Ability of SSM with various treatment for hydrogen evolution from aqueous ammonia borane solution were tested. Figure 1 shows time courses of hydrogen evolution from aqueous ammonia borane solution in the presence of various treated samples. 2.5, 3.5, 4.5, 8.0, and 1.0 mL of evolved hydrogen from aqueous ammonia borane solution were complete within approximately 40, 90, 50, 50, and 20 min in the presence of SSM, SSM HCl, SSM NH3, SSM cal723 NH3, and SSM cal1173 NH3, respectively. In the present reaction system, hydrogen was evolved via reaction (1):
NH3BH3 + 2H2O → NH4+ + BO2− + 3H2 (1)
Under the present reaction condition, about 11.7 mL of hydrogen (4.9×10− 4 mol) was generated via reaction (1). The molar ratios of the hydrolytically generated hydrogen to the initial NH3BH3 in the presence of SSM, SSM HCl, SSM NH3, SSM cal723 NH3, and SSM cal1173 NH3 were 0.6, 0.9, 1.2, 2.1, and 0.3, respectively. The results suggested that SSM treated with ammonia and calcination at lower temperature exhibited high activity for hydrolysis of ammonia borane.
To identify the influence of the various treatments on the activity, morphological and compositional analysis were conducted. From the SEM images in Fig. 2, all the samples consist of rock-like particles with the size up to about 100µm, indicating that all the samples included the particles with almost same size. On the other hand, element compositions significantly depend on the samples as shown in Table 1. From the bulk compositions of two major components, silicon and aluminum, estimated from the EDX analysis, the aluminum compositions of the samples treated with hydrochloric acid and ammonia were lower than the those of the row SSM and the sample treated with ammonia following calcination at 723 K. While, the surface compositions showed significant different tendency compared with the bulk composition, and the surface aluminum components of all the treated samples were higher than that of the row SSM. Especially, the highly active sample treated with ammonia following calcination at 723 K consisted of the highest surface aluminum composition. Figure 3 depicted relations between the atomic ratios of bulk or surface silicon to aluminum and their activity for hydrogen evolution from aqueous ammonia borane solutions. The activity did not identify the relation with the bulk ratios in all the regions, while linearly decreased with increasing the surface ratios. In addition, the sample treated with ammonia following calcination at 723 K exhibited high amount of the active acidic sites as shown in Table 1. These results indicate that the activity for hydrogen evolution from aqueous ammonia borane solution significantly depends on the surface compositions.
Table 1 Compositions and amount of acid sites of SSM with various treatment.
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NHj2TanZmZiaioqCblqqqqQl1dHbGxsUwYm80Gm81uUaGcx+OhrKwMBw8eRFhYGMzNzeHo6IiCgoI3tkH6rmtoaEBLSwsXL16UGeykk5bs7Gx06dIFt2/fhqenJ7KysrB9+/b33uloMghlZWXh9u3b8PDwQFJSEiorK5Gdnf1eN3kfcnNzcf78eVy9evWj1eHfjIKCAlxcXJCeni4Tnp2djeHDh6NDhw4AGl7Exlsv0kFIUVERenp6MDQ0RHJyMpSVlZmDUUVFxSYSWxwOBzk5OTh8+PBbzyj/ipcvXyI1NRWWlpZN4ubOnQuhUIjTp0/LtKHxORERQV1dHUDDQCz9aKVnYQCgpKTUZPbJ5XJx7949+Pj4tJkosfSsqTEKCgrQ0dFBjx49wOVyATR0PNJtFAMDA6ioqMDKygq5ubnQ19cHm81mfgMOhwMOhwN1dXXo6OhAU1OTWeVKJBJmYFu5ciW8vLyQkJAAZWVlpKSkoK6uDsrKyhg/fjx27dqFZ8+eobi4GMnJyfj888+xaNGit2pfVlYWcnNzYWVl1STu22+/RUpKCm7fvs2ESTtYoEGFQEFBAePHj0dRURHat2//Vu2Ubi+tXLkSt27dQlJSElRUVJCUlASBQAAul4uJEydi+/btCA8PR1lZGV6+fIlp06Zh3rx5b9XOBw8eQFlZmRHyacxXX32F7OxsuLu7AwDmz5+P1NRUbNiwAUlJSQgPD8fhw4ehp6cHoOH9lHboKioqmDFjBh49esQ8p/LycpSXl6O4uLjZ7cPKykocO3YMANCnTx84OzuDzWbLDBISiYR5jtIt5pycHGRlZYHH48HBwQEPHz7E2rVrERMTg6CgIPz000/Q19fHixcvmLNkW1tbLFu2DNXV1e99XinztXl6esLBwQHZ2dng8Xj44YcfMGLECBnN+r8ToVCIgIAArFy58qPV4d8Om80Gl8vFxo0bcfjwYfz+++9YvXo1cnNzcerUKSgqKqKkpARhYWFQUVGBr68v01k1fnmJCJ06dYJQKJTppKUDkrQTISIMHz4c5ubmOHLkSJu149WrV9i/fz8KCgoQGRkpI9LL5/ORkJCATp06wdvbG7/++iuSkpKQnJwMIkJgYCCztSate3V1NXR0dKChoQGxWCwzmCoqKkJBQQFsNps5K1u4cCFiY2Ph7+/fJu3hcDi4evUqNm/ejKCgIISFhcHJyQn5+fn44YcfAAAlJSVISkpCXl4eEhMTIRKJcPDgQezatQtHjhyBn58fOByOTCcgbR+LxZL5ndhsNpSUlFBdXY1169Zh9OjRmDx5MoAGB2OJiYng8XgAgPT0dKbt06dPh52dHfr3799qMer8/Hxs27YNOTk5KCkpkYmrr69n3qt9+/YhKCgIubm5yMjIQGZmJtLS0iASieDs7Izt27fj4MGDCAwMZH4HKdL3rrl2KioqgsfjYf369Rg3bhwmTJgAIoKOjg7i4uKYlUhaWhrzO9vZ2cHOzg79+vVrdTtjYmJw7Ngx5ndqTHl5OdLS0mBgYIAzZ87gjz/+gI2NDbZv347ffvsNQ4cOxeLFizFlyhQYGRnh5cuX4PF4KC4uRnR0NABg8+bNsLOzw6JFizBt2jQcOXIERIS0tDQEBgY2qY+ysjJ8fHywbt06eHt7w8PDAxs2bECHDh2Qk5ODzMxMiEQiBAQEQCKRoFOnTpg4cSJ27NiBCxcuQFlZGUuXLsWKFStw6tQpDB06FA4ODrCxsYG+vj44HA4OHToEFxcXRsx869atrXpWb4L58goLC/Hdd9/h1KlTzMs5e/ZszJo1670O7d4HRUVFzJ07t007s/8apqamjERYfHw8cnJyMHv2bAwaNIjRYVBWVsZ3332HzZs3QyQSgc1mQ0tLCzweD+Hh4eDxeBgwYAD69u2L2NhY3L17F9nZ2cjIyEB0dDTS0tKQlZWFvLw8FBUVISUlBT/++CPmzZuHy5cv48svv3wvJTugQbBg3759Mp2PFAUFBYwdOxaRkZEgIggEAqioqODkyZNMJ8VisdCpUycEBAQgKSkJvr6++Prrr6GmpgZjY2OEhITAwMAA+fn5CAwMhLa2NnJzc5GTk4Pk5GQYGhpi06ZNWLp0KX7++Wf079//jfoaf8WQIUPw+PFjFBYWIjQ0FHV1ddDS0oKXlxezOs3Pz8eCBQswZ84clJWVQUVFBVeuXMGiRYswdepUiMVimJiYwNXVFenp6UhNTUViYiIiIyOZTkcsFjMdYkxMDLp27YrS0lLU1dUhKSmJkZgzMTHBrFmzYGlpie7du+OLL77A2bNnMX/+fPTq1Qu9e/du8ZzgdUpLSzFx4kRmVdyhQwfm96quroa6ujrc3NyYumVmZmLVqlUQi8XIz8+HUCiEh4cHFi5ciC+++AJisRjdunXDjRs3kJGRgbS0NMTFxeHZs2fIzc1FZmYmJBIJSkpKkJ6ejtjYWHTs2BFlZWWora1l2tmpUycYGRlh1qxZ+PTTT9G7d29MnToVv/76KxYuXIju3bujX79++Pzzz1vVTgMDA2Y1K125SuFyuZg3bx4cHBwgFoshFouhpKSEffv2Ye7cucjNzUWfPn3QsWNHAEC7du2YFZNUh0oqQRkZGYna2loMGTIE06dPxyeffMKsnhqjq6sLPz8/FBcXIz8/H4sXL0a/fv0ANCjCHj16VGaSwuVycenSJWRkZMDU1JT5Rl1cXLB8+XIUFhaiT58+MDAwAACMHTsWAQEByMvLQ2VlJQ4dOgRDQ8NWPas3wfgTCg0NhaWlJe7cuYNJkyYxCcLDw5GVldXqw60PgYWFBSwsLGS2WuR8WIgIUVFReP78Obp27Ypx48aBzWZDIBDg+vXrMDQ0hIaGBoqLi2FmZob79+/D0NAQ9fX1KCoqwsSJE5GYmIjc3FxMmzaN+dg+JkKhEL6+viguLsagQYPQt29fAA0a/ffu3cOoUaOQnZ0NPT09CIVCREZGokePHkhPT4eioiI+++wz3L17F1paWpgxY4aMxYm/g+rqaqSlpTFKhKNHjwYA/PHHH1BSUkLXrl2RlpaGDh06ICIiApqampg5cyaio6MRGRkJLpeLL774AmlpaSgoKEDPnj0RGxuLzz//HESEK1euQE1NDTNmzGCUFj08PNCuXbs2mUi0lqqqKqadhoaGGDlyJIAGMWhVVVUYGRnh1atX0NfXR2RkJLS1tTFjxgw8e/YMz58/h4qKCmxsbJCUlISSkhKYm5sjPj4en3/+OUQiEdzc3KChoYGZM2dCRUUF2dnZuHHjBvT19TFz5swmA4qcDwszCOXl5aF///7Q1tbG8ePHYW1tDaBBEZHH46FTp04AGvbl3d3doaSkhMzMTKxYsQL9+/dHXV0dQkNDcf36daxZswaxsbG4evUqTExMsHfvXmRnZ8PFxQWFhYVYvnw5xo0bh8LCQty9excVFRWYPn06fvjhB1RVVWHp0qXMagxofhCKjY3F48ePER8fj44dO2L16tXQ0dH5O5+dHDly5Mh5T5j9hE6dOuH48ePIzs7G559/jsWLFyM5ORlqamrMAFRYWAhra2t07twZa9asgaKiIubPn4+amhqUlZXh+vXrOHPmDC5evIiamhpMmDABp0+fxsqVK3Hnzh0MHToUPB4PX3/9NUpLSxEXF4cDBw7gt99+w88//wwdHR3Ex8djxowZCAoKarHST548wZUrVzBjxgysXbsW7u7uWLRoUROJIjly5MiR8w/ndYumAQEBNGLECAJA2tra9OOPP5JQKCQiouzsbJo0aRLl5eUREdGVK1dIVVWVsRgbFBRECgoK5Ovry5RnZWVFVlZWJBaLiYgoNDSUlJSUKCwsjIgaLCGbm5tTcXExETVYDdbQ0KBp06YxFnWHDBlCy5cvZ8q0s7MjFxcXioqKoujoaPrmm28IAL148eLN5lrlyJHTampqat5o1fnfDo/HIz6f/7Gr8Z+nycnqmDFj8OjRI5w6dQoqKirYunUrfvzxR0bh8f79+8jPz8eJEyfw6NEjKCoqMoeOIpEICgoKMmKsGhoajIgl0HDoRo20nkUiEQwNDdG+fXsADVaDLS0tER8f36w8fFlZGWJiYiCRSFBUVISCggJMmzYNd+7cQefOndt6jJYj5z9JSUkJFixYgAsXLnzsqnwQEhMTYW1t3eY2Af+XKS8vx/nz53Ht2rU2LZeRjsvOzoZAIICpqSlUVFSwcuVKjB8/HjNnzmS21LS0tHDo0CFkZ2djw4YNMDExadZkeWMRR/o/0djG129KDzSYM0lNTW1W+qi6uhpVVVUwMTHBxIkT363VcuTIeSO6urowNTX9aJKxHxpzc3Noa2u/t2HY/xISiQQxMTGoqanBrFmz2qxcppfPyclp4rGvZ8+e+Pbbb1FeXg4AePToEY4ePYpdu3bB1NSUEZd9XxPzr9unKisrg5mZWbP+YPT19aGpqYnTp0/LDGjPnj3Dy5cv36secj4ORIQXL17g8uXL+PPPP//RLhj+iqqqKty+fRuurq7Iy8v72NV5Z6T6NlVVVfD19cW1a9eatdn2b0VBQQEcDgcFBQW4desWHj58+LGr9I+nXbt2sLCwaJX0YEpKClxdXVu10mRGDw6Hg+PHj2P48OEYMmQIgIbO4dmzZ5g8eTJ0dXWRlpbGiImKxWLGYmtUVBQGDx4MFosFgUAg04kIhcImmvhCoZBJIzVHUltbC1VVVUZZ6/jx40wegUDAKJgpKyvj66+/xpYtW+Dg4IAFCxYgJycHkZGROHDgwF82+L9GbW0tXFxcUF1dDQ6Hg379+mHq1KltUnZMTAwiIiJgZmaGMWPGNImvr6+Hl5cXbGxsGPHea9euITk5GSKRCOrq6lizZg1SU1Nx4MAB7NmzB2vXroWqqiojltuY+Ph4XLlyhTGQOn/+/Le2Z9YcIpEIPj4+KC8vx9ixY5v4JQIatm8KCgowbtw4AA0TpfPnz4PP56Ourg6jR4+GtbU19u3bhx49ekBBQQGbN2/GpUuXWlzRx8bGora2FhKJBD169ICRkdF7twVosDuWmZkJU1NTxkJEY4RCITIyMmBmZsbYpIuIiEB1dTUUFRWhr6+PXr16gcViMSL4Li4uiImJwb59+1qlIZ+Xl4e0tDTU19eDxWJh8ODBzdoofBdycnJQWVmJHj16NPtsS0tLUVtbyzzP6upqhIeHQywWg8vlolu3bujUqRMkEgkqKiowdOhQbNu2DSUlJZg7d+5b1eXhw4d4/PgxVFRUwOVysWjRon+Eg76ioiLcu3cPsbGx2LdvH/PNvC+vrxz/+OMPxMbGQiQSQUNDA+vWrUN0dDTu378Pa2trbN26Ffv27cPgwYNbLJP5BTkcDkxNTXHo0CHs3LkTTk5O+PbbbyGRSPDzzz8DAKZMmYL+/ftjyZIlcHZ2hoWFBTp37gxPT08IhUKEhoaiV69e8Pf3R1VVFaKjo1FXVwehUIiwsDCUlZXBz8+PSVNXVwcOh4PKykqcOnUKN2/exIEDB7Bq1SpYWVmBiPDkyROoqqqitLSUsQvm6OiItWvX4tatW7C1tcWFCxewfPnyZj+4/zp1dXU4evQoFBUVYWVlhV69erUqn1AofKO16OfPn8PR0RG9evWCs7Mzrly50iSNq6srysvLZWZO/fr1g5WVFQQCAZydnVFbW4vOnTvD0dERhYWFKC8vb9bII9Aglu/i4oJRo0bBysqqWQvTzfEmFw9Ag+b+gwcPYGBggIULFyI3N1cmvrq6Gi4uLjK6Tqqqqhg7diysrKxw9+5deHl5AWgYGPv374+srKwm1gIa8/LlS9ja2jJ22trKu2VYWBhWr16N8PBwLF68GIWFhU3S/PbbbwgPD2cGE4lEgqSkJCQkJGDHjh1Ys2YNE96tWzcYGxtjzZo18PX1RUVFRavq4e7ujjlz5iAqKgpxcXEt2jt7W86dO4ejR4/i5s2bWLNmTZPVmVAoxIEDB1BUVMSE8fl8xMXFIS4uDgsWLICbmxuABoXNnj17wszMDIsXL34n02A+Pham8P0AACAASURBVD64ceMGrKysMHbs2H9MH1RQUIDz58/Dw8OjicXw1vLixQv4+/sjJCSkRcnj3r17Y/z48VBUVISTkxMkEgl+//139O/fHwMGDMCRI0f+enIllVCorq6m2tpaEolEFBcXRwEBARQfH9/E5zuPx6OkpCRGYi4nJ4cEAgEJhUIqKyujyspKKi0tJT6fTzwejyoqKph/fD6fSktLqbKyksrKykgkEtGiRYto/PjxlJOTQ2FhYZSVlcXcSyKRUEVFBVNOZWWlTF1SU1MpJiaGamtr21pg43+G0tJSMjExIS8vr7fK5+7uTtHR0S3Gr127lubMmUNERAcPHqRhw4aRQCBg4qOjo2ndunVUX1/fbH43NzcyNjYmHo9H2dnZtGbNGgoKCqJZs2bRnTt3ms3j4eFBXbt2bbHM5uDz+XTkyJEW43k8Hpmbm9ODBw+IiGjAgAF07NgxmTTHjh2ja9eutVjG5MmTadWqVURE9Ntvv5GzszP98ccfNH36dEYq9HXCwsKoU6dOlJ2d3eq2EBH5+flRaWlpi/G2tra0Y8cOpl67du2SiX/x4gV99913Mr9VY1avXk2WlpZERLR161Y6dOgQEREVFxfT6NGj33jvxjg5OdGAAQNalVaKQCCg+/fvN+lzpFRUVJCZmRkFBQVRbW0tGRoakp+fn0yaixcv0smTJ1u8x/Dhw+nAgQNE1PCspJK8AQEBZGtr+1b1JSLauHEjffrpp2+d7+9gz5499MknnzTpN1vLrl27aNq0abR48WIqLy8noob3e8WKFU3Senl5UZcuXUggEJCDgwNdvnyZiePxeG+8D7MSUlNTg4qKChQUFNC7d2+MGTOGWZI3RlNTE+bm5sw5UOfOnRlDllJbXLq6uuByudDU1ISWlhbzj8vlQldXFxoaGtDR0WHsNgmFQnTu3BlDhw6VGTVZLBa0tLSYcl63xmxqaoq+ffs2e3YkR5aWZkPNWTKOj4/Hnj173jiDiouLY34PAwMDFBQUMCuOuro6nDt3DsuXL2/RqoC0bC6Xizt37qCmpgajR48Gn8+HUChs8d5E1OxhsnRb7HVOnjwJb2/vFtuRn5+P0tJSpi0aGhoyHjmfPn2KgoKCN1oMof/bWpbuGkydOhU6Ojqoq6v7S921t9FtS0lJweHDh5u4xpbC5/MRGxvLSIkaGRkhIiKCia+trWV+l5bKaPzciYixJxcWFoZRo0a9lUI4/Z8JpdZy8+ZN3L59u8XtvlevXqG0tBTt27eHsrIytLS0EBkZycQnJCQgIiICX3/99RvrJEUkEjFW5MPCwhindG8LtXCGKQ1v7l1uLk/jdG8jMMHn85t9zvQWzhD5fH6T1eru3btx+/ZtXLhwQcZAbHPtEYvFTJtGjRqFn376CS9fvkRISAgyMjLeeO+P6k+Ix+MhJycHeXl5qKioaLM9Yzl/zdOnT+Hu7o6OHTsiJSUF9vb2mDhxIlJSUrB8+XIkJibi2LFj6N+/P1avXt2k0+rWrRszgJWUlEBXV5eZDPz6668YOXIkzMzM/rIeAoEAEyZMQEhICLy9vWFkZITs7GwIhcIW3Rg3RiQS4cKFC3j16hU4HA54PB62bdsGAwMDuLm54cCBA1BVVcV3332HSZMmNZGo1NfXh5aWFjOAVVdXMxMhHo8HV1dXbNu2rVV24thsNr788ktcunQJAwcOhIaGBl69eoXu3bu3ujPIyMiAt7c3ysvLoaenhwULFkBVVRVxcXFYuHAhsrOzcfXqVfTr1w8jRoyQycvhcKCqqsp0YPX19TITtLNnz+LTTz9lnKj9FfPmzcOpU6dw9OhR6OrqYvPmze9tMTkkJATh4eGorKzEwIEDYWtrCyLCvXv34OjoiO7du8PNzQ3Dhw9vUk9VVVXGMyjQ8NtLzzrq6upw+vRprFixotWT0lWrVsHT0xM5OTkwNTVttW28N1FeXg5vb294eXlh69atCAsLw61bt9ChQwfG5fjJkydRUFCAZcuWYebMmcjOzsb169eRlJSETZs24fz58wgNDcW4ceOwZcsW3Lp1C+7u7iAi7N27l3E/IhAIcPHiRWRlZaGyshLt27fH+vXr32pLUCQS4fLly6itrUVtbS3KysqYs7bp06fLlJWfn48nT56gqKgICQkJzW7t19fXY+7cuYiPj8dXX32FadOmYf369W+sw0cbhCQSCZ48eYLhw4dj2LBhCA4OxqRJk1qcoclpO0pKSjBt2jQcPHgQ8+fPx+7du7FkyRJERUWhc+fOWLduHZ4/f86cbzQn/fjVV19h06ZNiI2NRUBAAJYuXQoul4uwsDBkZ2djxYoVraqLSCRCt27dcOnSJUgkElhbW0MsFrdqAAKAK1euYOfOnYiLiwOHw8GwYcPAYrHw008/YfLkyZg0aRJSUlKwdu1aaGpqNsmvo6ODmTNn4t69e1BUVGQGEgD4+eefMXny5Lcy0rhhwwbw+XwoKyszM+vWdtzp6emwsbHB999/j3HjxmHevHmIiIjAuXPnoKysDAsLCxQWFqJz587Nrkg4HA6mTJmC6OhoVFdX4+XLl8zv8OTJExQUFMDR0bHVbenTpw9++eUXxujo+3Lz5k3s2LEDV65cQXl5Oezt7XHixAnMmzcPHTt2RNeuXaGqqorOnTs3e5BuZGSEnj17Ii4uDkpKShCJRBg/fjyABrfegwcPbvWZJ9Bwxj1x4kTw+Xyoqam9d/uAhhVFdHQ0PDw8YGZmBgsLCyxZsgRff/01qqqqMGHCBMydOxfXrl3Dt99+i5EjR6Kqqgre3t6IiYlBr169YGlpCXV1dWzfvh08Hg/9+vXD8uXLsWXLFqxfvx6+vr4AgI0bN0JNTQ3ff/89KisrYW9vjydPnuDGjRutbs/x48fh5eUFHx8fSCQSjBs3DtevX8eWLVuaqM7o6+vj1KlTb5yQ0f+5gHF2doZIJGqV5PRHG4TYbDYmT54sYyNOzt/H5MmTGUvH3bp1Q1VVFSMab2BgABaLhc6dOzMWdF9nxIgROHr0KEJCQrBq1SpMnDgRVVVVuHjxIrZu3QoFBQU8fvwYUVFR6NChA+zt7d84sCgoKDDxrR2AAEBLSwuLFy9G+/btUV9fDxMTE2Y7rV27dlBTUwOXy33j4egPP/yAu3fvIjExEW5ubujatSv8/f1RU1MDGxsb8Pl8uLm5obq6GiNHjoSFhcUb6ySVBHzbVUNKSgq4XC5sbW2hqqqKCRMm4O7duxAKhejWrRv69OkDPz8/WFlZtTjb37lzJ1xcXPDLL79g8eLFmD9/PiorK3Hp0iVs374dCgoKSEtLQ0JCAgYMGNAqiby2OmyPjIyEhYUFIyllaGiIkJAQzJ8/H4MHD4aBgQF0dHSa9RcFNDzXM2fOwMPDA6mpqThx4gR69uyJqKgoJCcn49ChQwAa1DUKCwsxduzYv+yMFRQU2mwAAhpc3dvZ2eH06dOYNGkSPv30UwANg2RJSQmWL18OoKFDd3V1RW5uLiwsLGBlZYW0tDQsWLAAurq6sLCwwMmTJxnPxECDNKqTkxNjXPjKlSuIjIyEiooKVFRUsHPnTnz22We4c+cOZs+e/Zd1FYvFuHTpEoYPH84M+tOnT8exY8ewYMGCJqLYjb/R1tBa1R25e+//IO3bt8fFixcRFBQEd3d3JCYmyvilkc6A/sqvitSwrJTTp09j4sSJ6NKlC548eYItW7bA3d0du3fvRl5eHr777rs2b8v06dMxZcoUuLm5IT8/H0VFRTLO9Frar28Ml8vFjBkzmOuSkhJcu3YNP/zwA1gsFnbu3AmhUIjly5dj8eLFOHv2LHr37t3mbbGyskJgYCCKiooQFBSEiIgIcLlcpg0ikUjGVUVzaGhoYMuWLTKz0JMnT8La2hpGRkYIDg7GsWPH4OjoiJUrV8LJyQk9evRo87Y0x65duyASiRAZGYmnT5+ipKREpqOSSCR/+c717NkTu3btYs47ampqcP78eaxbtw6Kioo4ffo0MjIyMHjwYCxbtgxnzpxpM/Hk1iIWi6GoqChzhv36dXMTFFVVVWYCI3U+p6WlxcQ39t0VGBiI2tpamSOMgQMHQktLC48fP27VIMRisaCmptZEGlRJSemdJereBbl77/8gAoEAmzZtws2bNzF37lzY2dm9d5mPHz8Gj8djtqCuXbsGfX19GBsbY8yYMfj111/fKPL9riQmJuLLL78Eh8PBqlWr0L179/fWgj916hTs7Oygr6+PmpoaeHh4YPTo0TA3N4dEIsGtW7faqPaysFgsXLhwAcePH0ffvn0xYsSIVjtYex1p5/7nn3+ivr6eOe9wcnKCubk5LC0toa2t/dburN8HPp+P7du348GDB7C2tkaXLl3euX3STvzcuXMYM2YMTE1NUV5eDmdnZ3z++eeYPXs2IiIimK2rj0HjCRA18pr6elxLaZorQ0pNTQ2EQiFjSABomEzp6ek1Uf5vCTabjV27diE+Ph63bt1CQkIC/P39sXv37r914JYPQv9BHjx4gPPnz2PLli3o0KED83JLz+Po/0wttXbpXVZWhqtXr2LVqlVM55CXl8dsc6irq6OwsPCDDEK7du0Cl8vFrFmzoKysDLFYLLNn3ZqVUGPu3bsHBQUFTJgwAUDDQXNtbS0zQ1VVVUVOTk7bNaARly5dwqlTp7B7924MGDAAysrKICLmd5DO/lvrTK+4uBjXr1/HypUrATTo0KSkpDDKlHp6ekhOTv4gbWkOR0dH5OXlYfv27TAxMYGCgoKMns/bSHMBDedchYWFzCSqsLAQBQUFaNeuHYAG00NRUVFt24hW0FIbGodL/379/9bkARpWPWKxGM+fP2fCJBIJqqurmS3AvyobAPr27Yu5c+dCJBIhIyMDJ06cwNKlS9/YvrZGPgj9ByktLUVZWRnCwsKQmJgIT09PVFRUwN/fH4WFhdDW1kZtbS0iIyPx+PFj1NbWIjQ0FEuXLm1W+fHEiROYNm0a4/IDAPr3788oDGZlZcHY2LjNRemJCMXFxUhOTkZ6ejr8/PwQHR2NnJwchIaGQiwWQ0tLC1lZWYiIiEBoaCgA4ODBgzh27FiTASo/Px+enp5YsWIF8+F26NABBgYGzIyzqKgI5ubmbdoOKU+fPmXcp1dWViIhIQECgQBZWVmoq6sDl8tFWVkZysvLkZSUBCJCTEwMfHx8mh1sT548iRkzZjDnehwOBwYGBowofVVVVYtnfm2NQCDAkydPoKSkBIlEgoyMDOTl5aG6uhq5ubmQSCRQVFREfn4+eDwec6738OFDGTFzKTweD5cvX8aqVauYVZ+2tja0tLRk2ic1jPx3IrXw0lj94XURaOl2l1T5t66uDhUVFTKDcl1dncyqRigUorq6GhUVFbCyssLw4cOxf/9+RtH5zz//RJcuXZhBub6+nrHI0RI7d+5EQkIClJSUoKmpibKysiauyj808kHoP4iNjQ1sbGywceNGnDt3DjNmzEDv3r3x4sULqKurw8zMDAsWLMCRI0eQn58PFRUVJCcn448//mii2e/p6QkAjBNEKV999RXU1dVx/fp1BAYGYtu2bW0u+chisbB161bw+XwsWLAAWVlZWLp0KePdlc1mY/78+WjXrh327NkDAwMDEBH8/f3h7+8v83FKLThI00vhcDjYvHkz/Pz8cPnyZRgaGmLBggVt2g4pU6dORXl5OWxsbHDs2DF06tQJ+fn5uHDhAogIw4cPB4fDwezZsxEfHw8AOHz4MBYsWIDKykqZsm7fvg0ulysjks5isfDNN9/g2bNnSE5ORkxMDHPo/aFRUlLC7Nmzcfv2bdjb2+P27dvo2bMnAgMDERgYCBaLBWtra4SHh2PRokWorq4Gn8+Hg4MD9u/fL1OWWCzGqVOnMGXKFBnL+QYGBpgzZw7u3r2LgIAAsNnsNhG7fhtKSkrw5MkTDBs2DOHh4SgtLUV4eDi4XC40NDQQGBiIgoIC+Pv7Y9SoUQgLC0NoaCgKCgpgZmaGx48fo7KyEo8ePUKvXr2QnZ2N5ORkJCUl4dWrVxgyZAi8vb3BZrMZD8cODg7Yu3cv/Pz84OrqCh0dHUanqnv37njw4EGL+lrDhw9HaGgoVq5cidmzZ2PmzJkYNWoUdu7c+ffZcGyl8qycfylSiwm3b9+WCReLxVRWVsZcN2d1oqamhvlbJBJRSUlJkzQREREy5TSmrKyM7t27R4mJiU3iXF1dydjYuMW8zeHh4UHGxsYy9SJqsPZRVVXVYlvq6+tlLARUVlY28ZNTXV1NISEhLd47Li6OfHx8qKKiokncpEmTGIsJrUVqMSEtLU0mPDY2lv7880+qqqoiPp9PT58+lalrYmIiRUREMNepqakUEhIiY2VAKBTS1atXW3y2np6edPToURm/X1JWrlzJWEx4H5ycnKh///4y1i1EIhGFhIRQcHAwSSQSKigooMjISJm6h4eHU0pKChE1WEx5+vRpk/entLSUrl271qxlhdraWjp37hwdPXqU4uLimsQPGzaMsZjQFmzcuJFGjx7NXItEIqqrqyOJREJ1dXXMtUgkIpFIRLW1tSQUCqm2tpZJU1tbSwKBgMRiMdXV1ZFYLKba2loSi8VUX18v808ikTB5paSkpNDLly9JJBIxYQKBgOrr65myWnpW+/fvp5SUFKqoqKDs7GxKT0+nwMBAmjFjRqutYxAR3b59m4yMjN7JOoNcOu4/gEQiaWK5gM1my+iaNLdV1vhwUkFBQWaFIEVq7LY5dHR0mqyQpEi3Zd4G+r+Z2et1fV3E9vX419v+uuUNaRnNGU2V0rt37xYl4ths9jvPGl8Xg+3Tpw/69OnDXA8bNkwm/nVJNlNT0yZKnRwOB3PmzGnxnm9aHbyNCO5fwWKxZJ69goKCzDM2MDBosh3YWNqSxWI1aT/QcNZjb2/f7D1VVFSwZMmSFuvU2vO01kKvnWM1FmOWniM2fqbSd1O6hShNI0V6LU3XnMWR19/vbt26NUnTeNehpW3w69evw83NDcuXL2es2gANUpgWFhbNfict8S7fsxT5IPQ/joqKCrS0tODj44OsrCz06tWrWYvXfxe+vr5IS0vD8+fPoa2t/VbnRBoaGpBIJHBxcYGioiLs7Oygp6f3AWvbMvX19fj999+Zrb9Bgwa9VX4ul4v6+no8fPgQHTt2RL9+/WTO1P5uQkJCUFNT06Ifr7dFUVERZWVluHv3LpSUlDB69Oi/XVRailAoxOPHjyGRSFBcXNym28JaWlqoqKjAmTNnoKSkBHt7+zbVO/qQ9O/fHyoqKrC0tMTgwYOhr68PoVAIfX19fPvtt616TgEBAUhMTER8fLyM1ZS3gUVE5O3tjczMzDafJcj5+IhEIkRFRaG8vBxCoRCGhoaM2Y+PwbNnz1BQUABFRUXo6Ohg4MCBrVZqKy0tRUxMDPh8PogIw4YNa3Z19ndQW1uLkJAQCIVCKCsro2vXrm/lVqKoqAi3b9+GWCwGi8XC6NGj0bdv3w9Y45YRCAS4efMmKioqIJFI0KVLF9jY2LxXmdHR0QgODgabzQabzcbUqVPRoUOHNqrx21FWVoYbN25ALBZDIpFg1KhRGDBgQJuUnZmZifT0dMYjwIgRI95qBfEx4XA4KC0thb+/P9LS0qClpYWePXtixIgRUFRUbJWukFQQSFFREbq6uhg4cGCrVtONJ5AsIqLz58/j5cuX8kHofxAWiyXjgl0ikXxU52RS0zhAU99Sf4XU0ZoUoVD4zlsA78vrW01isfit9JPYbDZUVFSYtgsEgo/m5ZPFYoHL5YLNZoPFYkEsFrda16QlFBUVoaSkxLSPz+d/tN+KzWaDy+WCxWIxPs/a6hvgcDgyne7r/tT+6SgoKEBRUREKCgqMceC3+SZf/55ba7DW0dGRMYfFon/TE5MjR44cOf9TyJc+cuTIkSPnoyEfhOTIkSNHzkdDPgjJaRPo/0z9/BegZmx8yZEj592QEUuSSCS4du0aIiMjQUTo1asXTExMoK6ujqFDhzLpHj9+DB8fH/D5fHTp0gUWFhbg8/mYOHEikpKSEBoaitraWnTt2rVFPREACA4ORnR0NFRVVTFkyJCPJh0k591JTk6Gv78/uFwurKysGNcAwcHBuHz5MiQSCaZPn/7G9wBoePfc3d3h6+sLHR0dzJ49W+ad+1Ckp6fj3LlzyM7OxpgxY/DVV1810d2QkpiYiICAACgrK2PSpEno2LFjs+lqamrg5ubGmEwZOnQoRo8e/SGb0SLR0dFITk6GsrIyhg4d2kQvJzU1FSEhIdDR0YGVlVWrxIufPn2KhIQEdOvW7aOK+zdHbGwslJSU0L179xbTCAQCREZGori4GMOGDWtRau/FixeMZ1kpHA4H/fr1+9dIwEnJzs7G77//DoFAgJEjRzJ+mN5EWFgYHjx4AC6Xi2nTpjV5pl5eXrhz5w6UlZUxc+ZMjB07tkkZsbGx8PPzY64tLCya6uNJtVYlEglt3ryZvvzyS4qNjaXU1FTat28fqamp0aVLlxjt1itXrtCoUaMoKCiIsrKy6NKlS9SxY0dGY5zH49H169cJAOno6FB2dnazWrKVlZVkampKAOjixYuMD3M5/x5++eUXmjBhAmNJQCwWExHRo0ePaNasWbRt2zYaNGgQKSgo0K1bt1osRyKR0LZt22j48OE0e/Zs6tixI6mpqZGnp+cHrX9WVhZ99dVXtHnzZpo2bRoBoPXr1zerXX7ixAmaPHkyPXz4kHg8XrNpiBqsMyxcuJCOHz9OxcXFlJSURNbW1nT9+vUP2pbmOHHiBK1evZpCQkLI29ub7OzsKDw8nIn38fEhKysrGjRoECkqKtLEiRPfqCUvFArJ2dmZPv30UzI3NycOh0ObNm2S0dT/WOTl5dG2bdtIQ0ODzpw502K6R48e0dSpU8nFxYVSUlKatRRC1GCJQldXl7hcLuno6JCOjg5paWmRoaEh5ebmfqhmfBCys7PJ0tKSbt26RampqWRnZ0eurq5vzPPw4UMaO3YsxcTEUHBwMI0fP55iYmKIqOF7PXLkCA0ePJhmzZpFxsbGpKCgQBcuXJApQyAQ0NSpU8nAwIAMDAyoU6dOdPfu3Sb3YgahpKQkat++PT1//lwmwa5du+i3334jogYzD71796ZffvlFJo2Hhwdt3LiRuS4tLaUBAwYQm82mPXv2NNtINzc30tPTI01NzSamS+T88zl06BB169atyW8nEono3r17jGmd0tJSMjIyorlz57ZYVnx8PO3atYv4fD4REb169Yq6du1KgwcPZsI+BIGBgZSRkcFcSz+o102P7Nmzh3r27ElZWVl/WWZ4eDgZGRlRcXExE7Zv3z6aNGlS21W8FaSnp5OJiQllZmYyYfv37ydra2siavhdTp48ScXFxSQWi+ncuXMEgNzc3Fos88WLF3Tp0iWqr6+nmpoacnBwIDab/Y/4fktLS8nX15e4XC6dO3eu2TTu7u5kbGxMfn5+f1ne6dOnaffu3fT48WN68eIFRUdH08GDB2n69OltXfUPjoODA9na2jLXnp6eZGJiIvOONqayspJ69uxJJ06cYMJWr15Ntra2JBaLKTs7m3bt2sV8J0VFRTRw4EAyMTGRMTF1584dOnr0KEkkEhIIBCQUCpu9HzMIPX36lADQoUOHZBIkJSXR/fv3iYiouLiYOnToQPb29jIFVlRU0O+//85cZ2dn0+LFi2nKlClkZGTUZHZVW1tLDg4OtGTJElJXV/9HvMRyWk9AQACpqKjQw4cPW5V+1KhRTd6rxmRmZjaxc7ZlyxYyNDR8K9ty78