHHNa%2B9rSgA8YewGX4ifkgF9c%2BlrgapxbGlNlIhmlLmBpC3dEtz8KUoGWshBpJedYjB%2Bjdgq%2BdXdf4G0zLbmUcX4y0L/ws08PxI%2Bh7Qb8CvgUs19gVhxniSKZoAAobeF%2B/CfmsfhZjSLSSs7hnOM2IInf1qwv8E8zrjaja%2B/5HAcfBJ/E92Z8Gz/GtjdwOfAJZqdilrehlxDpyBQAJePCZLgcuC%2B6e3qctYh0Nc7xIX4nkz9Ep84C/m3GyPiq6sJ8EHwYvybdsfjtAwfg9%2BV%2BH7MjMdPfUul09I9W2kr9H6fDg1QwPM5CRLoa56hwjjPwawUuAXYE3jTju/FW1oU5V4tz9wJb4j/Yzge2wK98MA2zveMsT6SlFAClTYTJ8F38QPUEfsV9Eckw53gcGIdf1Lgn8FczJptRGG9lXZhzVTh3I7A5fjbqSvx%2B289h9iRm28Van0gzKQBKW7oquj05SAVlsVYi0kU5xxf4WauXR6d%2Biu8S3jy%2BqrKAcytx7tf4IPgH/BI9BwBvYXYnZkNirU9kIxQApS09DbyJ3xnkzJhrEWlzZjbRzN4HprXn%2BzpHtXNMws9aXYSfKBKacXh71pGVnJuPc2cAWwF/w68heDwwHbNLMesRZ3kiTdE6gNKmglRwBPAQsBwYHibDJTGXJNLmMr0OYMvemyHAA6xdw%2B4a4HznqG7POrKWWbTdMN%2BIzswDLgTuwLna2OoSaUAtgNLWHgX%2Bhx%2BfdE68pYh0fc7xJbAnPoSAnyX8vBmDYisqmzj3On6f4W8DHwP9gVuBNzHbN87SRNIpAEqbCpNhHfB/0d2fBalgwIauF5HWi7qEz8HvHLIc3xr1phl7xlpYtli7dMzW%2BElwS4BtgWcw%2Bztmo%2BMsTwQUAKV9PIbfr7EYuDjeUkSyh3M8gl8i5h2gH/CsGeeaoR162oOfMXw9frmYG/B7pB8MvIfZNZj1irM8yW4aAyjtIkgFuwMvAnXAdmEyfC/mkkTaTJxjABuvh2L8wsXHRqceAk5wjhXxVZWFzMbgV0c4KDqzELgAuF3jA6W9qQVQ2kWYDF8CHsH/m7tWewSLtB/nWI2fmfoT/HIl3wammTEmzrqyjnMf4tzB%2BOViPgDKgFuA/2I2PtbaJOsoAEp7OgeoBPbDj00SkXYS7SV8M36CwmxgDD4EHhZrYdnIuafwC3j/DFgKbA%2B8hNn9mA2OrzDJJgqA0m7CZPgpcGV097ogFXSPsx6RbOQcr%2BN3rngJ6AE8YsalZvp70K6cq47GB47GzxJ2wPeBjzA7H7OCWOuTLk8/8NLefgd8BgwBLo25FpGs5BzzgH2B66NTvwIeN6NXbEVlK%2BcW4NyP8ZN1XgW64X9PvoPZ/rHWJl2aAqC0qzAZrsZvVQVwRpAKdoqzHpFsFS0V8zPgGKACPzFhmhljYy0sWzmXAnbDT9SZi28ZnIrZQ5htFmtt0iUpAEq7C5PhVGAK/t/fnUEq0Mb1IjFxjin4dQJnAaOA1804JN6qspRfP/BeYEvgWqAWP176fcwmYZYfa33SpSgASlx%2Bht8iaSzqChaJlXOkgK%2BxdlzgY2ZcoPUCY%2BLccpw7i/rJIX4N1cvw3cL7xFmadB0KgBKLMBkuAk6O7p4dpII9YyxHJOs5x3z8uMA/Agb8BvhLtIagxMG5d/Hb%2Bh2D/8C8JfAsZvdhpl2VpFUUACU2YTL8O/An/B%2BbKUEq6BNzSSKtYmYTzex9YFrctWyKaFzgRODH%2BPUCvwe8YsbQeCvLYr5beAp%2B2Z4b8bOFjwY%2BxOynmOXEWp90WtoJRGIVLQUT4gc8Pw4cFiZD/aOUTq2j7QSyKcwYDzyMX6x4HnC4c7wWb1WCWQDcjJ81DP7Dxqk492Z8RUlnpBZAiVWYDFcCRwFVwLeAs%2BKtSEQAnONl/LjA/wH9gRfMOCbeqgTnQmBn4HRgOfB1/E4iV2OmtVWl2RQAJXZhMnwTPykE4IogFewRYzkiEnGOmcCuwKNAPnCPGZdr0eiYOVeLczfiu4X/hv9bfhbwHmYHx1qbdBr6IZaO4mb80jA5wN%2BCVKAxRyIdgHOsxO8dfFl06hfAw2aotSluzs3Bue8BBwKfA8OAv2P2V8wGxlucdHQKgNIhROP%2Bfgy8DfQFHgtSQbd4qxIRAOeoc44L8LNRq4BDgZfNGBJvZQKAc08CWwNX4dcO/C7wAWYnY6a/89Io/cOQDiPaJeRQYCGwA3BPkAr0b1Skg4gWjd4TmI9fo26a2ZrJCBIn51bh3Ln4ySH/BUrwewz/C7PRsdYmHZL%2BuEqHEibDz4HD8a0MRwBXxFuRiKSLZgLvBLwLDAReMuPb8VYlazj3FrALcDawGtgDv4D0JMzy4ixNOhYFQOlwwmT4CnBidPecIBWcHmc9IrKuaHLIN4AngSLgQTPO084hHYRzNTh3DbAN8DRQgB/DOQ2zHWKtTToMBUDpkMJkeB9wQXT3%2BiAVHBVnPSKyLudYjl%2B66cbo1BXArWaolamjcO4z4ADgOGAxvtv%2BDcx%2Bh5n2YM9yCoDSkf0OmIzfKeTeIBUcGHM9IpLGOWqc43TgTKAO%2BBHwhBkl8VYma/idRO4BtsIvGZMDnA%2B8hdmusdYmsVIAlA4rmhl8BvAXIBd4KEgFe8VblYg05Bw34CdwrcLvJ/xvM4bFW5Wsw7l50ZIxhwNz8fsKv4LZdZhpxYUspAAoHVqYDOuAY4G/A4XAP7RQtEjH4xz/AMYDc/BLkrxuRhBvVbIe5x7Ftwbehe9dORM/SUS/V7OMAqB0eGEyrN%2BUfipQDDyhlkCRjsc53sTPEP4fMAB40YyD4q1K1uPcEpw7AT8%2B8AtgJPACZn9Qa2D2UACUTiFMhhX4rounWBsCD4i3KpF1mdlEM3sfmBZ3LXFxji/wLYHPAN2Ax804Nd6qpFHOPQVsC9wWnTkNtQZmDXPOxV2DSLMFqaAQP5D5YKAaODpMhg/GW5XIusysJ7AMKHHOLY%2B7njhEs4FvAU6ITl0OXOAcdfFVJU0y2w/4E6wZu3kDMAnnVsdXlLQltQBKpxK1BH4b%2BCuQBzwQpIIfx1uViDTkHNXAScBF0anzgXvMyI%2BvKmmSc8/gWwP/FJ05A3hbM4W7LrUASqcUpIIc4I/AKdGpS4GLopnDIrFSC%2BC6zDgOHyxygeeBw51jWbxVSZPM9gduBwbjl/e5Gvg/nKuItS7JKLUASqcUJsNa4FR88AO4ELg7SAUF8VUlIo1xjruBg4CVwF7Ay2YMjrcqaZIfG7gNcA8%2BJ5wL/BezZKx1SUapBVA6vSAVnAzchF/g9BXgiDAZLoi3KslmagFsnBk7AE/gZwh/ARzgHO/HW5VskNmhwK1AP6AG%2BDXwO5yribUuaTW1AEqnFybD24ADgeXAbsAbQSoYF29VItJQtEzMLsBHwFD8gtG7xVuVbJBzj%2BFbAx/Cd%2BH/Gvg3ZlvGWpe0mgKgdAlhMnwa2Bn4BNgMeDVIBd%2BPtyoRacg5ZgLfAF4DegHPmnF4nDXJRji3APgu8EN8y/bXgTcxm4iZxVqbbDJ1AUuXEqSCUuDPwDejUzcA54bJsCq%2BqiTbqAt448woxv%2Bsfgs/0eCnznFLvFXJRpkNAe7Eb/kH8DRwAs59FV9RsinUAihdSpgMF%2BO7g38XnToDeClIBcNjK0o6DDObaWauwXF5g2uGmdnfzWyVmS00sxvMTEuXZJhzrMYv6XQr/m/RzWZcbIZalDoy574E9sf/bq3Af9j%2BH2bfibUuaTG1AEqXFaSCbwF347uZlgE/0qLR2c3MZuKXt7gt7fRK59zK6PEc4C1gAXA20Af/b%2Bhh59zpLXgftQA2UxT4Lgb%2BLzp1M3Cac9TGVpQ0j9lY4F5Ys%2BfzPcDp6N98p6AAKF1a1PL3Z/z4QIA7gJ%2BFyXBFbEVJbKIAeJ1z7romHp8A/AMY6qIuLTM7CrgL6NfcMKcA2HJm/ASYDBh%2BwsEPnKMy3qpko3zr%2BP8Bk/AtuTOBY3DulTjLko1TF7B0aWEynAnsDlwGOOBE4O0gFWjmYfb6hZktMrO3zOyCBt27uwDvunXHMz0FFLC2lWM9ZlZgZj3rD6BH25TedTnHTcD3gCp81/CTZvSMtyrZKOeqcO5XwB748DcceBGzSzHLi7M02TAFQOnywmRYHSbDC/AL0M4CRuDHBV4TpILieKuTdnY9cBT%2B38KNwM/wO8rUGwDMS3%2BCc24JPpQM2MDrTsK3%2BNUfX2as4iziHA8CE1i7YPTzZvSLtyppFt/iN461i0f/CngFsy1irUuapAAoWSNMhi8C2%2BFnsBnwc%2BCdIBXsFWth0ipmdnEjEzsaHjsCOOeudc696Jx7xzn3J/xuMieZWZ%2B0l2xsXIw1cb7e74CStGNIZr667OMc/wL2xI/DTAKvmDE8zpqkmZxbjnPHAUcCS1m7XMzxWi6m49EYQMlKQSqYgJ99WP%2BH%2Bk7gvDAZLoyvKtkUZlYGlG3kspmukX1MzWwwvrVuZ%2Bfc62b2a%2BBQ59y4tGt6A4uBvZ1zzzezJo0BbCUzRuOXGNkM%2BArYT7uGdCJmw/CtgXtEZx4ATsW5pbHVJOtQAJSsFaSCnsDlwE%2BiU4uBXwB3hMmwLrbCpN2Y2cHA34HNnHOz0iaBDHHOzYmuORI/E1iTQNpZtF/w08BW%2BJ/PA53j9Xirkmbzs%2BrPw%2B8ekosfgvMDTRDpGBQAJesFqWAX4BZg2%2BjUG8DpYTLUH5ouxMx2wc8Gfx4fzr4GXAv81zl3aHRN/TIw84BzgVL8DOBHtQxMPMzog98/%2BOvAKuAw53g23qqkRcy%2BDtwPbI5f9PvXwG%2B1n3C8FABFgCAV5AGnAZewdgbnFGBSmAw1oL8LMLMkfsLHGPys3s%2BBvwC/d86tTrtuWHTd3kA5/g/XOc65Zi9JogCYWWZ0Bx7B7z5RBXzfOR6OtyppEbMe%2BGV%2BjonOvIxvDfwivqKymwKgSJogFQzAD%2Bg/PjpVjm8l%2Bn2YDJfFVZd0LgqAmWdGAXAffomYOuAk57gr1qKk5cx%2BiP%2BA1QNYApyEc4/EW1R2UgAUaUSQCr4GXAPUrxe4CL%2BW4B/DZLjeZAKRdAqAbcOMHPzkrROjU2c6xw0xliSbwmxz/AL9X4vO/BE4m0YmaknbUQAUaUKQCgw4FD9RZMvo9Gzgt/iJItqlQBqlANh2oq3jrsYv4wRwEXCpcxtcpkc6Gr8A%2B2/wY20B3gGOxLkP4ysquygAimxEkApygePwf2iGRqe/wAfDO9QiKA0pALatKAReiB%2BzCz4QnqsQ2AmZ7Y/fT7gvsBqYiHN3xVpTllAAFGmmIBUUACfjd30YFJ2eg//jc6v2F5Z6CoDtw4yf4cfogu8a/qlz1MZXkWwSs4H4ELhPdOZe4Kc4tzK%2Boro%2BBUCRFgpSQRFwEn7NwPqFpJcCNwF/CJPhnJhKkw5CAbD9mHEicBt%2BZ6v7geOdozreqqTF/BJM5%2BOXiEkAHwHfw7l3Yq2rC1MAFNlEQSrIxy9pcB4wOjpdjR/cfH2YDFNx1SbxUgBsX2YciV%2B2KRd4FDjKOTRGtzMyG4//HToYqATOBG5FYSXjFABFWilIBTnAt4CzgW%2BkPfQqcCPwUJgMq%2BKoTeKhANj%2BzDgYeBC/xuPTwOHOsXrDz5IOyW/veDdwYHTmz8CPcU7DbDJIAVAkg4JU8HXgZ8B38a0R4De1vwO4LUyGn8RUmrQDM5sITMR3YW2JAmC7MmMf4HGgGHgJONg5FBo6I7ME/kP174AcYAbwXZx7O9a6uhAFQJE2EKSCgcAp0TEo7aHn8WHw4TAZqnWii1ILYHzM%2BAZ%2B67iewOvABOdYEm9VssnMdsXv2DMUqABOB25Xl3DrKQCKtKFoi7mD8UFwf8Cih1YAf8PPdnspTIZ18VQobUEBMF5mBPhu4FLgTeCbzrEw3qpkk5n1Ae5hbZfwvcBPcG5VfEV1fgqAIu0kSAXDgBPwawqOSHvoS/wn3D8Db4bJUD%2BUnZwCYPzM2BZ4FugHvAfs6xxz461KNpnvEj4Pv3h0DvA%2Bvkv4/Vjr6sQUAEXaWZAKEvgt5o4FvgOUpD38Cb5l8CEgVBjsnBQAOwYzxgDP4YdhTAf2do7Z8VYlrWK2O/4D80BgFXAKzt0fb1GdkwKgSIyCVFAITAC%2Bj%2B8qLkp7%2BHP8khaPAa%2BEyVBrm3USCoAdhxmbA/8ChgGf4kPg5/FWJa1i1h%2B/5uPe0Zk/AmfhnJb%2BaQEFQJEOIkgF3YGD8K2CB%2BJnMtZbCkwF/glMDZOhxjN1YAqAHYsZm%2BFD4Ej8B6u9nePTeKuSVvELR18M/Co681/gOzincN9MCoAiHVCQCoqB/YDD8C2DZWkPO/wvu6nAM8B/1DrYsSgAdjxmDMF3B48GZuND4PR4q5JWM5uAXwS8FFgM/BDnnoy3qM5BAVCkg4sWmt4JHwQPArZrcMlK/Jpnz%2BGXmXlbs4rjpQDYMZkxED8xZCv8Pt57O8eH8VYlrWa2GX7s9NfwH5AvBS7BOf0e3AAFQJFOJkgFg4Fv4peV2Yd1WwfBdxe/jA%2BFrwAp7UTSvhQAOy4z%2BuFD4LbAPGAf53gv3qqk1cwKgOuAU4FHgG9rrcANUwAU6cSiGcXj8IOh98HPLu7R4LIK4A3gtej4T5gMtRxGG1IA7NjMKMOHwHH4nXr2cY7/xVuVZITZd4BncG5Z3KV0dAqAIl1IkApygR2APYDx%2BL2J%2BzRy6ZfANHwwDPGthIvaq86uTgGw4zOjFD%2BGNgkswodAbTMmWUMBUKQLC1KB4fek3RXYBdgZ2Jq1O5Kkm4XfNeEt4O3omKnxhC2nANg5mNEbv2PIjvgJBPs6x5vxViXSPhQARbJMkAp6AAF%2BwHQQHVs0cfkq4F38Tgr1xwfAF1qkumkKgJ2HGb2Ap4CvA0vwITAVa1Ei7UABUEQIUkEJvut4e/y4qHH4lsL8Jp6yCvgo7ZgOzABmhMkwa8femNlEYCKQwLe8KgB2AmaU4JdV2hkfAvdzjjDeqkTalgKgiDQqGk84GtgGHwa3xi%2BfMQrI3cBTFwIf43ddqD8%2BA2YCX4bJsKbtqu4Y1ALY%2BZjREx8Cd8HPpN9XIVC6MgVAEWmRIBXkAZvjW7jG4EPiaHww7L%2BRp9fiF%2BGdiR9zOAv4Iu34EljS2buXFQA7pygEPokfM7sUhUDpwhQARSRjovGFW%2BAD4si0YziwGU13Kacrx4fE2cBXacectGMusLyjBkUFwM7LjB74lsBd0ZhA6cIUAEWkXURrFg7EB8FhabdD047GlqxpSjl%2BId%2B50W39MT/tmIdf521xe85mVgDs3BQCJRsoAIpIhxGkgkJgcINjIDAouq0/Gi52vTF1%2BLGJC9KO%2Bfj13%2Brvpz%2B%2BqDW7pygAdn4NxgQuwa8TqCVipMtQABSRTidIBcXAgOjo3%2BDol3bbD%2Bi1iW%2BznHWD4cIG/90wNK7pklYA7BqiEPgUfnbwYvzewVosWroEBUAR6dKiSStl%2BDDYt5GjrMF/98Ev49JSVURhsGZpzaJ39nlnn22f2vbGvLK8L1m/W3pemAwrW/WFSbuIloh5CtgJ32K8l7aNk65AAVBEJE00VrE3a4NhWYP/bhga%2BwLF6a9Ru7KWt/d4m3EvjiOne05Tb7WUtWMY57J2ckv9hJf6yS/LOupkl2wRLRb9DH7HkAX4EPherEWJtJICoIhIK0Vd0mtaGSu/rBz23qHv3bztU9ten1eW1xsfEtO7p/Na8PKrWTsr%2BsvoSF86ZxZdYOmcji7aNu4Z/M4584E9neODeKsS2XQKgCIiGbahMYDR/sy98UFwQNoxMO12MH7iS0kz33IlPgh%2Bjl9j8bO020/DZLi4VV%2BQAGBGKfAcfsecucAezjE91qJENpECoIhIhmVqEkjUsjgIHwiHpN0OZe0SOn2b8VJL8TuyfIzfsq/%2BdjqwUK2HzWdGGfAvYFt8q%2BwezvFJvFWJtJwCoIhIhrXnLOAgFRThg%2BBw/NqKw6NjBH4R7o3tzrIEv5/zh2nH%2B/iWw9q2qLmzM6Mf8Dx%2Ba8RZ%2BBA4M9aiRFpIAVBEJMM60jIwQSrohg%2BDm%2BN3adkCv23faHxwbEol8AHwbnT8Lzq%2BVIshmDEAeAG/JeJn%2BBD4RaxFibSAAqCISIaY2URgIn4ZmS3pAAFwQ6LWw1H4PZ3rj7HRbWETT1sMvAO8BaSAN4EPw2RY09b1djRmDAZexIfrGfgQOCfeqkSaRwFQRCTDOlIL4KYIUkEOvht5m7RjW3wwbGxdm3LgbeC/0TEN%2BKg9t9%2BLixnDgJfw3e8f4GcHz4%2B3KpGNUwAUEcmwzh4AmxJt1bcVMA7YAT8bdgegeyOXLwfeAF4HXgNeC5PhovaptH2ZMRLfEjgE3zq6l3No5rV0aAqAIiIZ1lUDYGOihbNH4dfH2xH4GpCkweLYkY%2BAfwOvAC8Dn3SV8YRmjMaHwAFAiN87eFm8VYk0TQFQRCTDsikANiZIBbnA1vjt03aJji0buXQOvvv0RfyEig87cyA0Yyv811KGb/X8pnOsjLcqkcYpAIqIZFi2B8DGBKmgDz4IfgMYj28pzG9w2Vz8GnvPAc%2BGyXBWuxaZAWZsj18ipld0e5BzlMdZk0hjFABFRDJMAXDjohnIOwG7A3sCuwIFDS6bjt9%2B7Sng%2BTAZdorWNDO%2BDjwL9ACmAoc5R2W8VYmsSwFQRCTDFABbLppgsjOwD7AvvoUwfcZxNX7c4BPR0aG7i80Yjw9/xcAjwPecI%2BuWypGOSwFQRCTDFABbL0gFJcBewDeB/fG7mqT7DPgH8HfgxTAZVrVvhRtnxr7AP/Fd3fcBxzpHl18aRzoHBUARkQxTAMysIBUYfqbxAcBBwB6s2128HHgSeBR4IkyGHeb/uRmHAA8DucCtwKnOoT%2B8EjsFQBGRDFMAbFvR9nb7AocAB7PufsdV%2BPF3DwGPdYS1B834HvBn/A4x1wJnKwRK3BQARUQyTAGw/UTrEH4dOAw4HL/Hcb1a/IzivwEPh8kwtsWZzTgBuCO6e4lzXBxXLSKgACgiknEKgPGIuoq3Ao4Avo3fsaReDfA0viXu0ThmFJtxOnBDdPcc57i6vWsQqacAKCKSYQqAHUOQCkYB34uO7dIeKgceA6YAT4fJsLq9ajLjl8Bvo7s/do5b2%2Bu9RdIpAIqIZIiZTQQm4sd6bYkCYIcRpIKxwFHA9/ETSuotAO4H7gbeauulZcww4HfALwAH/MA5/tyW7ynSGAVAEZEMUwtgxxV1E%2B8I/BAfCPulPfw//Di9%2B8JkuKCtaohC4GTgJ/iu6cOd4x9t9X4ijVEAFBHJMAXAziFIBXn4dQaPBQ5l7dIy1cDjwJ%2BAZ8JkWJvp9zYjgW91/CFQCUxwjucz/T4iTVEAFBHJMAXAzidIBb3x3cMn4FsI683CB8Hbw2T4VSbf04xc4EF8%2BFwJ7O0cb2TyPUSaogAoIpJhCoCdW5AKtgN%2BhG%2Bd6x2drsW3Ct4EPBcmw4zs6GFGIX63kL2BxcDuzvFeJl5bZEMUAEVEMkwBsGsIUkERfjmZHwO7pT00A/gjcFeYDJe29n3M6IFfvPrrwBxgN%2Bf4tLWvK7IhCoAiIhmmANj1BKlga%2BBU/HjBntHpVcC9wB/CZPh%2Ba17fjFLgRWAb4FN8CJzTmtcU2RAFQBGRDFMA7LqCVNAd3zV8GrB12kNPA9cBT21q97AZA4FXgJH4Gcl7OMeSVhUs0gQFQBGRDFMA7Pqi5WT2BM7AT%2BKw6KEP8fv93hsmw/KWvq4ZI/EhcCDwGrCfc6zKRM0i6RQARaTLMLMLgIOA7YEq51yvRq4Zhl%2BDbW/8jhD3A%2Bc456rSrtkWuBE/JmsxcAtwqWvmL0wFwOwSpIIRwOnASaztHl6A/zf0xzAZLmzJ65mxDfASfgLKU8C3nKNqw88SaRkFQBHpMszsEmApMAQ4qWEANLMc4C38H%2BezgT74tdgeds6dHl3TE5gOPI/fsms0cBdwiXOuWXu3KgBmpyAV9MSHwJ8Bw6LT5cDtwNVhMpzZ3NcyY2fgOaAY%2BCtwtHNkfD1CyV4KgCLS5ZjZ8cB1jQTACcA/gKHOua%2Bic0fhA14/59xyM/sJfquu/s65yuia8/EtPEOa0wqoAJjdglSQC3wHOBdIRqdrgb8AvwuTYbOWeTHjm/h/r3nAzcBPnUN/tCUjEnEXICLSjnYB3q0Pf5Gn8DtABGnXvFgf/tKuGQQMb48ipXMLk2FNmAz/gl9Qel/gGSAH%2BAHwbpAKHglSwY4beg0A53g6eo7Dz0C%2BtO2qlmyjACgi2WQAMC/9hHNuCVAVPdboNWn3B9AIMysws571B9AjcyVLZxUmQxcmw%2BfCZPhNfBh8CB/mDgPeCFLBk0Eq2HVDr%2BEcf8PvGQxwgRlntmXNkj0UAEWkQzOzi83MbeTYaGtKmsa60KzB%2BYbXWBPn603Cd/nWH1%2B2oB7JAmEyDMNk%2BB380jH34LuEDwD%2BHaSCZ4NUsFtTz3WOW4BfRXevM%2BMHbV6wdHkaAygiHZqZlQFlG7lspnOuIu05x9P4GMBfA4c658alneuNn%2Bm7t3PueTO7Bz9279C0a3YAUsBI59xnjdRYgO9GrtcDHwI1BlAaFaSCzYHzgeOB3Oj0s8BFYTJ8teH1Zhh%2BeZkzgRr8zOAn26da6YoUAEWky2nGJJAhzrk50bkj8TOB0yeBXIafBFIVXfML/HpvmgQiGRWkguHAL4ETWBsEnwJ%2BFSbD/6Zfa0YC33r4A2A1sK9zvNZ%2B1UpXogAoIl1GtMZfKfAt/AzM8dFDHzvnVqYtAzMverwUPwP40bRlYEqAj4B/4YPgqOiaX2sZGGkrURC8AB8Ec6LTjwIXhsnw3frrzMgDHsd3Hy8BxjtHs2YVi6RTABSRLsPM7gKOa%2BShvZxzL0TXDAP%2ByPoLQa%2BZ9RstBD0ZvxD0EvwSHL/WQtDS1qKu4f/DbzeXwI87vQ/fNfwpgBnd8N3FOwOzgV2dY1Y8FUtnpQAoIpJhCoDSWkEqGAv8Gr%2BeIEA1fkea34TJcJ4ZfYCXgbH47ed2c45FsRQrnZICoIhIhikASqYEqSDAL0y%2BX3RqJXAVcHUqCHsDr%2BJ3vnkd2Ef7BktzKQCKiGSYAqBkWpAK9gauwK8nCH4c60Vv7/3cq7XLer2AH8/6JHCoc1THU6V0JloHUEREpIMLk%2BG/8GNSjwQ%2BAfoDN4/71z4PDPzxzZeBKwcmALdFS8aIbJBaAEVEMkwtgNKWglSQj98a7v%2BAPgCL/nngW5//36%2B3BcsBrnCO8%2BOsUTo%2BBUARkQxTAJT2EKSCXvilY84A8hc9foj7/JKL61v/fu4c18VVm3R8CoAiIhmmACjtKUgFI4DfA9%2BZe8cJfDX5NAASheU/rC0vui/W4qTD0hhAERGRTixMhp%2BFyfC7wO79T7gz1ffIvwBQV5M7pf8Pp6grWBqlACgikiFmNtHM3gemxV2LZJ8wGb5sxtcGn3n9ySV7Pl9JTR4LHz3sd6NvO/nFaIFpkTXUBSwikmHqApa4jfjtBf3m3HZyWPn58CG5fRay5Z0nVBUM/ur3wO/CZLg67vokfgqAIiIZpgAoHYEZJZZfOc1VFYwu2GwmW95xIrm9ln0O/Ax4LEyGCgBZTF3AIiIiXZBzLHNVBXuDm1X5%2BXA%2BPu3Gyrryws2AR4C/B6lgZNw1SnzUAigikmFqAZSOxIytgH8DvYpGfzRjzJQfDrecujygAvgNcGWYDKtiLVLanQKgiEiGKQBKR2PGeOAZoCC3bMFftn1yQn9LuL2ihz8AfhImwxfjq1DamwKgiEiGKQBKR2TGEcCDgIG7IBnu%2BDlwDdAvuuRO4NwwGS6Kq0ZpPxoDKCIikgWc42H8riGA/TYVhDnAGOCW6JITgA%2BDVPCDIBVoP%2BEuTi2AIiIZphZA6cjM%2BD1wLlADHOgczwSpYFfgVmDr6LKngFPDZDgzniqlrSkAiohkmAKgdGRmJIApwPeBFcDuzvFWkAry8cHwQqAAWI3fa/gPYTKsjateaRsKgCIiGaYAKB2dGQXAVGBPYA6ws3PMAghSwZb41sDdo8v/A5wUJsP3YyhV2ogCoIhIhikASmdgRi/gFXy373vAbs6xFCBIBQngZOD3QE%2BgCrgUuCJMhtVx1CuZpQAoIpJhCoDSWZgxFN/CNwh4ATjAOSrrHw9SwRDgJuDg6NRbwAlhMnyrXQuVjFMAFBHJMAVA6UzMGAe8DPQA7geOcY66%2BsejGcFHAzcApfjJI78FLtMC0p2XAqCISIaY2URgIn6JrS1RAJROwoz9gCeAXOB3zvHLhtcEqaA/8EfgiOjU28BxYTJ8u90KlYxRABQRyTC1AEpnZMYJwB3R3R87x60Nr4laA78HTAb6ANXAr4HLw2RY0161SuspAIqIZJgCoHRWZlwEXAzUAt9yjicauy5qDbwZOCw69QZwbJgMP2yHMiUDFABFRDJMAVA6KzMM3wp4PLAKv0ZgqrFro9bAHwB/AHoBFcAk4IYwGdY19hzpOBQARUQyTAFQOjMz8vDjAfelwRqBjYlmCv8J2D869S/8TOEmnyPxUwAUEckwBUDp7Mwowa8RuA1%2BjcBvOMeypq6PWgNPBa4CivH//icC94fJUEGjA1IAFBHJMAVA6QqiNQJfBwYCz%2BL3Dd7gItBBKhgF3APsHJ16APhJmAyXtGWt0nKJuAsQERGRjsc5vgAOwo8F3Be4ORoj2KQwGc4AxgMX4SeSHAn8L0gFe7VxudJCagEUEckwtQBKV2LGQcDj%2BEajC53jN815XpAKvg5MAUYBDrgSuFCLR3cMagEUERGRJjnHP4HToruXmnF0c54XJsNpQBK4DTDgPOC1IBVs2SaFSouoBVBEJMPUAihdkRlXAWcDVcC%2BzvFyc58bpILDgNvxW8mtBs4A7tAEkfioBVBERESa4zzgYSAfeNSMUc19YpgMHwW2wy8RU4xfNuYvQSrolfkypTkUAEVERGSjnKMOOAaYhm/Je8KMPs19fpgMZwP7AecDNfgt5d4KUsEubVCubIS6gEVEMkxdwNKVmdEfvzzMZvi1Avd1jsqWvEY0QeTPwEj8bOFfAb/XDiLtRy2AIiIZYmYTzex9fAuJSJfkHPOAA4HlwG7A7RtbHqahtAkifwZygN8BU6M9hqUdqAVQRCTD1AIo2cCMfYEngVzg185xUUtfI9pB5ET8fsJFwFzgB2Ey/Fcma5X1KQCKiGSYAqBkCzN%2BhF/mBeAY55iyKa8TpIKtgL8CW%2BPXDPw1cGmYDGszUqisR13AIiIiskmc40/A76O7t5ux26a8TpgM3we%2Bjl8qxvA7iTwdpIIBGSlU1qMWQBGRDFMLoGQTMxL41rtvA4uAnZ3j4019vSAV/AC4BegGzAO%2BHybD5zNRq6ylFkARERHZZNHyMMcCbwB98Is8b7IwGd4H7Ai8C/QH7g5SQUFr65R1qQVQRCTD1AIo2ciMAcApwG%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%3D'}