uOHTvI2tpaZmb/4MEDUlZWpsDAwFaVERkZSRwOhy5evMiEzZo1661ty70v0no8evSICdu6dStNnjyZiIj4fL6MPb3i4mLS1dVtYmOwMa/b7Lt//z5pa2tTTk5OG9f+3cjLyyMDAwM6e/Zsk7jw8HDS1taW2dVpCbFYTC9evGgSvmrVqiYT8H86ubm5pKurS05OTjJh6urqLQ7Wd+/eJQUFBZlVs6enJykpKVFiYiKVlpZSQUGBTJ5Tp06RsrIyM7AJBAKaPHkybd26leLj499YR0YwoXfv3rCwsMDmzZuxdu1a5OfnAwDMzMwYd7u6urqwsbGBh4cHZs6cibi4OAANpiumTp3aeIsPXC4Xa9asQXZ2Njw8PGS2AB88eICuXbu2iQMyOX8vQqEQO3fuRPfu3aGnp4fLly8jICCgRaGExMRE9O3bl/Fp0xxdunSRsWMHNJjF6d69u4xnyQ9JXV0dCgsLcfToUUb5sL6+Hjt37kS/fv2gqamJy5cvIzg4+I3l9OnTB9bW1li5ciVu3rwJb29vEBG2b9/+dzSDwczMDH379sWSJUsQHx+PzMxMBAUFMfXgcrkyir+pqamYPn26jNXt13nd7E5qaiq2bdv2Uc0NNUYikTQrMCIWi7Fjxw706tULtra2yM3NlXGz8DpsNruJVREej4eoqChMmjSpzev9IUlISEBZWRmjGAo09OPq6uqIjY1tNk9ISAg4HI7MN9m5c2cIBAIkJiZCV1e3ydlifX09evbsyZyVxcfHIy4uDgcPHsTAgQOxZs2aJudrUphBSF1dHa6urhg8eDCOHz+O0aNH48yZM6ivr2eMLLLZbDg5OcHe3h6enp4YPXo0duzYgeLi4iY2gwQCAaysrDBkyBAcP36c8fEhEonwxx9/YO7cuX+rC1k5bUNqaiqePHkCLS0thIWFITU1FTNmzGBcKEipr6/HlStXYGNjg5SUFBQUFLT6HvX19YiMjISjo+MHt+IhkUgQFBSEqVOn4tGjR8jKymLiEhMT8ezZM2hoaCAsLAwvX76EjY0NVqxY0eLkicvl4sKFCxg5ciRmzpwJJycnnDlz5m83WaOpqYkLFy5AUVEREydOxMaNG3Hq1KkmAhLV1dXw8/PDxo0bMWzYsFbZdysuLsalS5dw8eJFWFpavpUjuo9BYmIi/Pz8JFw73gAAIABJREFU0KFDB5w/fx5ff/01hg4dips3b7a6jKCgIHTo0AGffPLJB6xp2yNdTDQ2b8VisaCiooLU1NQW86ipqckIX0gnZlI/T40hIgQEBGDVqlXMWNG7d2/ExcUhIiICS5cuxYkTJ7BkyZLmLVW8vjQqLy+nPXv2kJaWFgEgKyurJnvhQqGQLly4QF27diUA1L17dxkz+FlZWbR48WIiIrp8+TIBYLbrAgICaPXq1UREtHfvXlJWVpZvx/2LuH37NgGgmzdvMmE///xzk7Camhry9fWlNWvWkJKSEo0aNarFQ+DXcXV1paVLlzKCDh8SkUhEERER5OTkRB07diRNTU3GdcC1a9cIAN25c4dJ7+zsTADI29u7xTJLSkpo3bp1ZGtrSywWi5YsWdLqtrc1Tk5OZGxsTMrKyvTzzz83EahIS0ujtWvXkpGRESkoKND58+f/sszAwECaN28eqampkZ6eHkVFRX2o6r8VOTk5pK+v32Q77sKFC0wfJHWj8OWXX5K6ujolJCS0quxvv/32jQIP/1QuXbpEACggIIAJ4/P5ZGxsTJ999lmzeRYuXEgGBgYyW+FRUVEEoFk3GD4+PjR37lwZtx2vI+0jpEc7jZGRjmv8gsbGxtKMGTMIANnZ2ZFQKGySJj8/nzZu3EhsNpu6d+9O+fn5RCQ7CPF4PDI1NaURI0aQQCAgR0dHCg4OJiL5IPRvxM3NjQBQaGgoE5aVlUUaGhq0du3aZvM4OTkRm81uVWeVnJxMy5Yta9Z30YcmODiYuFwuHT9+nIj+f+fVWFjn1atXpKysTNu3b2+2jJqaGrK1taWzZ8+SSCSiHTt2EADavXv339KGxhw8eJB27979/9g777Corq2NvzP03hUQFcWCgqgIoogFBRGwYUSxRCPGRmJL1KhRUbEllliDij2Y2NBgVOwNxQaogKIoKEgH6cwwdX1/8M25HGcGzb2g5t75PY9Pwj5779l75pyzy9prvZSfn09DhgwhAPTbb78pzJuVlUWdO3cmR0dHpQbkd7l27Rrp6el9dHuXMpQNQmvXriV1dXVKS0tj0u7cuUMcDof5reujpKSEPDw8KCMjo8Hb3NhcuHCBAFBMTAyTxuPxyMLCQulhofnz55ORkRHzPieqtakBkLMjvXnzhqZOnar0FLQMiURCzs7OCgcxZq/jyZMnuH37NrNCcnR0xO+//47hw4cjJiYGb9++RVlZGU6fPs3ksbS0xM8//4xly5bh+fPnSEpKkltpGRoaIiQkBHfu3MGGDRsgkUjQo0cPhctAFZ8/MiXLkpISJs3c3Bzm5uZKt2WGDh0KMzOz9zp45ufnIyIiAgsWLPgk0bF79uyJjh07MtvEsr4WFxczeSwtLWFoaKh0m/Dy5cu4e/cuhg0bBjU1NYSFhWHSpEk4cOCA0j3xxuDJkyfYsGEDRo8ejaZNmyIyMhKenp5YuXIl+Hy+XP7mzZvj66+/RkVFxQcHoezXrx+8vLwYGffPFWNjY0gkEsYkANTaIU1NTT/oN7lz5w4sLCxga2vbmM1sFFq3bg1dXV1kZ2czacXFxaiqqlLqh9e5c2fU1NSwnvGcnBxwuVyWZElZWRm2bNmCkJAQls1JEVwuFw4ODgr9q5gnqbKykpFqlqGpqQkfHx/o6OhAS0sLRITo6Gi5CLv+/v7Q0NCAvr4+AMi9jMaNG4dmzZphxYoVCAgIYPYXuVwupFLp/4yn/X8DXbp0ga2tLeLi4pg0oVAILpfLHGB5l5qaGnTo0IElvvWuTaW0tBR79+7FlClTGEmEqqoqJCQkNEIvFCORSGBoaMjYTZydndGsWTPcvXuXyVNTUwMNDQ307t2bSavbFx6PB01NTZZtZdKkSR8sV9FQpKenQ01NjTEgGxoaYtGiRSgvLwePx1NYxszMDF26dPlbuj9WVlYNJovQWPTo0QMcDodlz5BFQe/atet7y589exa+vr6fve1LEW3atMGAAQNw8+ZNJi0tLQ26uroYPHgwk1bXVuPn5wdzc3MkJiYyafHx8XBxcWEEF3k8HrZs2YKgoCDmEIdAIMD9+/cVvs8rKyshkUgUS4TIlkTx8fFkaGhImzZtouLiYhKJRJSRkUEeHh4UGhpKUqmUSktLqXXr1jR16lR6/fo1CYVCKioqoq+++ooCAgKIz+eTSCSiu3fvkouLC8uB8bvvviNXV1dGorampoamTp1KAOjy5csfvAWg4tNz6NAhateuHT179oxEIhFFRERQUFAQCYVCqqyspHnz5lFERATl5eUx22tnz55lymdmZpKLiwtzXDY3N5d8fHzIwcGBRo8eTSNHjqTAwEDq0qVLozmsSqVS2rZtGy1fvpyeP39O+fn5tG7dOlq7di1ry3n37t3UoUMHysjIIJFIRNu2baMJEyYw9+u+ffvI1dWVsZsWFRWRm5sb/frrryQSiaimpoZWrlxJq1atapR+KCMzM5NatmzJkvA+cuQIjR49msRiMSO9XlBQwLR7/PjxdPnyZSb/06dPacGCBYxzZlpaGl2+fJmxbz18+JBGjBjxWR3RNjIyoh07drDSJRIJTZgwgQYPHswcvz9x4gT5+voSn88nIqLLly/TkiVL5I6hl5aWUt++ff+RW3Ey7t69S506daKkpCSqrKyk8ePH08qVK5nr586dI2dnZ3r8+DGTtm3bNhowYACVlZUx40BdV50RI0ZQq1atKCgoiHlenZ2dme26hQsX0oQJE+ju3bt0//59+vHHHxXag4jqyHvr6upi2bJl4PP5WL16NQQCAQQCASZOnIhJkyaBw+GAiBASEgIOh4PNmzdDLBaDz+ejdevWmDNnDrS1tZGZmYmEhAT06tULly9fhpeXF4yMjPDtt99ixIgR0NTUhEAgwJ07d2BqaopvvvkGKSkpaN68Odq1a/fvD/kqPhpffvkldHV1sXfvXjRr1gxSqRTh4eHQ0NCAUCgEj8fDvn37cPPmTbRv3x6TJ09myYDLBO1kM+5Hjx7B1tYWtra2rBOT3t7eSldXDYGamhouXLiApKQktGvXDj179sTgwYNZM94pU6bAwMAA4eHhsLGxgUQiwfbt25mVjZ6eHkxMTJjjzubm5jh+/Dh2796N8PBwqKuro1WrVggKCmq0fiiiRYsW2LNnDw4ePIjs7GxwuVykp6fjp59+gpqaGrKysjBt2jSYmZmhb9++0NbWxpgxYzBgwACmjqSkJISHh2PYsGGwtrbGjRs38MMPP6Br167o2rUrNDU1sXLlSmbb8lOSk5ODqKgoWFtb4969e+jRowezdcTlcrF161YsXLgQS5YsQbt27ZCUlIRt27YxIZquXLmCvXv3IiQkhLUSfPDgAaysrP6WYOHnhpubG7Zs2YJ9+/bBwMAAAwYMwMSJE5nrOjo6MDExYeljffPNN9DW1saaNWugrq6OsLAw5llMSUmBhYUFfHx8WLsAPXv2ZFx1unXrhri4OKxcuRLOzs4IDAxUKqbJ6AlJpVJmn1skEqGqqgoGBgasbQSqo6dORCgvL4e2trbSWFsq/ruRiZ8pijcmEokgkUiU3ht176VPiUQiYdRR60MsFkMgECjsq7K+8Hg8qKursx7ujw2Px0Nubi40NDRgY2PDEmArKytDbm4u9PX10aRJE7nvQCwWo7CwEFZWVuBwOJBKpSgoKEBpaSlMTExgaWn5WfyGQK2fV2VlJXR0dCASicDhcOR8zwDg9evXEIvFaNmyJctPis/no6KiQs7/pbi4GBKJRC79n4hMeFF2jLouyu7hmpoaaGpq/luuElKpFGKx+L33v0rUToUKFSpUfDJUUg4qVKhQoeKToRqEVKhQoULFJ0M1CKlQoUKFik+GahBSoUKFChWfDNUgpEKFChUqPhmqQUiFChUqVHwyFA5CNTU1LL0NRWHrxWIxKioq5PL8uye+P6ScLM/f+YyysjKWxEDd8BQlJSXIzc39G61U8Xf5uyGZiIj1e30sGkPX6t3wVipUfEqI6G/fk0KhsMEkd8RiMSorK+Xe36yAViUlJVi/fj1KSkqgpqYGHR0d2NraokOHDvDy8mIqCg8PR3x8PAwNDSGRSODo6AgDAwN8+eWXSEpKQnR0NNLS0uDk5IT58+crdWjbt28frly5gvbt28PHxwdubm7MtfLycpw9exaxsbHg8Xiws7PDkCFD0LVrV2RkZOCvv/7Cw4cPweFw0KNHDwwZMoTx3C4tLcW+ffvw5MkTWFpaQiKRwNzcHDY2NigvL8fUqVNx+PBhrFq1CoGBgVi1alWDfMn/K/zxxx84efIk63dVU1PD6NGjMXz4cEgkEuzZswe//fYb+Hw+vvjiC3z//fcKneTqEhcXhyNHjkBbWxutWrXCtGnTGl1P6MKFC/jll1+Ql5cHJycnLFmyBO3bt2euHzp0CKdPn2baweFwoKamhokTJyoVOJNIJAgPD8fr168hlUoxatSoTx60Nzk5GQ8fPoSWlhZ8fX1haGgIoDYiwLVr1yASieDh4YG+ffvWW091dTUOHz6Mhw8fwt7eHmPGjEGTJk0+RhfqJScnBxERESgqKsKAAQMQEBAg995JS0vDqVOnoKmpiSFDhrBiGSqCx+MhKioKpaWl0NTUhIeHBxM77Z/G7du3cezYMWhpacHW1hbTpk1jOS4r4tChQ3j06BE4HA68vLzg6+vLXLtx4wZ27NjByq+urg5PT09MmTKFlZ6bm4uDBw+Cw+HA2dkZ/fv3Z8dSlMXvEQgENHLkSJo3bx6VlJRQRUUFnTx5kgwMDFhSxStXriR/f3/Kzs4mHo9HDx48oNatW9P06dOZPAkJCaSurk5aWlqUkpKiMF5QXl4emZubEwCWBHFdhEIhjR07lgDQvXv3WNfy8/PJxsaG7O3tqby8nElPS0sjFxcX+vrrr5l4Xjwej2JjY6lDhw40duxYkkqllJGRQZaWlrRgwQKFn61CMWVlZdS9e3fq378/DRs2jIYOHUqDBw8mXV1dOnPmDBERHTt2jObPn08nTpygiRMnEgDatm1bvfUmJCRQly5d6NGjR1RdXU3jx49XGPa9IYmNjaV+/frRqlWr6IcffiBjY2Oys7Nj7pvi4mLq1q0bq6/+/v6kq6vLirH2LsuXL6fAwECqrq6m5ORkcnV1paSkpEbtizIEAgEtXLiQAgMDKS4ujqqqqphrf/75J/n6+tLDhw8pLi6OXFxcaN++fUrrkv0uvXv3pv79+xOXy6VOnTrR69evP0ZXlJKZmUmTJk2iKVOmUJ8+fQgAbdiwgZUnISGBevfuTTdu3KDY2Fjy9vZWKOEtg8/n01dffUVbt26l7OxsSkhIIG9vb7p+/Xpjd6fBqfts8Xg8mjRpEoWGhtZbZteuXeTl5UVlZWWUk5NDvXv3ZuQghEIhDRs2jLp37848F8OGDSMLCwvavHkzq57r16+Tu7s77dy5k4nT9y7MIPTw4UMyNDRkBbEjqg3QKAs0WV5eTra2tnJ6HXfu3KGlS5cyfxcWFpKHhwfp6upSSEiIwg/esmULtW7dmgwNDevVE1qwYAEZGBgwQRRlCAQC6tKlC/Xp04dJKysrI1dXV3J3d2cCFdYlISGBgoODmaCqDg4ONH/+fKWfrUKe27dvs7RJiIhevnxJ7u7uVFpaSkS1wXBliMVi6tixI40ZM0ZpnRKJhAYOHEjjx49nfY61tbWcoGJDIZFIaPPmzazAlNHR0QSAtm/fTkS1g9SFCxdY5Z48eUIeHh6sl/m71w0NDenq1atM2uTJk2ncuHFygnKNjUgkookTJ1Lfvn2prKyMda2iooKcnJzo2LFjTNpvv/1GlpaWSgeV6OhoCg8PZwUBBUDff/9943XiA4iJiaGXL18SUW2fvb29qUOHDsxzLhQKqU+fPvTDDz8wZX788UcaPHiwUuHE2NhYsrW1ZYkRzpkzR6kGz+eKRCIhHx8fmjBhApN248YNatKkCb148UJhmfz8fGrSpAkdPnyYSVu+fDm5ubmRQCCgjIwMioyMZAWdrqmpob59+9Lz58+ZtISEBLKysmLGD2Ww9joqKiqwfft2Vqj3gQMHom3btgD+peF+8OBBRjYWAJycnFiywTU1NejYsSOCgoIQGRmJ169fs5ZnRUVFSExMREBAwHv34qVSqcJlo6wtVGd/8fjx43jw4AHmzJmjsIyzszOGDRvG6KWQKmLR36Zbt24YNGgQK+3MmTPo1KkTjI2NmTwy1NTUYGpqKlemLq9evcLVq1fh7u7OpLVu3Ro1NTU4duxYA/egFiLCuHHjWIEpe/fujWbNmjG2TldXVwwcOJBV7vTp0+jWrZvCGHIAEB0dDalUytrq6dGjB06ePIk3b940Qk+Us3XrVpw5cwaHDh2CkZER69rDhw+RlpbGamfv3r1RWFiIc+fOKayvRYsWCA4OZp6tL774Ai4uLkploj8WPj4+sLOzA1C7JeTo6IiOHTsy23EPHz7ErVu34O3tzZQZOHAgLly4gIcPHyqsUygUIjMzkyWBkJmZiRYtWjRiTxqejIwMxMbGsrSDHBwcwOPx5KR7ZFy5cgUlJSVwcHBg0jw8PHDv3j0kJSXBxsYG48aNY22pxcbGwsjIiLmfeDwepk6dCg8PD0yYMKHeNjKDkIODAwIDAxEREYHBgwczejHNmjVjbDXGxsaYNm0abt++DU9PT5w4cQJSqRS6urqsH1hGSEgIqqqqcODAAVb6n3/+CTc3N1haWn6w4fpdPRZ1dXXWni8R4dSpU9DQ0GBFbH6XIUOGvNc2oUI57353EokEFy9exNChQxXmj4mJgbu7e703YmpqKsRiMSwsLJg0XV1dGBsbIzU1tWEa/g5qamowNzdnpVVVVUEqlTLRgt/tq1QqxZUrVxRrovw/jx8/hr6+Pku8y8rKCnw+/6MOQnl5efjpp58wduxYVFdX4+zZs3jx4gVzvbS0FDU1NSgrK2PSjIyMYGFhgefPnyuss0uXLnLBKNXU1D65naTue6CmpgaVlZVYu3Ytkx4XFwepVApTU1Mmn8yO9ejRI4V1Ojs7w83NDRMmTMD169fx119/QV1dHd99910j9qThef78OXg8Hstup6+vDyMjI6SlpSksk5CQAA0NDdY9LPvuXr58yQr8KuPs2bPw9PRkbKdnz55FQkICevfujV27dmHRokW4cuWKws9jBiENDQ3s3LkTEydOxLVr19CnTx9Mnz4dr169YhmHf/jhB4SFhSEzMxOBgYEYOnQo7t27J2cEFIlEzKx5586djDolj8fD9evXMWrUKNZJNWVwOBzw+XysWbMGy5Ytw9KlS5n/5ubmMm3j8/nIysqCmZkZI66nrL7PJfLvfwOvXr1CRUUFS+QNqD1YsnbtWowdOxYnT57E1atXldbx9u1bAGDN1mXRp/Pz8xun4QqIiYmBh4cH64BMXVJTUyESieo9ZFBcXAw9PT3WAywbzHJychq2wfVw5coVFBYWQiwW4/r164iMjESvXr1w6NAhAEDLli3B4XBw+fJlpgyXy4VAIPig5xKoXRnI5F4+NUSEmzdvYsSIEXjw4AFLPTYnJwfa2tqs30RNTQ1cLhevXr1SWJ+xsTGOHDkCGxsbeHl5ISIiAvv372dNlP4JyFRv6w7AQK1gqbK+FxUVyd3Dsnfmu7taQO3kLTExkXVw4dSpUzA0NISGhgZsbW1RWVmJQYMGYf/+/XLlWdtxpqamOHDgAP788084OTlh165d8PT0xIMHD/5VgMvFkiVLcPPmTfj5+eHs2bPo378/Dh8+rLBDs2fPRkFBASIjIwHUnkays7ODmZnZBx/909DQwJAhQxAYGMj8GzFiBIyNjVnHtmX/rxpkPh4xMTHo2rWrnGyvnp4egoKCsHnzZlRWVmLKlCmsWXddZLPruluoYrEYIpGo0U/HySgsLMSZM2ewevVqpZ95/vx5uLi4KN2KA8CEva/bF9mR84/VF6BWCVNXVxdz5szBjBkzcPjwYXh4eGD27NnIysqCk5MTJkyYgG3btiEyMhIPHjzA5s2bUVZWxmy/v4+dO3di0qRJH5y/MSEiCIVCODo6Ij09HQEBAcwERiwWQ0NDQ+HKtr4jy0ZGRvD19UXv3r0RExOD9evXN9hx5Y+FTJ7j3Z0kZWYOoHbS9O49LHu3KrqH7927B0NDQ+Y+ICI8ffoUnTt3xvTp0+Hj44Pt27fDw8MDy5cvR2lpKas8UyOfz2dsQcOGDcP169excuVKZGdnY+bMmeDz+SzfIFdXV5w+fRqHDx+GtrY2Zs2apXBv2NPTEz169MCOHTvw9u1bnD17FmPGjHnPV/cviAjq6uro1KkTOnXqBCcnJ3Tq1AnOzs7Q1dVlvhxdXV3Y2NiguLiYpY2uovGQSqW4evUq/P395a7JxNwmTpyIX375Ba9fv1a6/JdtFdS1RQqFQvD5fFhZWTVO4+sgFAqxbds2zJkzR+kLVSwW48qVK0q3HWVYWlqCz+ezZuIynztra+uGa/R7KC8vh4mJCTNz53K5mDx5MsrKyvD48WNwuVyEh4cjLCwMV65cwd27d1FUVAQtLS3GHaM+ZFsrISEhjdqPD4XL5cLLyws///wzDh8+jIyMDKaNTZs2hVAolPMXlLluKKKqqgqTJk2Cq6srYmJiMHHiRKxYsQK7du36KP1pKCwtLQHUymvLkPnrKBMjVHQPywZrRWWio6MxcOBAZoAiIkgkErmJqZ+fH/Lz8+V2N5hBKDU1FTdu3GAuGBoaYunSpZg2bRoSExNRVlaG8vJynDx5ksmjpqaGsWPHYsOGDSgpKWHtOctWIxoaGpg5cyZevnyJefPmwdzcHB06dFDYeWVwOBy5AwwikYh1sIDD4WDo0KEQi8X1bv3k5eUxBxNU/Ge8evUKxcXFrAMFinBzc4OVlZXSbVJHR0eYmJggOzubSauoqEBxcTF69erVoG1WxO7du+Hi4oL+/fszae8eWklLSwOPx2MdulCEu7s7qqurWROhly9fwtzc/KOuGGxsbFBRUcF68TZv3hza2tpM33R0dDB79mzs378f3377La5fv44vvviCZZBWRHJyMq5evYqFCxfKzbA/B3x8fNC8eXOm7w4ODpBKpayVeFlZGaRSqVL78fnz5xEfH4/+/ftDW1sbv/76K3x9fbF9+/a/7YD9KWnfvj3Mzc2Rnp7OpOXn54PH46FPnz4Ky7i7u0MgEDBbeUDtNpympibrgANQO1inpKSwDvBwuVy0adMGWVlZrPe2ubk5DA0NGR81Jr/sf4RCISIjI+UePjs7O1hbW8PAwABcLhenTp1CQUEBK0/btm2hq6vLzPTU1NRYy9ahQ4fCwcEBkZGRGD16NJMuy/e+U2pCoVBuGSg7mFB3623ChAlwc3PDqlWrFO5dPn/+HFeuXGHKcLncf9QN9blx/vx5dOvWTW7G8+6WRWZmJlxcXJgTTESEnJwcZqbVtGlTBAQE4MKFC0yZxMREWFpasvaZG4Ndu3ZBV1cXgwYNYtQ5o6OjWQ8gUGto7dGjh9xWHJ/PR05ODnMPDx06FNra2qxTV7dv38aoUaM+qj3B19cXPB6PNTHk8/kwMzNTeJBgxYoVkEgk2Lhxo9yBn7qkp6fjr7/+wuLFixkbXmFhITIzMxupJ38fiUQCKysrRt67X79+sLGxwf3795k8CQkJaN++vVL7XllZGfT19aGjowOgdpt12rRpUFdX/0edqrW2tsbw4cNZhwKSkpLQpEkT5sSqUChEdnY289z269cPbdu2RWxsLFMmNjYW3t7eaN26Nav++Ph46Ovro127dqz0cePGISMjg3UY59WrV+jTp4/8joDsrHZ8fDwZGRnRlClT6MGDB5Senk5nzpyhbt260e+//05ERCUlJdS+fXvy8vKiS5cuUXp6Ot25c4d8fHxo4cKFJJFIiMfjUXR0NNnb29OLFy+Ys+Tr16+nYcOGkVQqJYlEQgUFBTR69GgCQJGRkVRZWSl3vj0nJ4e8vb0JAB0/fpzxzRAIBJSYmEhmZmZka2tLT548IaFQSES1zqru7u5kZ2dH4eHhFB8fT4mJifTHH3/Q9u3b6e3bt0RElJWVRU2aNCE/Pz85HwoV70cikZC/vz9dunSJlf727Vvy8/OjadOm0c2bN+ncuXM0depUSk5OZvKkpaWRgYEBy6Hw5cuX1KNHD4qOjqanT5+Sv78/RUVFNVr7hUIhLV++nHR0dMjJyYkcHR3J0dGR2rRpQ/7+/iQQCJi8AoGAfHx86NatW3L1/Pzzz2RoaMjyudi/fz/5+vrS8+fP6ejRo+Tr60v5+fmN1hdFSCQSmjRpEg0dOpT4fD6JRCKaOXMmhYWFsfLx+XzaunUr+fj4yPnrXbt2jTw9PenJkydERPT48WPq2rUrBQUF0ffff09z586ladOmUa9evZT6nHwMdu3aRTt27KCcnBzKz8+nFStW0MqVK1l59uzZQx4eHlReXk4lJSXUp08fOnToEHN99+7d5Ovry7wfMjMzycHBgaKjo4mo9n5ZvHgxrV+//uN1rIHIzMwkd3d3ioqKotTUVBo6dCgdP36cuf7HH3+Qnp4excXFMWkxMTHUq1cvevToEV2+fJm8vb3p6dOncnXPnDlTzkGVqPb7+vrrr2nMmDGUnZ1N9+/fJ39/f+Zeqgsj7/3q1Ss8f/4cRITExESUlpZCV1cXfn5+zGyhvLwcN2/ehJGREe7fv4+ioiJwOBz07NkTQ4YMAZfLRV5eHuLj41FaWooWLVrAxcUF+vr6KC0tRXl5OWxtbSEUCpGcnIxnz55BKpXC0NAQXbp0QcuWLZnBUSAQ4NGjR4wdQU9PD66urmjevDlKSkpw//59ZrZqZWUFNzc3ZplXVVWFM2fO4ObNmxCJRGjevDl69uyJfv36QUNDA1KpFA8fPsSTJ0+grq6O7t27vzeEhwo2shBPP/74I2ubTSgU4tChQ7h79y709fXh7OyMgQMHMnvTQO1W29q1azF06FD07Nk113uwAAAgAElEQVSTSc/KysKxY8fA5XLRu3dvuLq6Nlr7eTweTp8+DYFAILcadnZ2RufOnZm/i4qKsGnTJoSGhjKGXhlxcXE4c+YMFi5cyNpmuHTpEh48eAALCwsMHz78k5yqqqqqwubNmyGRSGBoaAhtbW0EBwdDS0sLVVVViIuLQ1JSEgwMDBAUFCTnS3Tp0iX8+OOP2LdvHzp27IiwsDDEx8dDKpUy3xkRoXv37lixYsUnORBERFi7di2OHTuGdu3awc7ODs7OzggICGBtFUqlUuzZswdpaWnQ1NRE165dERgYyFzfvn07oqKicOLECZiZmQGoPb4dGRkJOzs75j01atSof6SLR2ZmJo4fPw4Oh4NevXqxVoBPnz7FoUOHMGvWLNYqJS4uDjdu3IC+vj6GDRsm5yMlkUiwatUqjB8/ntnlqItQKMSJEydQXFwMbW1teHl5ya2kAIAZhFSoUPHfSVVVFbhcLnR1dZk0kUiEsrIyGBkZyfn+1EUkEin0C/ncqKmpgUgkktsafhcejwc1NTWFA4lEIlF4YqyiogJaWlr/yMHnn4BqEFKhQoUKFZ8MlZ6QChUqVKj4ZKgGIRUqVKhQ8clQDUIqVKhQoeKToRqEVKhQoULFJ0M1CKlQoUKFik+GahBSoUKFChWfDLnATyKRCJmZmSAi2NjYQEdHB5WVlXLn7zMzM1FTUwMLCwuYmpqioqIChoaGqK6uhlAohKamJrS0tOqNLSWVSsHn8yEUCqGurs76jKqqKgiFQmhpaUFXV1fOEU4WcFVbWxsCgQDq6uoQi8VMFOOamhro6OhAR0cH1dXVEAgE0NbWhlQqhVAohKGh4WcZ9+qfgKLow/T/gWZlvhR8Pl9heJO6viqKKCgoAI/Hg62t7UdzfiwrK0NlZSXMzMwUtk8gECA/Px/6+vqMI+OHkJ6eDgMDA5aWy6emsrISOjo6rHtfFrFcFqLmn4xUKn1vtHIi+rfvrYqKCujp6SmNQP058+88W7KYce8Lvsvj8ZCbmwtTU1M52QgZWVlZ4HA4sLGxYX0+6y2ckpKCsLAwmJubQ0NDA0VFRSAiBAYGIiAgAECtp/yPP/4IPp8Pc3NzFBQUQCKRoGvXrpg/fz5yc3Nx8OBBnDlzBl26dEFERIRSZ7eFCxfi4sWL8PX1xbhx41gxrbKzs3HixAlER0eja9eu2LFjB6ue4uJinDt3DpGRkRg1ahQ8PT2RlJSEiIgIVFZWYsyYMRg1ahSaN2+OnJwcHD9+HCdPnoSJiQmmT5+OQYMG1as7pEI5q1atwpEjR5gbicPhQE1NDd9//z0mTJiA27dvY8aMGUwsKtl1Z2dnhXoiMvbt24f79+/DysoKFRUVWLp0KaPW2hhIpVJs2rQJO3fuRHZ2Ntq3b49Vq1axROvu37+PZcuW4dGjR1BTU8PixYsxY8aMel90ZWVlWLp0KUxMTFBWVoZu3bphwoQJn0xiRCAQIDo6GhkZGWjdujX8/f2hrq4OkUiEP/74A69evYKOjg4kEgmCg4PRtGnTeuvLysrCkiVLmIlI69atsXLlynqdXhubW7duYePGjSgqKkKfPn2waNEiuYlzcXExTpw4gdzc3L8V4aGyshJRUVHIz8+Hvb09Bg0a9I8bhPbu3Yv4+HhYWlqioqICS5YsgYmJidL8NTU1WLFiBYDahYmNjQ1mzpwp12+xWIy9e/ciOTkZ7u7ucHV1lRuEbt26hUOHDsHJyQldunSBtbU1ux5Z/J6Kigrq2bMnhYeHMzF9UlJSqF27dnTgwAEiIpJKpTR58mSaMmUKozP/9u1b8vLyopCQEKbc69evydjYmDgcDt24cUNhPKNnz56Rvr4+aWhoUGJiosI8AoGAJk+eTABo2bJlctdLSkpoyJAhVFBQwKR5e3uTqakplZeXs/JmZ2eTgYEBBQYGKvwsFR9GdnY2eXp60rx582jVqlUUFhZGy5YtI0tLS7p9+zZJpVL65ptvaOzYscz1NWvWkIuLC82bN09pvadPn6ZOnTpRYWEhERHNmzePpk6d2qh9OXHiBI0dO5auXr1K0dHR1KlTJzI0NKTHjx8TEVFxcTEtX76cbt26RcnJyTR8+HDS0NCgpKQkpXVKJBIaP348zZo1i6mjW7ducjH2PhZ5eXk0bNgwmjVrllz8uk2bNtGkSZOooqKCxGIxRUREkK+vL1VXV9db57Jly8jJyYlcXV3JxcWFNm7c2JhdeC8JCQkUEhJCe/bsodmzZxMAmjlzJitPeXk57d69m/T19cnHx+eD637+/Dn179+flixZQsXFxQ3d9I/C6dOnycnJiYqKioiIaNGiRfTll1/WW2bBggU0evRoIqqNA+fl5UW7du1i5amqqqIxY8bQ+PHjKS8vT2E9O3fuJFdXV7p586bSz2IGoXv37pGuri7dvXuXleHcuXN0+PBhIqodcJo1a0Zbt25l5Xnx4gWtWbOG+TsvL48GDRpETZs2pYCAAIUfHBoaSq6urmRkZCQXOLEuO3bsoGbNmhGHw2HaIaOyspK+/vprKikpYdJGjBhBbdu2JT6fz8qbl5dHFhYW9NVXXyn9LBXv58GDB5SamspKS05Opn79+lFNTQ2VlJQofOH6+PgonZAIBALq0qULffvtt0zao0ePyNTUtN4X/n+CSCSiPXv2UEVFBZN2//590tDQoJ9++omIiEpLS1n3VmJiImlqatKVK1eU1hsbG0s6Ojp0//59Jm3u3Lk0YMAAJsjux6K0tJTc3d2V3vNOTk60Y8cO5u83b95QkyZNFAaZlJGWlkZz585l/pZNRj8lcXFxrN9x7Nix1L59e5JIJHJ5hwwZQgMHDvygerOyssje3p4WLlzYYG392NTU1JCzszNrUE5ISCBjY2O6d++ewjIvX74kPT09+uuvv5i0LVu2UNu2bZlgz2KxmIKDg8nV1VXppOXkyZNkampKt2/frreNzJ6CkZERRCIRFi9ezJJ97d69O7p27QqgVnHP0NAQmzZtwp07d5g8zZs3h4+PD/O3SCRCq1atMHnyZPz111+ssPZAbbDUN2/ewNfX973aPgKBAKGhoejZsydmzJjBCsf+/ys5ub/rW2a/m1/F36Nbt26wt7dnpR0/fhxubm7Q0tKCsbGxnChaQkICqqurlQYkff78OR4/fowuXbowaVZWVlBXV0dUVFTDdwK1MiITJkxgbdm0bdsWlpaWzLaSsbExa8uioqICffr0kdNUqUtMTAw0NTVhY2PDpDk7O+P69esK5UUak9DQUBQUFGDnzp0Kr5uZmWH//v2M9lFsbCyaNWumVOyMiLBt2zbExcXh4MGDKCoq+iy2pXr27Mn6HU1MTODt7a1wy/RD479JJBLMmjULhoaGWLt2bYO19WOTlpaG5ORkdOrUiUlr06YNiAjnz59XWObSpUsQCARo1aoVk+bs7IwXL17g8ePHAIDTp0/j4MGD2LJli0I7amFhIWbPno2JEye+V2+M+ZXatWuHBQsW4OrVq+jduzd27tyJ6upqmJmZMSJ0enp6WLFiBbKzs+Ht7Y3FixejoKAAWlpajHaHDLFYjClTpjCCUHU5cuQI/P39YWBg8N5BQSqVolmzZjh48CB0dXUxceJElkZFfeXq/lMNPg3DuwN8TU0NYmNjMWzYMIXXAeDcuXPo2bOnUsN3WloaiIhl9NfR0YGBgQFLjKsh4XA4crZKWVR2mc6KDKlUitzcXOzZs0cuavi7PH36FHp6eqw85ubmkEgkyMrKasAe1E9aWhp2796NgIAAXL58GWvXrsXp06dZWk+LFy9GcnIyRo0ahXPnzuHs2bPYvXu3XDRtGeXl5cjLy0NRURG++uor9OjRA2fOnPlYXfogsrKyIBKJEBYWpvD6h74H7t27h+joaAQGBuLEiRNYu3YtS5Pnn8KLFy8gEolYCrJaWlowMjJS+mylpKRAS0uLdQ/L/j8jIwNEhK1bt6JZs2Z48uQJgoODMXToUJYeWFRUFN68eQMLCwssXrwY/v7+WL9+vUI5dWYQ4nA4WL58OTZt2oSamhrMmDED3t7euHz5MquA7EextrbG2rVr0bNnT+zZs0cuHL5YLIatrS1GjRqFP/74AxkZGQBqw+InJydj0KBBLNXH+qipqUGbNm0QERGBjIwMTJs2DXw+X+EsTE1NDfn5+Zg9ezZCQkIQEhKCb775Bj/88AMqKiqY2ZFUKsWpU6cwYMAABAcHqyTB/01SU1MBQG4SIkMsFuPWrVvMwRZFyKSH60ohcLlcqKur4+3btw3Y2vo5fPgwRo4cKbfSe/jwIaZPn47IyEjMnj2b6bMiZKen6j7Asvv0XaG8xuTy5cuoqakBl8uFmpoaRCIRgoKCsHTpUiaPl5cXDh8+zCiqBgYGKlUaBWpXhsePH0dCQgLOnj0LAwMDjB07Vm6n41MgkUjw+++/w8/PD6dOnWK9EP8dzp07BzU1NQiFQhgYGKC4uBhDhgzBL7/80kAt/jiUl5cDgNwhBDU1NeTk5Cgto6enpzAieWFhIUpKShAfHw8nJyd0794dP/zwAwwMDDB8+HBGCO/cuXMwNzeHs7MzgoODMXz4cCxatAgrV66U/0BFe3Spqan05ZdfEgDS0tKio0ePyuUpLCykxYsXk76+PgGgpUuXMvvDWVlZNGnSJCKqFctTU1Oj+fPnE1GteNQvv/xCRERhYWGkra1dr01ow4YNLHGzX375hQDQnDlzqKamRs4mFBAQQHZ2dpSbm0slJSXMv2fPnpGZmRlNnDiRiGqNateuXaPU1FTy8fGRM7qp+DBWrFhBS5cuVXr90aNH5OnpSTweT2meY8eOEQCWLam0tJRatWpFw4YNa9D2KiMlJYWCgoIYUbO6SCQSevv2Le3du5c0NTVp8uTJSusZOnQo2dnZsewRp0+fJgB08uTJRmm7IqZPn06GhoYsg/GsWbNIQ0ODsfmIRCJav349rV69mtq2bUumpqZ0/vz5D/6MnJwcatmyJU2ZMqXB2/93kUqllJ6eTsePH6cOHTqQvr4+paSkyOX74osvPsgmNGTIELKzs2PdtyNHjiQjIyPKzs5u0LY3JsePHycAdPXqVSatpqaGmjdvToMHD1ZYZvr06WRubs46iJGYmEgAaNu2bfTs2TMCQHv27GGu5+XlkZGREY0fP56kUik5OjqSt7c3q96RI0eSqamp3CEGZiVUUlKCoqIiAIC9vT0OHTqEU6dOQU9PDz/++CMqKyshEAiQnZ0NALCwsMDq1asRGxsLR0dH/PTTT0hJSZEb5JydneHn54cDBw7g5cuXiI2NxahRo+obvOtl1qxZmDZtGjZv3oxt27Yp3PdVU1ODmZkZTExMWP/q5tXT00O/fv1gb2+PqVOnKpX5VaEcoVCI27dvw8/PT2kemSx2fT4oVlZWAIDq6mpW3TKfhsbm7du32LNnD5YvX67Qx4HL5cLU1BTBwcEYNWoUHj16pFQW3traGnw+n5EuB2pnlhwOhyXa2NjIfOHq2kACAgIgEonw/PlzAMC6devw+PFjLF68GOfOnYOlpSW+/vpr5ObmftBnWFtbY+7cuXjy5InS7+NjweFw0Lp1a4wcORKRkZHg8Xi4d+/ev10fj8eDgYEBa7clICAA5eXlzK7OPwFra2twOBxmRQTU7ixVVlYqFJgDgGbNmqGmpgY8Ho9Jq6qqAgC0atVK4TvX0tISnTp1Ykwlampqcvn69u2LqqoquV0nJteLFy9w6dIl1sXhw4dj5syZyMzMRFVVFaqqqnDs2DFWni5dumDdunUQCoWsm7euD8mcOXPw9u1bTJo0CY6Oju91fKoPLpeLjRs3wsvLC4sWLUJqaqpCP6R3HwpFD4lIJML+/fsRFRX1H7Xpf5WUlBSIxWKlW3EikQg3b95k+d0oonPnzrC1tWVejkCtT0dJSYncIYeGpqqqCtu3b8fEiRPRvn17Jr2u7aQuMj8HZX5CPj4+jOOejKdPn6JVq1Zo27Ztwza+Hjp06ICioiJmqxOoPYigp6cHXV1diEQiREREwNPTE0Ctsfrw4cMoKipCXFzcB3+O7CDD+xxEPyZOTk5o06aNnAru36Fjx47IyclhvYjNzc2hq6v7j/Iv7NixI2xtbVkLhDdv3kAoFGLAgAEKy3h7e0MsFrNsmM+ePYOJiQlcXFzQpEkTWFpa4tmzZ6xyenp6aNWqFTgcDrp27YqXL1+yTC66urpo2rSpnPM2686JiIiQ24MXCoXo1KkTTE1Noaamhj///BOJiYmsPDLDl+wh5nK5rB/Pw8MD7u7uSExMZEnqcjgcCIVCiMVihV+GrO53Xwh6enrYs2cPbGxsGInxuu2trq6Wsxepq6tDIpGwDJMcDgft27fHmzdvEBoaqrQNKhQTExOD3r17K3VSfPr0qcJBSigU4sKFC8yetIGBAcaNG4dz584xea5fv47OnTujX79+jdb+6upqhIaGomXLljAyMsLLly+RkpKCDRs2oLi4GAKBAAUFBUx+iUSCx48fY8qUKUxadnY2Ll68CJFIBAAYMGAArK2tmb1xIkJsbCymTJnyXtXPhsTPzw9qamose01hYSGaN28OZ2dnEBE0NDRYz07nzp3RoUMH5rSTVCplzVrFYjHLsExEiIuLw7Rp0z5Cjz6ct2/fwtzcnCUdL4PL5So8PCNTmpUhW/W8ePGCSSsoKICjoyNrsvK5Y2xsjAkTJrBsZHFxcWjXrh369+8PoHbCd/78eWYnolu3bnB3d2c9j1euXEFgYCCaNGkCIyMjjBkzBpcuXWLe3Xw+H/n5+Rg3bhwAYNKkSSgoKEBSUhJTx8OHDzFs2DDWIQkA/7IJJSQkUIsWLSggIID2799PFy5coDVr1pCHhwfduXOHiGr9hFxdXcnDw4O2bt1KFy5coF27dlGfPn0Yh9bKykrav38/2dvb0/3790kgEBARUWRkJOPAJxaLKSMjg4YNG0a6urq0bds2Ki0tZe0TSiQSysjIoMGDB1NISAjLIVXGtWvXqG/fvlRRUUECgYASEhLIwcGBTExMKCoqijm/XllZSZGRkWRoaEjdu3enxMREln/D3bt3KSgoSOH+qArF1NTUUL9+/Vj+MO+ydOlShfai1NRUAkCrV69m0kpKSmjUqFG0YcMGOn36NA0fPpwSEhIape1ERHw+n6ZNm0YGBgbUvHlzsrKyImtra2rSpAmzr33y5EkyNzen8ePH0+7du2np0qUUERHBqicsLIwA0LNnz5i0GzdukK+vL0VHR9O6deto2rRp9drEGot169ZRr169KCMjg3Jycmjs2LEUGRnJXN+xYwd5enrSs2fPqLS0lKKjo2nSpElUVVVFRLXOvBYWFozv4NGjR8nOzo42bNhAZ8+epeXLl7PsAp8CqVRK8+fPp4kTJ9LNmzcpPj6eQkJC5HwKJRIJFRQUkJubG9nb21Nubi7rHbBs2TKysbFh7BVSqZS+++47Gjx4MGVnZ1N6ejp98cUXdPHixY/av4agvLycRo8eTevWraM///yTRowYwXq2Dh48SABYDqUpKSnk5eVFR48epfDwcJowYQLLRlRaWkojR46kBQsWUGJiIi1dupTWrl3L+tyNGzfSoEGD6NatW3T06FGaMGEC44xeF0beu7CwEHw+HxKJBImJiSgqKoKZmRn69evHLJ+qq6vx5s0bmJiY4P79+8jJyYGuri7c3NyY2UF+fj6ys7PB4XCgrq4OOzs76OvrQyQSQSgUQk9PD0KhEC9fvmT03qVSKZo2bcryrRCLxXjx4gUzOpuamjJLvbo8e/YMdnZ2TJ1isRgcDgdSqRStWrWCmZkZ8vPzkZOTAy6XC4lEAk1NTVhZWSE/Px/t27dHTEwMpFJpvSe4VLCpqKjAmTNnMHLkSKUrodOnT8PBwQF2dnasdIFAgLNnz8LZ2Zll8xEIBMyqonfv3rCwsGi09gsEAqSkpDD3igwiQsuWLdGkSRNUVlbi6tWrKC4uhpGREZydneX20V+9eoVHjx7Bz8+PZX959eoV7t27h6ZNm6Jfv36fLGRPdHQ0nj9/DgMDA3To0EFuZXn58mWkpqZCV1cXenp68PX1ZY5oJyUlITw8HIsWLUKLFi2Ql5eHHTt2ID09HY6OjvDz82N8CD8lp06dwrFjx6Cnp4eOHTtiwIAB6Ny5MyuPQCDA9evXkZycDKlUCgcHB3h6ejKrvrNnz+LKlSsICwuDnp4egNp74ciRI3jz5g0MDAzg4uKi1Nftc0f2bAmFQnh4eLBCM+Xn5yMuLg7e3t6s1XpeXh5iY2NhYGCA/v37y/lYicViXLt2DWVlZWjZsqVC/7lHjx7hxYsXMDAwQJ8+fRT6FDGD0P8aubm5WL16NRwcHODi4oJu3bp9Fo53KlSoUPG/xP/sIKRChQoVKj49n8+RFhUqVKhQ8T+HahBSoUKFChWfDNUgpEKFChUqPhmqQUiFChUqVHwyVIOQChUqVKj4ZKgGIRUqVKhQ8clQfzchOzsb9+/fh1QqRdeuXWFubo6qqiqW0FVFRQViY2NRVVWFtm3bwt7eHgUFBWjVqhXevn2LwsJCaGhowMjIqF6Hw/LychQVFUEkEsHU1PS92vYfilAoxLNnz3Du3DkEBQXJBcGsqqpCdnY2iAjGxsZMAM265bOyspgwPwYGBhCJRKipqYGGhgYEAgFMTExgZWUFHo+HrKwscLlccLlciEQiWFtbK9Vk+W8kJSUFubm5SuMC5uTk4Pnz5zA1NWUJ19WluroaeXl5jCih7L8GBgYNdl8ogohw//595ObmwsnJSc6xFviXQ6qVlRXc3Nw+yPH04cOHyMzMRNu2beHg4NAYTf9ghEIhE66KiORiqhUXF0NLS+tvhxWqqKhgyW98LggEApSUlMg913WRBdI0NTV9byy4uvHPFH1//xTu3LmD8vJy9OjRA8bGxh9UpqSkhHm2FREfH4+CggJ0795d7l2fmZkJoVDIep7V1NRgY2PDjvdZN3zCmTNnyNvbm3755RcKDw+noKAg6tKlC/3+++9MntTUVPL19aXQ0FDatWsXhYSEkLOzMy1evJiIiF6/fk1hYWFkZGRE7u7uSqVfJRIJDR8+nIyMjGjZsmWUlpZWT+CJv0dubi5Nnz6dACgM/VJcXExRUVHk5uZGLVq0oLi4ONb16upqunbtGrm5udGcOXMoOTmZ4uLiKCAggIyMjGj27NlMOPzS0lI6efIkdejQgZo2bUo7d+5Uqrf+34ZM8mPFihWUkJAg91vz+Xxavnw5BQcH08WLFxmNe0XMnTuXdHR0yMjIiIyMjMjY2JiMjIzkQoE0JHw+n77//ntydXWlJk2akJmZmZxsyYkTJ6hXr17Url070tLSohkzZjChqBQhEAho1qxZ1LJlSzI1NSUdHR1avHgxiUSiRutHfVy7do06duxI7dq1o3bt2tE333zDyExkZWXR+PHjqXnz5mRtbU0bNmxQKIldF4FAQLdv36Yvv/ySQkJCPkYX/jZz5sxRKlNQVlZG69ato8WLF9Px48frvSeJiKKjo8ne3p7at29Pbdu2pbCwsMZocqMiFArpu+++o4ULF9KhQ4coKCiIUlNT6y3D5/Pp999/JwcHB/ryyy/lrkulUgoNDaXZs2fTb7/9RqNHj2a9ax8+fEjGxsZkaGjIPNNGRkbk4uJC5eXlrLqYQaigoIDatGlDZ86cYS6WlpbSwIEDaf/+/URUG/Nt4MCBtGzZMiaPRCKhmTNn0rfffsukFRYWkrW1NQGgI0eOKOzk7du3SUdHh3R0dFhxtxqKx48fEwB6+PCh0jyXLl0iANSuXTt69eqV3PU5c+bQ9evXmb937NhBAJhYWnXx8/OjZs2aUU1NTcN04DMnLi6O7O3t6dChQwqvl5WVkZ+fHwUHB1NFRUW9db1584bGjBlDf/zxB50/f57Onz9Pp0+fJnt7e7p161ZjNJ+IiK5cuUInTpygmpoayszMJCcnJ3J0dCQ+n09EtRopW7dupcLCQuLxeDRv3jwCIDdpqcuRI0do3rx5lJmZSRkZGfTVV18RADp+/Hij9UMZQqGQgoODKTg4mGbMmEHTp0+na9euEVHtRCs0NJSioqIoLi6OgoKC5DSdFFFcXEzHjh0jU1NTCgwM/Bjd+FvExMSQjo4ODRgwQO7ay5cvqVevXrR48eL33pNEtd/RxIkTaerUqTR9+nQKCQmp933yubJlyxbq3r07MxHavHkz9evXj4RCodIyFRUVlJiYSK1bt6YxY8bIXT98+DB17NiRKisrmb+dnZ2ZuIOrVq2iJUuWUExMDJ0/f54uXLhAX3/9tUItLmYQiouLI01NTTp37hwrQ1xcHPMAFRUVkaWlJYWGhrLy5Obm0tatW5m/s7Oz6YsvviB7e3vq1asXK1AgUe0oOnfuXPL19SVDQ8N6Re0+BKlUKpeWkpLy3kHowYMH1LNnT9LW1iYvLy+5IJOLFi2i2NhY5u9ff/2VuFyuwtXVkCFDqGXLlkpXfv9NvHnzhmxtbWnlypUKr0ulUvrqq6/I1dX1gwJ3vnjxQm71mJKSQn369GnU7/PdGdny5cvJycmJaTOPx2M9qCkpKaSnp8cE9H0XqVRKZ8+eZfU5Pz+fLCwsaPbs2Y3Qg/q5cOGC0pl7WVkZvXnzhvn7zZs3pKury0w434e3tzd98cUXDdLOhiIzM5OmT59OgwYNIk9PT9a14uJi6tatW72ChO8SFRX1yQO0/qeUl5eTnZ0dLVq0iEl7+vQpGRgYUExMzHvLe3p60ujRo1lpAoGAunXrRl9//TWTlp2dTWZmZhQZGUkSiURhYONx48bRqVOn5NKZgwnNmzeHnp4eZs2axdIV6tSpEyP4ZmBgADs7O6xfvx4RERGMxIKFhQUGDx7MlJFKpWjSpAlCQkJw+/ZtXLt2jbVX+OjRIyaQniwEvjJKS0uxd+9ehIaG4ttvv8WDBw+YaxcuXEBYWBhWrFiB5cuXs4SbPoSamm8nUTsAACAASURBVBr4+Phg06ZNuHz5MubPn/9BGvTq6nKmtE8WoPJTsHr1aojFYkyfPh1FRUUsATcAuHjxIg4dOoQlS5ZAIBCwQuQrok2bNrC0tGSlHT9+HD169FAY8LCheNeeUVxcjB9++IER4NPR0WHtXb969QpBQUFKJbA5HA78/PxYAn6GhoYwMzOT619jIxAI8NNPP2Hnzp2YO3cuHj16xLpuZGTEChgsEAjg5OTE6Au9j8/tfheJRNiyZQsmT54MKysrOf2wNWvWoLCwEJs3b/6g+qqrq7Fu3Tr89NNPWLx4MdLS0hqj2Y1OamoqMjIy0K5dOyatRYsW0NDQwI0bN95bXtH78NWrV0hOToa9vT2TZmVlBUNDQ1y7dg1cLlcu0OubN2/w+vVr9O3bV64+ZhCysbHB1q1bkZmZCR8fH0ybNg0vX76Evr4+c7NqaWnhl19+gYmJCaZOnYohQ4YgLi4O6urqaNWqFatioVCIcePGoWnTpti8eTOrM7///jsCAwOhoaFR70u/rKwMU6ZMgampKb799ltUV1fD09MTOTk5uHTpEoKDgxEQEIDp06fj6NGjWLFixfu+UzmEQiFmzJiBkJAQ7NixA+Hh4e8tk5mZifT0dNa/qqoquQfz5cuXSE9P/9tt+pzJy8vDkSNHYG1tjQMHDmDSpEnw8PBgxA6JCHv37oWmpiaSk5Mxb948eHh4YN68eSyNqfoQCoW4desWhg4d2phdAVDb3rdv32Lr1q14/vw5Bg4cKJeHz+cjNjYW69atw8iRIxVOQpSRm5sLoVCIESNGNGSz30tlZSV69OiBTp06YefOnejTpw92796tNO+ePXvw/ffff1T114bk999/R8uWLeHi4sI6SADURoneu3cvevbsiaioKEyZMgXfffcdS7TtXcrKytC3b180a9YMP//8M3r37o2TJ082djcanNevX4OIYGZmxqSpq6vDwMDg31aIzcrKglAoZOkCcblcGBoa4vXr1wrLXLx4ER07doSJiYncNdYR7fHjxyMmJgaurq7YvXs33N3dsXHjRtZqxdXVFVeuXEFAQABiYmLQr18/hISEyM12pVIpTE1NMXXqVMTExCA+Ph4AkJ6ejvz8fHh4eEAoFNbb2YiICAgEAgQEBMDCwgILFiyAv78/OBwOqqqq0LdvXzg6OsLS0hJdu3ZlrZI+FNkguH79enh5eeG7777DxYsXFeaVnfI4fvw4wsPD8euvv+LXX39FeHg40tPTmSjcRISzZ89i4cKF8Pf3x4EDB/52uz5XkpOTUVZWhuHDh2PatGk4duwYOnXqhIkTJyIxMRECgQAJCQlwdXXF+PHjER4ejtDQUGzcuBEbN278oM94+vQppFLpRwmbT/8vOnfixAlcunQJQ4cOlZMffvXqFQ4cOICkpCQEBQXhypUrH1x/REQEvvzyS9ZM9GNgbm6O1atXIyYmBsnJyejbty++/fZb3L59m5Xv6dOnmDFjBtatW4fQ0FCWCN4/hadPnyI+Pl6puN7t27dRXl6ONm3aoGvXrhg7dixOnz6NgIAAud9aRrNmzbB+/Xpcu3YN8fHxaNOmDYKDg5GamtqYXWlwZBO/d0/rcrlcFBcX/0d1vnvCTk1NDcXFxQpVrC9cuAA/Pz/FFSraB6ysrKRNmzZR06ZNCQCtWbNGzu4iFovp6NGj5OjoSABo9OjRzF54VlYWTZo0iYiI0tPTSV9fnzlhsWbNGkZYKywsjLS1tRXahKRSKfn6+tKcOXMUNZGIiEQiEV24cIE2bdpELi4uLGPkh9iEYmNjWXulmZmZZGdnRzY2NvTy5Utavny5QptQUlKSXF1Dhw5lbEJSqZSxcURHR9NXX32ltA3/NA4fPixnnE9JSSF1dXUKDQ2l8vJyMjMzo5kzZ7LKubu7U/v27eXsg4pYtWoVc9ryYyEWi2nDhg0EQE4QTcbdu3fJ3NycAgICFNoh3+X+/fs0depUxlj7KSktLaUOHTrQN998w0qXib0dPnyYDAwMaNCgQR/Ut4EDB34WNqGqqiqaNWsWJSUlkVgsJpFIRGPGjKE+ffqQSCQiqVRKGzZsIC6XS0+fPmXKRUVFEQCWyF995ObmkrW1tVI76OfKqVOnCABdvnyZSePz+WRtbU3Dhw9/b/l+/frJ2YRu3LhBAOjYsWOsdAcHB+rdu7dcHVlZWdSrVy+WKF5dmJVQdnY2szzT19fH3Llzce3aNbRr1w6bN29GWVkZeDweI9eqpqaGUaNG4fr16/D398fRo0cVzqJat26NsWPHIioqCtevX8fz589Z9iNlEBHKy8sVjtYSiQSFhYWYOnUqkpKSMH78eHTp0uW99qX30aJFCxw6dAjl5eUIDg5Gfn6+Qo0hRXLk9I5suMwGYGhoiPnz5/9H7fqckPmS1N3yaNGiBSwtLVFSUgINDQ1oa2vLrXK7deuG8vLyeqXcgdrfNjY2Fv7+/g3f+HpQU1PDjBkzYGdnh8zMTIV53Nzc/o+9946K6ur+/9/TgKF3BBEUFUQpRo2xYW8JltiiBvXR2LsSk9gSa4y95QlGJfYOapSIolgogoKodEGklwHpA0yf/fuDz9zHEbDFxOT7u6+1XMu59/R7OeeevffZGxMnTkReXt5rdYe5ubk4c+YM1qxZwwRJ+5CYmppi6tSpyMrK0rrO5XJhbW2NL7/8EvPnz0d8fDwTSPLfwN27d3H8+HHMmjUL3bt3R48ePXD9+nU8evQI3bp1w9OnT6GjowMul6v1zDp37gwjIyNkZGS8UT22trYYNWpUg/H7p+Pg4AAul4uysjLmWm1tLcRiMdq3b/9OZTZv3hw6Ojpac7NEIkFFRYWWnkjDzZs34eLioiUSfBFmEcrLy8O1a9e0brq6umLu3LmoqqqCXC6HRCJBQECAVhoLCwssX76cEZFpeFE/MnfuXKjVakydOhW9evVqsDVs7A+ay+WidevWCA0NhUgkYq5nZWUhKSkJmzdvRkZGBpYtWwYrKytwOJy3VpY2lqdHjx745ZdfEB4ejtOnT2tFE9Skfd0EpOH333/HggULcPPmzTfO80/H09MTBgYGSEpKYq7x+Xzo6uqiXbt2EAqF6NixI5KSkrT6zOPx0LZt2wbRGV8mMTERCoUCnTt3/sv60BT6+vqws7ODq6trk2kcHBzg4uICLrdpZyOlpaU4cuQIli5dyhzelclkH3xy19XVbfLQIQB06tQJDg4Of6kxyPvGw8MDv/32G5YtW4bvvvsO3333Hdq3bw8HBwcsX74c1tbWcHV1hVKpRGFhIZNPT09PS9/9Jujp6b1y/P6JtG/fHm5ubow6BKjXE6lUKgwdOvSdynR0dESPHj0QExPDXCsoKEBNTU2jH48hISGv1O8yf0l8Ph979uxpYEWTmJiIgQMHwtLSEjweD5cuXcLZs2cbpGnTpg0TUletVuP58+fMfXd3dwwdOhQymQyff/45c13jhUAqlTbauMmTJ0MkEmHmzJm4d+8ebt26hW3btsHS0hLp6emorq5GZWUlUlJS8PDhQ1RVVSE5OVlrR/QqZbhUKm3Ucmvy5MlYsWIFqqurtSbS2tpaqNXqRtsrlUobfP17e3vjxx9/xIEDB1BRUdFkO/5NtGjRAlOnTsXp06eZXU1CQgLMzMwY5fvixYuRmprK7JoVCgUeP36MRYsWAahXhG/evBkPHz5sUP7Vq1fRvXv31y5W74P4+HjEx8czv0NDQ+Hg4IAhQ4YAAIqLixEeHs487+fPn+P+/ftYsmQJk+fBgwfYsmUL8wEmEokwb9486OjoID4+HkFBQbhw4QKWLl36zjL4d6GkpARpaWlavxMTEzFnzhwA9X+jYrFYK8+DBw/w5ZdfMgusWCzG/fv3G33f/ynWcc2aNcOoUaMwZswY5p+DgwOsrKwwduxYmJqaolu3bvDw8EBISAiTr7CwEGZmZsxEXFxcjNjYWMbi90XJEFA/cVdWVmLy5Ml/bwf/JHp6eli0aBFCQ0MZK9bg4GD069cP3bt3BwCkp6cz1oMvo1QqG8xrfD4fixcvRnR0NKNTu379Ojw8PDBo0CCttPn5+SgqKkLPnj2bbCNv7dq1a4H6P7CYmBjExMTg8ePHSE9Ph7+/P6qqqrBnzx6YmZmhrq4OUVFRSEpKQnR0NJ49e4aLFy/i9u3b2L17N1xdXVFQUIDz588jOjoadnZ2sLW1hZ6eHiwtLdG2bVsMGDAAcrkccXFxuHDhApRKJfT19WFvb9/AcsLJyQmmpqY4ceIEDh8+jAcPHsDX1xceHh4QCoU4deoU/vjjD+jo6KBZs2aIjIyEs7MzXFxccP78eWRkZMDExARubm5aZrMA8PTpUwQEBCAhIQGtW7eGjY2NltVTr169kJ+fj86dO8PW1haPHz9GYGAgpFIp1Go1WrZsCUtLS4jFYoSGhjJm7QYGBoy5O4/HQ5s2bRAVFQVvb+8Gbfg3wuFw4OXlhUePHjEK38uXL2PZsmXM9r5169YwNzfHb7/9Bi6Xi/Pnz6NTp074z3/+Aw6Hg5ycHEyYMAEODg7o1asXU7ZCocDmzZsxZ84cLTdRfwVEhLVr12LFihV4/PgxHj58iPz8fCxfvhzm5uYAgFu3bmHChAm4ceMGnjx5gqioKEycOFHrD+r48eNYt24dJk2aBGNjY6xatQq3bt1CXFwcgoKCcOXKFQQHB6NNmzZ/6wR27NgxTJgwAU+fPkVOTg6Cg4Ph4+MDd3d3AEBcXBwGDhyIR48eQSKR4MqVKyAiLF26lPk7CAgIgLe3NwYPHsxYzcnlcqSmpuLgwYMQi8Xo06cPzM3NX7kz/Ls5f/48xGIxpk6dCgDQ0dHBxx9/jF9//RXGxsZQKpXw8/PDzJkz8cknnwAAfvjhB8ybNw8zZsyAkZERNm/ejJkzZ6KgoABPnjzBnTt3MGfOnAYuwP4NeHp6orCwEFevXkV6ejqePXuGnTt3MhKpq1evwtfXF8OHD4eDgwOA/1mohoaGQi6Xw9XVFTY2Nox6wsXFBVKpFOfPn0dOTg4ePnyInTt3wtraWqvuS5cuoa6uDuPHj2+yfUx4b7FYzPg/y8jIQF5eHhwdHeHq6sq8YHK5HDU1NTAxMUFWVhYyMjJgaWmJ9u3bM1v4uro6iMVi6OrqQi6Xw8zMTNtPEOq/wsrLy8HhcCAQCCCVSiEUCpv0XVVYWIj8/Hy4uLhoifI05q8tW7aEUqlEcXExmjdvDqVSicrKSggEAigUChgZGTX4sq6uroZMJgOPx4NKpYK5uXkD/Y9mFyUUCpkVX9NeXV1dmJiYQKFQoLy8HLq6uuBwOJBKpdDX18eJEyfg4eEBiUSC2tpajBw5ssmH8G8lLS2N8R/YmA8xkUiEvLw82NjYMC83UL8APH36FHZ2dlp+u2QyGR4/foxOnTo1eGf+CiQSCTIyMlBXVwdra+sGxwzUajWysrJQWloKfX19tG7duoGoSiwWQyQSoU2bNiAiVFZWNjDhJiIIhULo6Oj85X16sV1Xr15FVlYWnJ2dMWDAAK1npFl40tLSYGtrCw8PjwbnnwoKCnD9+nV8/vnnzAdibW0tHj9+jOrqagCAmZkZOnXq9Lf27XUkJCRAKpWia9euWtcLCgpw+/Zt8Pl8eHp6aoldExISkJiYiHHjxjH6jqtXr0IkEsHV1RX9+vX7R+j2/gxPnjyBVCqFm5ub1jsqlUqRl5eHVq1aMdc1czSfzwcRQa1Ww8zMrMHHRkZGBqqqquDm5tao9CI1NRWGhoZo0aJFk+1iFiGW98vVq1dRU1MDDw8PuLi4fOjmsLCwsPwjYRchFhYWFpYPBh8AYmJiUFxc/I9RNrKwsLCw/L+Ll5cXo1rhA0BERATi4+P/UcpFFhYWFpb/9+BwOOjQoQOzCLHiOBYWFhaWDwa79WFhYWFh+WCwixALCwsLyweDXYRYWFhYWD4Y7CLEwsLCwvLBYBchFhYWFpYPxl+yCEmlUohEIq2AUa9z4f9i3sePH79xFM7XoVKpkJycrOVQ9a+mpqYGDx8+fG2fExISEBER8drw1383z58/Z5yP/hvJzc3928Mxl5WVISwsDCkpKVrXlUol429QrVZDLpcz/xQKBeMgV6VSMemIiHGk+SYolUqIRCLGS7emDBaWfwONxilWqVSNxtF5HcXFxThw4AAKCgpgbm4OtVoNoVCIli1bQi6XY+bMma/Mn5ycjNWrV+Phw4eIior60y7li4qKsGnTJhw7dgyXL19uNL75+yYyMhKrVq1CeXl5o16igfqFduvWrbCwsEBwcDDS0tJw4cIFeHh4/OXtex0XL17E999/zziB/TehUCjg7++PjRs3Yvr06Vi/fv3fUm94eDhCQkJgbGyMbdu2YfLkydi5cyc4HA5EIhEuXLiAq1evQiAQwNHRkTkULpVKkZWVhT179sDa2hpnzpxBcHAwFAoFLCws0LJlS4jFYgiFQnh5eWHgwIEN/JddunQJ58+fh6mpKWQyGePfa/Xq1f+qkAws/z/mxQh3paWltG3bNtq0aRNt2LCBiZT6JiQkJFD79u3p66+/pufPnzPXExMTqVu3buTj4/PaMmQyGf30009kZWVFBQUFb1x3UygUCgoKCiI9PT0KCwt743zPnj175/pra2tp1qxZ1KZNG1IoFI2m2bdvH40YMYKI6sfcx8eH7t69+071vQ8ePXrEPOuqqirq27cvDR8+/IO158+Qm5tLDg4OtHr1aq3riYmJVFVV9d7rE4vF1LVrV7pz5w4RER09epTmzp2rFZ20rq6OnJ2dqXPnzlRSUkJlZWVUVlZGBQUFtHTpUrp27RoREUmlUvroo4/IycmJEhISqLCwkB4/fkx79+4lS0tL8vLyoqdPnzLlhoaGkpubGz1+/JiIiMrLy2nlypXUokULkkql772vLCx/BVriuMePH0MsFmPJkiUIDg7GkydP3mghq6qqwn/+8x/Y2toy8X40uLm54dChQ2/kgVZHRweWlpbvzX0Qn8+HlZUV4wn2TVCpVFi/fv07x37R19eHtbX1K+sLCQlhQhVYWFjgxIkT6NGjxzvV92fJz8/Hpk2bGO+5xsbGsLW1bTRO/L8Bc3Nz6Ovra41/VVUV1q1b98Yi4bfh6dOnyM7OZoKjTZkyBX5+flrvsFAohLm5OXR1dWFpaQlzc3OYm5vDzs4OX3/9NRMmQVdXF9bW1jA1NUWHDh1ga2sLT09PLFy4EEFBQYiLi8OUKVOYOEBHjhyBk5MTE8fLzMwM69evh7e3t1bkWxaWfzJa4rjevXtDoVDgyJEjkMvlzET05MkTyOXyJsVFmtDeFy9ebHQBcXV1xejRo0FE4HA4yM/PR2xsLCQSCbp16wYnJycmbVOTX3Z2NuLi4iAQCNC/f3/o6uoiPT0dHA4Htra2MDMzQ15eHiorK2FgYIBWrVqBw+E0Wp5KpUJ0dDSys7PRrFkzeHl5QVdXF9XV1di4cSNOnToFb29vCAQCJoqmRCLB/fv3UVRUhK5du6J169ZaZWZlZSE2Nhbm5uaorq5udBxqa2uRlpaGrKws6Ovr4+HDh7C3t4ehoSEePnwId3d3pKamAqgPJc3hcFBbW4uoqCiUl5ejY8eOWh658/PzkZWVBS8vL8TFxTH/t7GxQWlpKe7du4fmzZvjo48+anJMZ82ahYyMDDx69AjNmjWDg4MDiAhcLhdqtRrR0dEoLS1tIAqSy+WIiYlBTk4OOnfu3GhYXwCorKxEYmIiPvroI8TFxcHExAQdO3YE8L8YVjKZDH369NEK/5uUlITU1FTY2dnBzMwMbdq0QV5eHiQSCUxNTWFvb4/Kykrk5uZCR0cHjo6OEAqFICKtBUgkEmHJkiW4c+cOEhMT0aJFCzg5OUEul+POnTuoq6uDo6MjLCwstMJNvEhOTg5iYmJgYGCATz75hGlnZmYmIiIiIJfLkZKSAolEgnbt2jUI5QD8LxqvWq1mRN0SiQR8Pl9r7DTtVyqVWuERunXrhqVLl+LHH39EQEAAvvrqK5iamuLy5cu4evUqPv30UwD1EWxHjhzJuuBi+deg9aZeuHABly5dwpQpU2Bvb8/84cyfPx8TJ05s8kvy0qVLEAqFrwyLPGTIEHA4HERERGDcuHEAgPLycvTp0wf37t17ZSNPnTqFn3/+GUKhECdOnMCgQYOQnZ2NxMREfPzxxzh+/DiA+hhBX3/9NYYNG9bkl6BcLsesWbNw6tQpNGvWDBs3bsTs2bOhUChQVVWFqqoqAPXRYjVK5oKCAqxbtw7Pnz/H06dP0bdvX5w8eZIpMzAwEL6+vjAyMkJaWhoCAgIaja8iFosRExOD6upqiEQiPHr0CBEREZgxYwaGDRuGQ4cOYfbs2fjiiy8gFouRm5uL+fPno6CgAESEyZMnY926dVAoFAgKCsKQIUPg6+uLI0eOYPfu3Uzfr127hh9++AH//e9/0adPHxw5cqTRsSgqKoJCoYBEIkFsbCyys7MBgFn8fvnlF2zbtg3Tpk3DvHnzGGV5WVkZ1q1bx0RNHDRoEPz8/BqUn5CQgC+//BJffPEF/P39MWPGDEydOhUqlQr37t3Drl27oFKp8Mcff6Bbt25MCOLQ0FAcOHAAZmZmCA8Px8KFC6FWq1FWVobx48dj9uzZAOp1KqdPn4anp6dWuPEXKSkpgUQigUKhQFxcHDIyMpjdbmZmJhOI7uLFi43mDwgIwI8//ggDAwPExcWhf//+CAsLA1C/CD158gQKhYKJ0vpiVN/G0CwyarUa169f1wq7/Do0C83Vq1cBANOnT4dQKMTIkSOxaNEi5ObmAgCGDh2qFaeJheUfzYuyuY0bN9LChQspNzeXunTpQn/88QfJZDKKioqimzdvNirPk8vl5OLiQjY2NlRYWPha+d+MGTNo2LBhzO+2bdvS0qVLmd/79+8na2trRieTmJhIXbp0oeLiYiKq11+YmppSUFAQSaVSatGiBe3cuZPJ/8MPP1Dbtm1JIpEQEVFUVBQZGhoyMvunT5+SqakpPXjwgIiIjh8/TkZGRpSZmUlERDdu3CB9fX1KS0sjIiK1Wk0LFy6kkydPkkKhIKlUSp9//jkZGhpSWVkZiUQiatOmjZbOaezYsdS2bdsmdUI9e/YkX19f5ndgYCBxuVzy8/MjkUhEsbGxpFQqadSoUbRmzRom3Y0bNwgAnT59mmQyGY0bN45atmxJqampREQUHh5OAOj7778nsVhMRERDhw6lPn36kEqlarQty5cvJ1dXV61rPj4+5OzsTMnJyURE5OfnRyYmJpSTk0NERCtXriQ/Pz+Sy+Ukk8lo+vTpxOVymTHUoFQqyc/Pj/h8Pp07d44KCgro4cOHJBaLaeTIkRQfH08KhYJKS0vJ3t6eevXqRWq1miZOnEjbtm1jytm2bRvV1NQQEdG4ceNo8ODBzL27d++SUCikmJgYIqrX0bi4uNCqVauYNHv37iU7Ozuqra0lIqKsrCxq164d804lJCTQ8ePHG4xNWloatWnThlJSUphrU6dOpebNmzN5r127RpaWlpSXl9fo+Gro2bMn2dnZ0bp162jjxo20ZMkSat68Of3+++9a6QYPHkwfffQRyWSyBmWkp6eTUCikHj16MO9WWFgYdezYkQCQra0t7dmzh3n3WVj+DWjJDebOnYvjx49DJBLh66+/ZkJUa2KRNwaHwwGPxwOHw3kjEcCKFSugo6ODkpIShIWFQSKRvFJ/cu7cOZiamjJhYz09PZGcnAwLCwuIxeIGeV8n93dwcMCtW7fQrl07xMXFISwsDHw+n/nK13zJauKqV1RU4ObNm+BwOEzMeRsbG/Tv3x91dXUICAgAAK2olM7Oznj06FGj9dP/fQW/aIJrZWUFoVCIvn37wsbGBjY2NkhNTUVoaCjmzp3LpPPy8kL79u3h7++PCRMmwNjYGFZWVow4RxP5s1evXsyXcLt27XDv3r0mx1ilUoGIIJfLmd2bSqWCi4sLE67b2dmZiRCrUCgQEhKCzp07Y8uWLQDqdR6ffvopo6vQwOPxYGVlBSMjI3h5eaFZs2aws7PDvXv38PjxY1y8eBGXLl1iQoYbGBhApVLBzs4Oa9euBZ/Px9SpU7Fo0SJGhPWyeFXznF6FUqkEEUEmk0FfXx8GBgYQi8UYMWIEfvrpJ/Tp00dLJKzhzJkz4PP5WiGdp0yZgiNHjuD69euYNGkSY2b9Oh2MSqWCvb095s+fDx6PB7VaDTc3t7fSf8rlciiVSvD5fCZf7969ERYWBj8/P2zfvh2LFy9GVFQUDh06xFrHsfwr0FqEzM3NsXjxYgDAxx9//GYF8PlwdnbG1atX8fz5c9jY2LwyvaOjI3777TcUFRWhV69eMDU1feUilJ6erjXxcDgc2NnZAQAjOnsbdHR0IBQK8cMPP8DT05PR+TRFZWUliouL8Z///Afu7u4A6idXTZ7IyEgYGRlp6QFe1Z/GoP/TwbyYLy8vD2KxWKvvurq6aNOmDdLS0pi0L+ZRq9XgcDhaCzH9nx7ubXmxXs3/NWK6vLw8bN26FV5eXgAALpfbpEl/Y33Lz88HAPj6+kJPTw8AtCbWlStXorKyEt988w1++eUXbN26FaNGjXrrPjSFlZUVTpw4gcWLF6N///4YNWoUdu/e3cB4JiUlhTnfo8HR0RE6OjrIycl5qzqJCAKBAObm5kw/x48f/1YGMNnZ2VAoFHBzcwOPx0NlZSVMTU1hbGyM5cuXY/To0ViwYAHOnj2LIUOGYNq0aW/VRhaWD8F70V6OGzcOMpkMERERTabJzc2FVCrFihUrcPnyZaxYsQIDBgxoVIn7IpaWlkhJSUFZWRlzTalUIjk5GQKBAFwuV2uSfd35prS0NHz++efo378/Jk2aBEdHR2byBv43qWt+ayytIiMjIRAImDoLCgogFovB5/NRXFysdbj2fVj3GRsbAwCz+9IgEAjeqwWhZpF60/J0dXWho6ODsLAwZjx4PB5K2h92PwAAIABJREFUSkogEokazfNy2SYmJhCJRMwzFAgE4HA4ePr0Kerq6sDj8eDv74/Q0FBYWFjAx8eH0Z1odt0aNM/75Tpe/P1yHyUSCbp3747w8HDs2LEDoaGhmDVrVoNdtI2NDQoLC7UOE+vq6oLP57/2Y6sxNLtgDYaGhmjZsiUKCgre6IPK398fAoEAX375JQDg9OnTWgfCnZ2dcfz4cVhbWyM8PPyt28fC8iF4o0WooKDglV9+o0aNQp8+fbB+/XokJyc3uP/w4UPcvn0bQL2RQZs2baCjo4PKykqIxWKoVCpGrMLn86FWq5mdxoABAyASibBp0yZGwXzy5Enk5+fDyMgIurq6KCkpAVAvSsvKyoJSqWQmJ415tmYCun37NnJycphdTVFREVQqFRQKBRQKBXR1daFUKsHhcFBdXQ1jY2N88skn2LhxI8LDw6FQKFBSUgJ/f38QEfr374/CwkKtg50ymQwymazRHZZmMnxRjMTn86FUKrXSu7m5oUOHDoy4D6jfkWRmZmLixIkA0GABbswUXTOeTS3OOjo6kEql4PP5zDhqLONeLENzXSgUonfv3ti5cyeuXr0KuVyOiooKHDhwoFGRFJ/Ph1wu1+qbh4cHLCwssHjxYmRkZDAfFefOnQOfz4efnx+qq6vRp08fXLt2DcbGxsxxAVNTUxQXFzNlafJr+q3ZUb0o7tTV1YVMJgOPx0N5eTlSU1Nx9OhRmJiYwNfXF7t27cKjR48aiPY+//xz1NTUICQkhLmWmZkJCwsLDBw4kKlPqVS+1qSdy+VqvZcaxGIxDhw4wDxHLpcLLperZdiiVquxZcsW/P7771i9ejV69uwJoP5w9++//65VnoWFBfT19RkjIaVSyVjusbD8I3md0kilUlHfvn2pY8eOTSraiYjy8vJo0KBB1KpVK9q0aROFhYVRZGQk/frrr7Rr1y7moODYsWPJwMCAli1bRj/++CO5uLiQo6MjXbhwgSoqKmjx4sUEgC5fvkxSqZRkMhlNmzaNAFD79u3pk08+oXnz5jHK1xkzZpCpqSktXLiQ1qxZQ6NHjyYej0f79u2j6upqOnDgAAGgrVu3UnV1NUVGRpKOjg4NHjyYNm7cSHPmzCEANGPGDCosLKSsrCwyMjKigQMH0o4dO0gul9OjR4/IwcGBAJCnpye5ubnRmTNniIiourqaRowYQUKhkL777jvau3cvffLJJ8Tlcmnv3r2MMpyo/jBiTEwMmZmZUadOnSgtLY0KCwvpp59+YtpYWVnJpL99+zY1a9aMVq5cSampqbRnzx6aOnUq1dXVUVFREfXq1YusrKwoNTWVxGIxnT9/ngDQqlWrqKKigoqKimjIkCFkYWFB8fHxWgcoNZw+fZoA0KRJk+jcuXOUl5dHHTt2JCcnJ8rKyqKKigraunUrAaDDhw+TRCKh9PR0ateuHQEgNzc3cnd3pwMHDjQou6ysjHx9fZm8GuMCIqJTp06Rjo4OGRgY0EcffUTdunWjR48eERHRsGHDaPr06ZSZmUm3b9+mAQMGUFZWFhERnT17ljgcDvn4+NCKFSvom2++IQA0c+ZMKiwspEePHpGhoSENHTqUioqKiKj+UCcAGjduHB0/fpwSEhLIwcGBAgICKCsri1avXk2+vr4NxkelUtHy5cupefPmFBQURAkJCTRp0iQ6fPgwERGJRCKm/v3791NhYWGDMsRiMd2/f5+sra3JwMCA/Pz86MiRI3TkyBE6ePAg9ejRg9avX08SiYTi4uLI3t6ezMzM6MCBA3T9+nU6efIkTZkyhTp27MjUq2HevHnUtm1b2rVrFyUkJNDDhw9p3rx5NHz4cKqoqCAioujoaOLxeI0aXrCw/BN4o8iq58+fh0wmw8SJE18ptlEqlQgNDUV4eDhkMhmsrKzQrVs39O7dm/kSLi4uRkBAAPT09DB27FikpaXh6dOnGDNmDMrLy3H//n0olUoYGxujR48eMDY2hlKpxMWLFxETEwM3NzdMmDABurq6AOoNB/bv3w+5XI7JkycjMzMTIpEIgwYNgo6ODiIjI1FXVwddXV107doVtra2uHHjBhISEtCjRw+4u7sjICAAnp6e6NSpE4B6PU98fDxGjx4NW1tbAPXngC5cuICysjJ8+umnjD4EAOrq6nDmzBk8efIEgwYNgkKhQGlpKQYNGoRmzZoxYyYWixEdHY2KigpwOBzY2NjA3Nyc0XtxOBx0796dOcgKAKmpqTh9+jQEAgE6dOiAYcOGQUdHB8nJycyu097eHm3btsWDBw8gFoshEAjQpUsXVFVVMWbmmvNQLz8/hUKBS5cuQSqVYty4cUhKSsKzZ88AAE5OTrC2tsbDhw+hUCigp6eH3r17w8TEBAUFBQgMDERRUREGDhzI7AxeJCsrixGj8fl89OrVC1ZWVsz92NhYxtx44sSJaNu2LQDgzp07ePbsGaRSKZRKJUaMGIFWrVoBqFfwnzlzBomJiRg+fDhsbW0RHByMQYMGwcnJCdHR0RCJROBwOGjfvj06dOgAtVqN4OBgFBcXY8KECZDL5bh+/ToqKioglUphY2ODMWPGNGpWD9QfXYiOjoadnR169erF6EtTUlIYvZGenh5atmwJd3d3rTEuKSlBbGwsamtrG4jjNP0ZOnQo+Hw+7t27x4jl1Go1BAIBdHV1YWNjA09PT+ad1xAdHQ0zMzPEx8cjKSkJRAQXFxeMHTsWQqEQQP0xiEOHDmH06NGNGl+wsHxo2PDeLCwsLCwfDPZYNQsLCwvLB4NdhFhYWFhYPhjsIsTCwsLC8sFgFyEWFhYWlg8GuwixsLCwsHwwtBahqKgobNu2DVKp9EO1h4WFhYXl/0do+cypqKjAmTNnMH/+/D9VaGVlJbKysqBQKNC8eXM0b94cEokEXC63wVmHFyEi1NTUIDo6GkZGRq90nPqmSKVSxMfHo6ysDJ999tmfLu91EBEqKioQHh4OZ2dnxgloYzx69AgxMTGwtrbGp59+yvhR+5CoVCqIRCJERkaid+/ezDmpfwtEhKqqKkRFRaFZs2bM2a+/mqqqKoSGhuL58+fo3bs389yJCMXFxVCpVMy7L5PJYG1tDYFAgOrqatTU1EAgEEAmk8HExAQ1NTWMPz6VSgVjY2Po6ek1ekZPpVIxHhHatm0LMzMzxqccC8u/Aa2dUPv27WFsbIy6ujoUFRW9dWE1NTVYs2YN5s6di5CQEERFRcHPzw/Lli3DnDlzmvQtpkEmk+HXX3/F8OHD34vvKyLCpUuXMHLkSBw9evRPl/cmVFZWYsOGDRg1ahQToK4x/Pz8cP36dZiammL69OmYNWvW39K+15GbmwtfX1/4+Pgwbnz+TdTW1mL37t0YPnw4YmJi/pY6CwoKsGzZMujp6SE6Ohpdu3ZFbGwsgPpDpzExMfD19YWHhwcT/0rjRqeoqAgrV65Ely5d4O/vj6KiIjx48ABjxoxBp06dMG/ePMycORP9+vXDpk2bUFFRwdSbkZGBiRMn4ujRo7hx4wYWLVqE0aNH48yZM39Lv1lY3gsvuk/IyMigTp060R9//EFr1qyh7777juRy+Ru5XqioqKCBAwfSwIEDSSQSad07f/482draMjF6XkVxcTE1b96ctmzZ8kb1vg6VSkW9e/em8ePHv3EesVhMV65ceec6U1JSSE9Pjy5cuNDo/ZycHHJycqInT54QEdHNmzfJ39//nev7szx58oSJx0NEFBwcTPr6+pSQkPDB2vRnyMnJIQsLC9q/f7/W9aCgIKqrq3vv9X3zzTc0ZcoUIqp3zbRt2zZ69uyZVpqysjIaOnQoAaCrV69q3ZszZw7t3r1b69qCBQtIT0+P0tPTqaqqis6fP086Ojo0bNgwkkgkJJVKqV+/frR582atOoYMGUJr1659731kYfmr0NoJqdVq6Ovro1+/flizZg0SEhIYtyqvY8OGDbh//z7279/fwMPw6NGjsXDhQi1vxE3B5/Nf61n7bdA4g6S3cAxx8OBBXL9+/Z3rNDAwaBC+4EVSUlIglUqZMNH9+/fH9OnT37m+P4NarWaipGowNjb+V4eH5vP54PF4WuMfHR2NvXv3Mu5s3if379+Hvb09gHpnqcuWLWvgIsfc3BwHDx6Eg4MDvvvuO8b79aFDh2BlZcWEUNFgZGQEgUAAAwMDGBsbY/To0RgyZAj++OMPPHr0COXl5YiOjtYSN5qbm2PTpk0wNzd/731kYfmraDDbayYfDocDZ2dnJuTzmTNnYGpqiqFDhzYoJC8vDwcPHsTAgQOb9E/l4+MDgUAAoN5/3OXLl1FWVgZDQ0NMmDABlpaWAJqOxZObm4ubN28iNzcXHh4eGDFiBBITE5GWlgZTU1MMHjwYVVVVCAsLg1QqRc+ePZmJobEyb926hfj4eNTU1KBnz57o378/iAgnTpzA6tWr0adPHwQEBKB79+6wt7eHSqXCzZs38eDBA+jr62PixIlai21ubi6uXLmCuro6GBgYNOljLywsDFeuXIFEIsGFCxfg4OCAjz76CPfu3YO+vj4sLS1x5coV+Pj4oFWrVlAqlQgODkZqaioMDAzw6aefonXr1lAqlcjNzcW1a9fg7e2NiooKBAYGomXLlpg6dSpqa2sREBCA4uJifPHFF4xfthcRi8VYv349zpw5A3t7e3C5XAwZMoS5z+PxEB4ejmvXruGTTz7ByJEjtfLfvn0bMTEx4HK5mDBhAlq0aNGgDqlUioSEBCQlJWHo0KE4fvw4PDw8mFDV9+7dQ3R0NCQSCcaMGQMXFxcA9T7tLly4gKKiIpibm6NZs2bo06cP4xuubdu26Ny5MzIzM/HgwQMIBAIMHjwYBgYGDZ73/fv38dVXXzE+/pydndGpUydkZ2cjKCgIAoEAxsbG6NKlC5ydnRv0IT8/H9euXcPz58/RunVrjBgxAnp6eigpKcHNmzeRk5MDKysrBAQEoGPHjo2ONVDv42/Xrl0YM2YMtm/fjmHDhiE8PBy//PJLg7SaPrzoa04TR0sikcDIyAgWFhb45ptv4O/vzwRVdHZ2fut4ViwsHxKtz136PweLGgVqTU0NE7Xzxx9/xM8//9xoIdHR0RCLxejYsWOTFTk4OMDW1hbl5eX47LPPUFVVhXHjxuHy5cuYOnXqKyNTxsXFYfny5XBxcUHv3r0xZcoUrF69GjY2Njhx4gTmzZsHmUwGXV1dyOVyTJgwAXfv3m2yvH379mHZsmUYMmQI2rdvj1GjRiE0NBQA0LJlS9jZ2TEByAQCAZRKJTZs2ACxWIzhw4fj1q1bGDBgAAoKCgDUxyjy8fGBvb09hg8fzjhNbSx8grGxMYRCITgcDkxMTGBgYIALFy5g8uTJ2Lt3L06fPg0/Pz+Eh4dDqVRiwYIFyMjIwKhRoyCVSjFw4EBERESgtLQUGzZswPz583H06FFcuXIFFRUVmD9/Pr777jvs27ePcbrq7e3daPA0DocDNzc3CIVCCIVCmJqaMm3mcrk4f/48rl+/jqysLIwbN47R0xERtmzZgoKCAgwfPhzx8fHo168f0tPTG9Tx8OFDLFiwAN9//z0OHz6Mc+fO4cCBAwCAAwcOIC4uDp999hnKy8vRp08fREVFAQB2796NgoICjBgxgnFSy+fzYWVlBV9fX+ZdNDU1xYMHDzBhwgQ8f/680edtYmICV1dX8Hg8mJqaQl9fHxUVFVi1ahW6du2Kfv364dSpU41Gw01MTMSCBQvg5OSEzz77DMeOHcOYMWNQUVEBgUAAExMT8Hg86OrqwszM7JWGN0C9VGD27NnYvn071q5diw0bNjQIpvciGqeqlZWVCAsLg729Pdzc3GBoaIi1a9ciPj4eXl5eWLlyJUQiEQwNDdG5c+dXtoGF5R/Fi7K54uJiGjx4MJ04cYKCg4Np+/btTPiGrKwsKigoaFSmt2PHDgJAfn5+r5X/JSQkULt27Sg3N5eIiPz8/MjCwoIKCwuJiKi0tJQcHR0ZnZBMJqNBgwbRsWPHmDIWLlxIU6dOJSKilStXkqurKyPrz8rKIhMTEzp37hyTfsCAAfTFF18wv6dPn05ff/01EREpFApydHSk1atXExGRWq2mTp060aJFi5j0ly5dopEjR9KzZ88oMzOTLl26RABo7dq1pFarady4cbRw4UImfVxcHPH5/CZ1QqdOnSI7OzsqLS0lIiKlUkldunShgQMHklQqpYqKCpLJZHT48GHy9PTUCg/g7e1Nzs7OVFtbS7GxscTj8ejUqVPM/aFDh1KHDh3o+fPnRPQ/V/5hYWGNtiUjI4OMjIwoKCiIuRYZGUl6enrMGMrlcmrbti19++23REQUFhZGQ4YMoYyMDMrMzGRCJcybN6/ROjZt2kQGBgaUlJREcrmcKisr6cmTJ+Tl5UXJycmUmZlJcXFxZGRkRN7e3qRSqah79+70yy+/MGW8+Px79OhB06dPZ36fOXOGTE1NKTs7m4iI8vPzydramn799Vcmja+vL3l4eDC/IyIiqGXLloz+MikpiW7fvq3VbqVSSYMGDaJ169Yx1549e0Y6Ojr0/fffM9c6duxIa9asabTvjVFUVETGxsbUrl07JsTJy6xYsYJ0dXVpz549dOjQIRo1ahR17dqVwsPDtdIFBASQi4sLASAnJyc6fPgwqVSqN24LC8uHRkscZ21tjRMnTiAmJgZmZmb4+uuvmXstW7ZsciEzMjICgFfuZjS0b98eUVFRkMlkCAgIQEhIyCt1Njk5OYiNjcXu3buZa3v37mXSvxi8DKgX4zRVloZdu3aBy+Xi/v37iIiIQF1dHSOG1OR/sdywsDCUl5cjODgYKpUKarUaq1atQpcuXZCdnY2QkBAcOXKESW9iYvLKPmmCsGmCqHG5XCZUg66uLvM1feLECbRu3VpLtDd27FhMmzYNKSkp0NPTA5fLhaOjI3Pf2toaarWaEW8aGRnByMgICoWi0bZorr94n4jA5/Ph5ubGtM/Y2JgJMxAREYGysjJcvXoVKpUKRITVq1cz6V9GE46gdevWzO4hKCgIxcXFuHnzJiNy8vX1ZcJYdO3aFUuWLEFqaioWLVqEyZMnAwAz/i+P5+vQtFOlUoHH46FVq1ZQqVTo0aMHVq5ciS+++KKBOf2zZ89w9+5dzJs3j7nm5OSEXr16ITAwEGvWrIFarW7wvryO8+fPY+TIkTh58iRWrVqFvXv3NhDf0v+FA3d3d4dAIMAPP/wAV1fXBjutsWPHom/fvti7dy92796NadOmoaSkBN9+++0bt4eF5UPSQCdkZWUFb2/vtypEI7LTRL98FTweD9euXUNkZCQmTZqEfv364f79+02mr6ysRFVVFWpqarSuvxyO+22oqanBpk2b0KFDBwwfPhwHDx58ZTn5+flo1aoVFixY0ODenTt3UF1drTU5vG2bqBH5PwAUFhY2iHGjWXDKysqYCfvFCZBeilmjKftdwoFrJnci0opOW1BQABsbm0bHozEa659IJIJQKMTChQsbzbN582aYmZlh9+7dOHr0KLZt24bZs2drlfdnaN68Oa5cuYLly5djxowZOHjwII4cOcK8y0B9LJ66ujqt0O1A/QdZWloapFLpa8VvLxMUFIRnz57B398fOjo6+O9//wtvb+9Gda0cDgft2rVr9KyWWCxGbW0tmjVrBktLS6xfvx7Dhg2Dj48PNm/eDB8fH624VCws/1TeiwnUxx9/jO7duyM4OFgr5v2LFBYWIjs7G7du3cLSpUuxZMkSdO/enVEkN2WNZWxsDD6fjytXrmhdj4iIYPRAwP8MKjSWdU1NukqlEtOmTYNKpcKcOXPQunXrRtO/2B4HBwfmIKIGqVSK2NhY6OvrA4DWmaAXjTvehpfTt27dGqmpqQ08WOjq6sLR0fG1IaVfVfbLvI01nIODA6KjoxmjFaB+IYyIiGhygXi5fnt7e6SlpeHevXta1yMiIlBbWwuRSIQ1a9bg/v376Nu3LxYvXozk5GTweLwGC7MmpPfr+vhiGpFIBEdHRwQFBSEwMBBZWVlYunSpVnpLS0vo6uoiMTFR67pKpUKLFi2gr6//VgtiSkoKAgMDsXr1aujo6GDDhg1wcHDA0qVLG9XZaepqjOLi4gbngbp27Yq1a9eiqqpKy9qRheWfzBvNPESE0NDQJg//6enp4aeffkJZWRkWLVqE2tparft5eXk4d+4co0QWi8Xg8XiQy+VISUmBQqFASUkJamtrmUVF88fn6OiIfv36YdeuXbh06RJEIhGCgoIQHh4OHR0dNGvWDEVFRSgrK4NarUZUVBSkUinEYrHWLkAjbqqrq0NMTAwzkaWkpKCiogI1NTUoKytjRGMVFRWoq6tDdnY2Ro8ejeLiYkyfPh0JCQnIysrCrl27UF5eDjc3N7i7u8PPz4/5wy8vL4dcLkdlZWWjkxSPx4NMJmP6qDHnfnncpk2bhuzsbAQHBzPXIiMjMWDAAMaKSyM6e5EXxVMasWBTk5lQKIRKpUJ1dTWKioqYXZ1SqWQm7JcneW9vb8jlckybNg0PHjxATk4Ofv75ZxQVFTW6EPB4PNTW1moZavTu3RsWFhaYOXMmwsLCkJubiyNHjiA5ORkCgQC7d+9GbW0tnJ2dcfjwYRgZGUEsFgOoN0V++vQpiAhisRj379+HRCJhxk8gEDTYEQqFQlRVVaGurg5Pnz7F48ePceTIEXC5XIwZMwbffvttg8O5rVq1wrBhw3DmzBnmeIFSqURycjJmz54NDofD1PXybullioqKsH79enz77beMCbWtrS127tyJJ0+eNBCfcTgcyOXyJj80dHR0cOzYsQbSh4qKCrRu3Zqx0EtISMC1a9fe6oOFheVv5U0UR3V1deTo6EiDBg16Zbrg4GByd3enLl260MaNG+no0aO0detW2rBhA6M0jo2NJQsLC+rYsSN9/fXXtHr1auLz+TRv3jwqLy+nixcvkoGBAXl7e1N6ejoREcXHx5O7uzvxeDyyt7engQMHMuWlpaWRvb09tW/fnnx8fGjv3r1kbGxMw4cPp9TUVHrw4AE5OTmRq6srPXjwgFQqFc2cOZMMDAxo7NixtHPnTvr444+pVatWFBISQmq1mlasWEFGRkY0ceJEpg3bt28nPT090tPTo+bNm9Py5csZo43IyEhq2bIltWnThubOnUsLFiwgoVBI3t7eDQ58JiYm0hdffEF8Pp927NhBSUlJdOXKFWrWrBm5urrS3bt3GUMEhUJB33//PTk5OdFvv/1Gx48fJx8fH3r69ClVVlbS5s2bicvl0qpVq6iwsJAeP35Mnp6e5OjoSJGRkfT8+XPavn07CQQCWrp0KZWUlDR4ZhKJhPr06UMODg60YsUKysvLo5UrVxKXy6UtW7aQSCSiGzdukK2tLXXr1o1SU1OJiOjgwYNkZGREAoGAmjdvTvPmzSOpVNqg/JSUFBo2bBjxeDzav38/VVdXM/cuXbpE1tbWxOVyqVmzZjR+/HiqqqoihUJBPXv2pEmTJtGdO3do+/btNHv2bMb45NSpUyQUCqlXr160aNEiWr16NfF4PPr222+ppKSETp48STo6OjR+/HjKzMwkIqIrV66QgYEB9evXj27dukVhYWFkZ2dH+/fvp1u3btGkSZPo7NmzDdqfm5tLXl5eNHz4cLp8+TL98MMPtGrVKpLL5VRVVUVnzpwhY2Nj+vjjjyk8PJwqKyu18tfW1tLp06fJw8OD2rRpQw8fPmTu1dTU0NGjR0lXV5d4PB7NnTuXYmJiKCIigrp27UpcLpc2b97c4OCrpl2dO3emzz77jHbs2EGBgYG0detW8vLyops3bzLpfHx8yNraWmvcWVj+SbxxeO/79+/DyMjolb7QgHq3Kffu3UNGRgYEAgFcXV3RuXNnLRHK06dPkZeXB3d3d1hYWCAuLg5t2rSBmZkZ0tPToVKpoFKpYGlpiWbNmgGo1w1FRkaCiNC3b1/GGAIA0tPTERcXhy5dusDOzg737t1Dp06dYGZmhuzsbNTV1YGIYGBggJYtW0IikSAmJoYxZ83NzUVVVRXc3d0BAHK5HA8fPoSdnR0cHByYelJSUpCUlIQWLVo08GtXUlKCsLAwmJubw8PDA/Hx8ejUqVODg4P5+fmoqKgAn8+HWq1mfIVpFNx6enpwcnLS2lHcu3cPiYmJsLe3h5eXFwwNDZldGpfLhVqthp2dHcRiMaqrq8HhcKCnpwcrKyvk5OSAx+NBqVTC0dERxsbGDZ5ZRUUFkpOT4enpCS6Xi8zMTAgEAqhUKtjb2+P58+eQy+UgIpiZmTHnVTQ7ChsbG3h5eTW6CyosLERZWRn4fD5UKhXatGmj5SMvPz8fsbGxMDAwQN++faGjowOVSoVnz56htLQUhYWFMDIyQr9+/bTeocjISBQXF6Nv376oq6tDbm4uOnfuDIFAwOySVCoVbGxsYGVlBQBISkqCWq2Gh4cHqqqqkJOTA5FIhIqKCnTo0KFJw4ra2lqEhISguroa7u7ujAm0RCJBZmYm8wz4fD4jptMgl8uRlpYGoH5HaGhoyLxTMpkMWVlZzG5ZLpfD2NgYSqUSMpkMfD4fSqUS1tbWsLa21mqTWCxGZWUl9PT08ODBA2RnZ8Pa2hq9e/dm+gvUG1eUlJS8Fz+MLCx/BW+8CLGwsLCwsLxv/r2+WVhYWFhY/vWwixALCwsLyweDXYRYWFhYWD4Y7CLEwsLCwvLBYBchFhYWFpYPBrsIsbCwsLB8MHhr165d+z4LrKysRHh4OKKjo5Geng5dXV0YGRkhJycHZmZmr8xbXV2NsLAwHDp0CJ6enlrnLd4FqVSKuLg47Nu3DzY2Ng3OWvwVlJeX49q1azh9+jR69erVaDgHAMjMzMTx48dx7NgxVFdXo127dk2m/TspKipCYGAgwsPD0a1btw/dnLdCrVYjMzMTR48eRW5ubpPnft43KpUKwcHBOHr0KEJCQuDk5PTawHIikQhr166Fg4MD42z2r+Q4kJ5FAAAgAElEQVTWrVv47bff0KNHj/caNPLPolarsWPHDuTn56NDhw4fujnvhEwmw6NHj+Dn56d1tvFNUalUSE9Px2+//YbKyspGY1q9D9RqNVNPaWmplp/ED0mDnZBEImngF+xNOXz4MMaMGYO4uDiYmJiAw+Hg0KFDGDFiBPbt2/fa/MXFxdi7dy9++eWXN/LI/Tqqq6tx6tQpbNq0qUnfXI1BRG/kmbkxMjIysHHjRhw/frxJX2ZPnjzBN998g4EDB6Jt27aYNGkSbty48U71vQ+USiXj1uXx48dYvXr1n4os+6FQq9WIiIjA8uXLER8fr3WvMe/b7wMiwvr165Geno6JEyciJCQEkyZNalCXWq3Wcp1UXl6OkJAQFBUVaaVrytv52/JyOU+ePMGtW7cYz+3/FFQqFcLDw/H48eMP3ZS3RjPGNTU1OH369FvPMxqUSiVCQ0OxYsUK5mDzX4FCocD169exfPnyN3I2/bfxovuEsrIy2rJlC124cIFGjx5Nd+/efWPXC7t37yYzMzOKjIxscO/777+n8ePHv1E5/v7+ZG1t3WTsorclJiaGDA0N6c6dO2+c58KFC5SUlPTOda5cuZJat27NuPV5mSVLltCXX37J/L558yYVFxe/c31/lv3795NYLGZ+jxkzhoYNG/bB2vNnkEgk5OLiQqtWrdK6fujQob9kjPPy8sjR0ZEePXpERPXudBp7144fP87E0NIgl8u1fovFYq0YSO9KTU0N/frrr1pxqNRqdZPv44dGoVBotfXfQFJSEl28eJH5nZKSQoaGhhQaGvpO5ZWXl5O9vT3t2LHjfTWxUcRiMTVv3pw2b978l9bzNmjthAIDA6Grq4tRo0ZhwYIFb7xtT0xMxMqVKzFnzhz07Nmzwf1vv/22wdZPqVQ2+tX3qrgs77I7eVWel71TA/WuaNasWdPkLuZVX9Oa/rxu3JKSkrREg/3793+tqPBdd2avIzAwEIcPH4ahoSFz7VWxkF7mbeLoNMar6nmXr/bGxiksLAx79uxpVLz7pjuPpsY/KysLEomEEb+1aNECffr00UoTGxuLrVu3Ngj7oHF+qmHPnj24efPmG7UHqB/7xsZo7969uHHjhtY7zOFwwOfzGx3v97X7eh1N7UY1DnLfhcb+ht83L7e5rq4OK1euZCIrA/VOiLlc7jv348/+Hb1JGTKZ7E+18a9Ca7bMyspi5Jn9+vVjOrVjxw5UVVVh3bp1jXbg6NGjqKurw/DhwxutxNDQEDNmzABQ/8IfOnQIBQUFKC8vR4sWLbB06dIG7vlfpK6uDqdOnUJubi7y8vIwZswYeHl5ITAwEMnJyRg1ahS8vLwQGRmJkJAQGBkZwdfXt8nFICEhAWfOnAGXy0VxcTFmzpyJrl27Ijs7G7Nnz0ZiYiIOHToEd3d3TJo0CTweD3fv3kVkZCTS0tLQunVrLF68mJm4JRIJ/P39mVAPsbGxjdZdUFCAU6dOIT09HVKpFDt27EDHjh0hlUpx5coVzJgxA/7+/uDxeNi+fTt0dXVx8+ZNREZGQiwWw8DAAPPmzYONjQ1yc3Px+++/o7i4GHPnzsXevXuRmJiISZMm4YsvvkBgYCAuXLiA5s2bY+XKlY0ucjdv3sSyZctQV1eHzZs3o1OnThg8eDATUC0tLQ07d+5EUVERvvnmG3h5eTF5Hzx4gDt37uDJkyewtbXF0qVLG+hBysvLcePGDdy9exdfffUVdu3ahRYtWmD9+vUgIgQFBSE+Ph7Pnj3DgAEDmLGuq6uDv78/44VcX18fCxYswO3btxEWFgZnZ2dMnz4dWVlZOHfuHJ4/f47FixejRYsWDfoYGxuL+fPnIycnBzt37oSHhwc+//xzJCQkIDAwEPr6+qisrES/fv0wZMiQBvmlUimOHz/O+Bfs3LkzpkyZAg6Hg8uXL+PixYuoqanBvn374OjoiClTpmgtdklJSZg7dy7S09Px888/w8PDA97e3rh79y4uXryIGTNmoFOnTjh69Cg2b96Mli1bYvv27ejbty+EQiFOnTqF9u3bg8Ph4OzZs1i7di08PT1x7NgxZGRkoLq6GpaWlli2bBn09fVx7NgxbNq0CY6Ojti+fTv69++PFi1a4MqVK0hISNAKJx4dHY0bN26gpqYGPB4Ps2fPRsuWLVFYWIhLly6hsLAQs2bNwo4dO5CVlYUZM2Y0+BvPyMjAxYsXUVxcjEWLFsHe3h4XL17EvXv30KVLF4wfPx4AcP36ddy9exdCoRCVlZWYPHky2rdvj+TkZAQEBKBFixaYMWMGI6aMiorCN998g5MnT+Lu3bsYPnw4Zs2axcw/paWlOHnyJHR1dZGZmYlOnTrBysoKVlZW8PDwYNpXV1eHqKgonD17FrNmzUJ+fj6OHj0KGxsbbNy4EWKxGHv37kVubi6mTZum1b+IiAjcvXsX6enpaNu2LZYsWQIOh4OVK1fi8uXL4PF4UCgUmDRpEjO5q9VqnDx5EmfPnoWzszPWrl0LgUCAgwcPIiMjA6amppg4cSJcXFwgEong7+8PXV1djBkz5pWLQ2FhIS5fvoz8/HyMHDkSP/74Iz777DPMmjULEokE58+fR3JyMvLz8+Hj46MVn0rzrmv8U0ql0n/WQvTitujEiRPUvXt3qq6uptLSUoqOjiYioilTptDQoUNJqVQ22EqpVCrq1q0bmZqaUlZW1mu3Xj/99BO5urpSeXk5paamkpGREe3bt4+5v3//fi1xnEwmo6lTp9Lhw4eppqaGdu7cSQAoLCyMnj17RkKhkLZu3UpE9aKYadOmkb29PUkkEiIiioqK0hLHlZSUkIODA+3fv58kEgnNnz+f2rZtS+Xl5VRbW0uHDx8moVBIwcHBlJ+fT0T13sFXrVpFVVVVlJKSQq1ataKJEyeSUqkklUpFX331FS1ZsoRqamroyZMn1Lp1a2rXrl0D8YdEIqGMjAz66KOPaOrUqZSVlUVJSUk0c+ZMAkDLly+nJUuW0Keffkq1tbV09uxZ+vzzzykvL49KS0tpypQp/197Xx4V5ZG1//TeNM2+KeACCCIqKpOgEk8wZvSMOeq4HR0Ht+BwYszEOJroMUZHjZNhjEaNkjFqFEHcEFyQQTZ1hKCgqEFBkF0FROgFeoFe7+8Pfl0fTYMx+ZbkOx/PP33eqrfrvbXculX33qpLoaGh9OzZM8rLy6Pg4GAaOnQoHTx4kFJSUmjp0qUkFotpy5Yt9M9//pNOnDhBrq6utHLlyl77orW1ld577z3y9/enR48esVu2o6KiaNSoUbR37146ffo0vfnmmzRy5Eh2E3NeXh6tW7eOZDIZ1dbW0ujRo2n69Ok2t2hXVVXRvHnzSCQS0bZt22jlypW0cOFCMhqNtGfPHjpy5Ah1dnbS5cuXSSwW01dffUVERLGxsRQbG0sdHR1069YtmjVrFnV0dJBKpaI33niDIiMjiahLnXXy5EkCQLdu3SKiLnVDd3WcQqGgzZs3k6enJxUXF9Pz58+pra2NZs6cSWVlZaTVamnLli20a9cum/bR6/W0fPly2rVrF6nVarp79y75+fnRunXryGw2U3NzMx06dIicnZ3p6tWrVF9fb8MjbW1ttHPnTnJ2dqaCggJ6/vw5yWQy2rhxIwFg6pvGxkZ666236Le//S3V1NRQa2srnTx5kqRSKU2dOpV2795NkZGRlJubS0eOHKGhQ4fSixcvqK6ujtzd3Zl6pampiaZMmUJvv/02VVdXU3t7O5WWllJkZCQNGTKEqV0zMzPpd7/7HVVVVZFSqaSPPvqIAgIC6PHjx3Tnzh0KDQ0lHx8f+vzzzyk+Pp7mzZtHrq6ujCe6t9GpU6cIAFPfy+VyCg4OpgULFhBRl6pq5syZpFAoSC6XU1RUFGVlZZHZbKaUlBSSSqW0evVqNmZmzJhBdnZ29Omnn9KhQ4do3bp1xOVymaq/o6ODpk+fTjt27CCdTkfp6enE5/Np2bJldOXKFSv6WlpaaMOGDQSAPv74Y0pISKD4+HhydnZmN5CfPXuWlixZQhKJhKqqqoiIKC0tjTZv3kxtbW308OFDGjJkCC1dupSMRiMVFxeTh4cHbd26lerq6kiv11NFRQU5OzvTqlWr6LvvvqO4uDji8XgUFxdHZrOZ7t27R1KplN555x02L5hMJlqwYAGlpqb+qDquqKiIwsPDacCAAbRr1y5auHAhffLJJ2QwGGj9+vWUmZlJnZ2dtG/fPrKzs6P09HQiIiovL6dx48bR9evXSavV0v79+4nD4fQ63n8pWAkhtVpNixYtorFjx9LKlSuZDruzs5Ndo98Ter2e/P39ydvbu9dQAT0RGxtLO3bsIKKua+5HjBhBH374IcvvKYSSk5Np/PjxjLmbm5spJiaGiouLSalU0qBBg9jkRUS0adMmCgwM7FMIPX36lGbNmkVPnz4loi4blKOjI1VWVhIR0ZUrV0gikVBpaSkRdQnBqVOn0r59+ygzM5NycnJozpw5xOFwqL6+nm7evEk+Pj6sPCKi1atXv9QmNHHiRFqzZg17vnHjBvH5fMrOzmZp7e3tFBwcTMePH2dp9fX1JJFIaP369UREtGLFCho5ciT7Tm1tLfF4PEpISGD/iY6OpgkTJvS6gCAiWr9+vY3AXLRoEUVERLC0tLQ0srOzo4qKCiIimjNnDv3tb3+jrKwsys7OpuXLlxMAunPnjk35ycnJJBKJmM3EUo+wsDA6f/48XblyhbKysigwMJDRMXfuXPrDH/5AarWaiIiuXr1KGo2GiIjmz59P06ZNY2Vdv36d7OzsqKioiIhshRAR0Z49e2jgwIEszEJlZSW5u7sznb5KpaK8vDwb2i9fvkyDBw8mmUzG0r7++mvicDisrpcvXyY3NzcWMqI3HD16lFxdXampqYmllZWVkZOTk5UN4Z133qHZs2ezZ7PZTGPGjKGoqCir8g4cOEAbN24koi57ymuvvUZLlixh+TNmzKBZs2ZZ/Wfnzp0UEBBAarWadDodhYeHW01EcrmcPD09afny5URE9OGHH1JAQABbeNy7d4/EYnGv9q5///vfJJVK2aLVbDZTZGQkLV68mIiILly4QN7e3iysSXV1tZXNNTw8nD766CP2fOTIEXJwcGBhQ2QyGXl5edH+/fuJiOjWrVtkZ2dHN27cYG3g7+9P69ats6HN0tYCgcDKhvPHP/6RRo8eTTqdjr1jZ2dHmZmZZDQa6e2336YDBw4wnp85cybxeDyqr69n9MTFxbHyysvLyd7enk6dOsXSpkyZQvPnz2fPO3bsoIEDBzLbZENDA0VHR5Ner6fW1tYftQl99tlnNGDAAJLL5Szt2rVrNGHCBMrOzqYrV65QcnIy2dvb09y5c8lsNtPy5ctp6dKl7P0XL15YLVp+DbCyCdnb2yMxMRHJycmIjY1l6g2RSAQ7O7ted1I8Hg8eHh7o6OhAR0fHj+68NmzYgNWrVyM5ORn79u1jAe76Qk5ODlxdXdk7np6eOHToEMLCwlh4gR47u5d+39fXFxcvXkRrayu++eYb5ObmQiAQsHyL/tfy29LSgsrKSgBdXjBKpRJRUVFISUmBi4sLTp06BTc3Nyt1V3f7Sk9Y6OtOp9lshkQiga+vL0srKSlBdXW1VSiJQYMGISwszMqTTiKRMNWfQCBgIRwscHR0fOnW20JHz5Dgbm5urFyxWMz0+VqtFqWlpeByuVCpVGhra8PMmTNx7tw5K/q7l+Xg4GAVovrRo0eQy+XQ6XRQq9Vob2/HF198gb1794LH42H+/PlISUnBpEmTcPLkSURGRjIV10/t797qOGjQILzxxhuYN28eli5diqqqKkyaNMnmf2lpaXB0dLRSr1lUkvn5+X22349935LWM5ot/f8w6hYYjUZwuVwW0t2CDz74AJs3b0Zqaiq++uoryOVyK/Vvz3KALj7lcDjg8Xiora1FSUkJhg4dyvJdXFwQERGBq1evwmAwwGw2w9HRkYVMsdiverPB9NYH3dPCw8Ph7OyMiIgIrF+/HkKhkLljm0wmG/43Go0Qi8Vwc3MDAEa3JXCgJSikJYozn89noUd6gyVAY/fwL1KpFM7OzswMIBAIIJFIwOFwIJPJUFVVBeA/eH7ZsmVITk6Gk5OTVdj7nm3s5eXFnsVisdWcGBMTAyLCsWPHAADp6emYMGECBALBK3tuenh4wNnZmT0XFxfDYDBApVJBrVaDw+Hg2LFjWLt2LeRyOf71r3+x0CNAl723eyiVXwNsDBc8Hg/Dhg175QK4XC5ef/11FBUVob6+3mrS7A0lJSXYtm0blixZgj//+c9ITk5+aQe0t7ejpaXFZrD+XFdTo9GIf/zjH3j+/DnWrl0LV1dXZGZm9vm+Xq+HXC7HhAkTEB4ebpNfU1MDs9lsM8H8VFCPSKBarRYGgwEKhYKlcTgcDBw4EKWlpb0Ks74mu5+DvsrQ6/WQyWQYO3asld75Zd/qWTe1Ws1siD2dBYgIixYtgre3N7Zs2YKoqChcunQJR44cealw/ykQiUQ4deoU4uLiEBsbi9TUVHz77beIioqyeq+9vR1KpRKdnZ2McT08PGwml/9u9OSPx48fY9OmTZg7dy5WrVqF9PT0VzZsc7lcdHZ2orOzEzKZzCrPx8cHt27dYmVZ+s0S+Rf46SHrga4Isjk5Odi5cyf27duH06dP49y5c73ykwXdx0zPb48dOxZRUVGIi4tDaGgoysrKIJFIEBMT81I6evJKb88cDgc6nQ4KhQITJ05EWFiYTRnNzc19fuNlCw1PT09ER0fj4MGDWL58OQoLC7F9+/aX0txbHcxmM5sL29rawOFwMGfOHJt3Kysr0dLS8tJ6/xrwX3JjQkxMDIRCIeLj43vNN5lMyMjIgEqlwgcffAAvLy/Mnj0bDg4OrOP7QnBwMH744QfcuXOHpT1//hzXr1+HRCLpcxXRV5lZWVn48ssvsW7dOvj5+YHH41kNFsv/LM8uLi5wcXHB3r17rTovNzcXLS0tGDp0KGpqavD06VOWZynzZfX6sZXPkCFDIBaLbUKqazQahIaGgsPh/JcMJkvY7p6r8t5ARJBKpfD29sbXX39t5TFmMeC+CoYOHQq5XI7Dhw9bpaempkKtVuPmzZuIjIxETk4O9uzZgzNnziAnJwfAf4Qjt6Bnv/VVx+7vNjQ0oK6uDh9//DGKi4sRERGBTz/91EawhIWFobGx0erMXEdHB4RCIcaMGWPVLi/ri57ff9l7rzLJr1mzBgKBAIsWLYJUKrUZay8rx2QywdvbG25ubigsLLTKU6lUGDlyJMRi8U8aW2Kx2Ob73WkqLS0Fh8PBnj17kJeXB6FQ+JMn3+7g8/mIiorCuHHjUFBQAK1Wi7S0tB8NuPkqMJvNcHV1hZOTE/bt22eVl52djaamJiYAfo5Afv/999HZ2YlVq1Zh0KBBLEDkz8Xw4cPxww8/WJ3r0+v1uHTpEhwcHODk5ISbN2+yvFfh8/9pvBJFx44dQ1xcXJ8DMzQ0FFu3bsXx48fxxRdfQK1Ws7y2tjYcPXoUYrEY9vb2aGhoQG1tLRQKBa5du4aGhgY0NjZaHZ6yRBoFgPnz50MikSA6OhppaWnIzMzEli1b4O3tDYlEAicnJ3z//feQy+W4e/cuioqKoFAomFDgcDjo6Ohgh1+bmprQ1taG8vJyNDY24vr161Cr1Xjw4AFkMhmcnZ2h1WpRVVWFgoICiEQivPvuuzh16hTee+89ZGZm4uDBg8jIyICLiwsWLlwIo9GITZs2QSaTQalU4vHjx5DJZKirq7MRNhwOB1qt1moVajKZoFKpoNFoWFpgYCAWLVqE+Ph4PHnyBEBXFNK6ujqsXr0aAFgETgss6hKL2gLoYiqVStVn3zo6OqKxsRGPHz/GjRs3AHQN4p7/0ev1LHroihUrkJGRgWXLliEjIwPx8fE4ffq0lcrNAqPRyHYTFowePRrTpk3DJ598gh07diA7Oxvbt2/Hs2fPIJVK8d133+H27dsQCARYs2YNAgMDmcrU19cXDx48QE1NDerq6pCens4inBoMBvD5fOj1eqsx6OjoiNbWVlRWVqKgoACNjY3YtWsXDAYDhgwZgvfffx8ODg42DLpgwQJ4enpaTUa5ubn4zW9+g8mTJ7N2sezsXtbGCoUCVVVVyM/PZ8Jbq9VaCT6JRIK6ujpUVVXhzp07EAgE6OjoYF6XQFcfP3v2DE+ePIFMJkNBQQHq6+vR3NyMsrIymEwm2Nvbs3IsgsZoNKKtrQ0GgwEeHh5YsWIFzp07h7KyMgBdN52UlJTgL3/5C3vf4tILdI1byxjoCS8vLxgMBuTn50OpVCIjIwN1dXVobGxEW1sb7t+/j2+//RZAl2pu3rx5bGdpUa21tbWx8sxmM3Q6HZvkeTwe9Ho9a7fm5masXbsWISEhCAoKgp+fHzo6Ol7aBz1p1+v1VvzG5XKZetje3h5LlixBQkICVq5ciczMTHzzzTfIzs6Gu7s7E7pVVVV4+PAhnj59Ci6XC61Wa6Wh6cmfQNf4jYqKQmpqqpUnnqUdutPUWx1aWlqs6jFt2jT4+flh6dKlOHjwILKysrBhwwYQEby8vLBw4UKcOXMGZ86cQWdnJ8rLy9He3o6amhqo1WpoNBps3boV169f7/O7/9340Wt7zGYzNm7ciKKiIkRHR/cpSSdNmgQ/Pz8kJCQgNTUVJSUlyM/PZ9e/TJ48mZ1VOHv2LK5evQp/f3/w+Xzcv38fU6ZMgdFoRFJSElpaWiCVShEcHIzBgwcjJCQEGRkZSEhIwK1btxATE8PKk0qlOHz4MFJTUyGVSuHi4oLa2lq2yjh58iRqa2shEAgQHByMESNGoLCwECkpKWhpacH48eNRWFgIoVCIadOmwdPTE3fv3kVycjKCg4Px2muv4fXXX0d7eztOnDiB1NRUtLW14fPPP4ebmxsGDx6MwYMHIzExERcvXkRtbS2zlQwYMACjRo1iE6hCoUBSUhJu3LgBnU4HFxcXKJVKnDlzBs3NzdBoNBgxYgRcXFzA4XAQGRmJiooKJCUlQSaTIT09He+++y6mTZvG6qDVauHj4wMHBwckJSWhoqICXC4XwcHBqKysRHJyMlQqFTw8PJirb3c4OTkhMzMTV69exfTp01FZWYkLFy6gs7MT/v7+MJlMSEpKQlNTE/h8PkJDQxEREcH6KiUlBQ0NDdi2bZuNTaisrAzHjh2DQqGATqdDSEgIHBwcwOPxMGnSJDx69AiJiYlIS0uDr68vNm7cCKFQiEuXLiE5ORkAcOHCBYSEhGDZsmXg8/nw9vbGpUuXkJCQgKamJoSFheH27dtwcXHBuHHjkJmZiby8PBiNRgQFBcHHxwdOTk64du0aMjIy8NZbb2HgwIHYvXs3qqur0dzcjJycHKxZs8bmLJuTkxMmTZqEo0eP4t69e6isrMSjR48QGxsLDw8P3L59G4mJiWhtbQWHw4GdnR18fX1t2tjZ2RkFBQW4ePEiJk6cCC8vL8THx6OyshIcDgehoaFwcnKCUCjE+fPn8eDBA8yYMQPp6enIz8+HRqOBr68vhg0bBg6HA4lEgnPnziEnJwc+Pj6QSqW4e/cuxo8fj6CgIIhEIly4cAH379/H3Llz0dDQwMaQu7s7QkJCMHnyZDQ3N+Pw4cNQKpVIS0vD73//eyxYsAC3b99m48bb2xtisRhJSUmora0Fl8vFmDFjrMLEW4SsxcYaEhICmUwGjUaDUaNGgcvlYvfu3VCpVKioqEB5eTk+++wzuLm54fz588jNzYVOp8Po0aOh1WqRmJiIlpYWuLi4YMCAAUhJSUFxcTGMRiPGjBkDd3d3ZGRkIDExkZ1zO378OE6ePInw8HCr3YVcLseJEydQXV0NPp+PwMBAlJeXM94ZOHAgHB0dceLECVRUVICIEBoaiqlTpzJ+tbjhb9++HW5ubhAKhVAoFDh79ixMJhMmTJiA48ePs28MHz4chYWFuHLlCjo7OxEQEAA/Pz+r8dDc3MxcvnU6Hc6cOYOioiIQEYYPH25z9U9+fj6Sk5OhVCrB5/MREhICkUgEe3t7jB8/Hnl5eUhMTERWVhbefPNNxMTEgMPhICIiAo2Njdi/fz++//57qNVqPHnyBGKxGKNHj4ZAIMCf/vQneHl52Zxv+5/CK4X3lslkMJvNVgbvvqDX61FRUQGlUgknJycEBQXZGMKam5vB5/Ph5uYGnU6Hzs5OODk5QafTQa/XQyAQQK/Xw97enm19VSoV6urq4OPjY3MepaamBkSEgIAANDc3QygUwsXFBSaTCRqNBkKhEHq9HmKxGEKhkOnDvby8wOfzIZfL4ezszASswWCAUqm0qe/Tp0+hVqsRGBhocw5IJpPh2bNnCAwMhEajAY/Hs6HTZDJBrVazw6CWlbvJZIJQKIROp4OdnZ3NmamHDx9CrVYjKCiIlanVapka0WLItaiKDAYDhEIhWzlyuVwYDAariaM71Go1TCYTnJycoFarWTuYzWYIBALodDrWht0dIRobG6FUKhEQEGBzEBPoOmOj1+tZ3SzqUwuICNXV1eBwOAgICGDpGo0GnZ2dePLkCUQikY2aRSaT4fnz5xg+fDj0ej0UCgV8fHwAdNlxLHXncrnM5mRxnHF1dYXBYIBOp0NraytaWlowePBgK4Nyb+1TUlICBwcHjBgxgtVfq9XCaDSytuHxeOwMTm9todFo4ObmZjUuDQYDxGKx1UJFLBbDzs4ObW1tEAqFzObY3bD+4sULcLlcuLu7w2AwQKPRWBmsFQoFRCIRJBIJOjo6YDKZ2C5RKpWyPi4vL4dcLsewYcOYc03PsSUSidDR0QGRSAS9Xg87OzurfrT05aNHj+Dq6ooBAwbgyZMn8PLygkgkYnzd2NgIlUqF4OBgZt9TqVTg8/kwm83MAaH7HGBnZwetVguRSASj0Qg+n49nz54hNTUVixcvhl6vh1KphF6vR25uLtrb2/H3v/+d0eh7HPoAAAE+SURBVNWzrXvyhYV3LN/oPk8AL+f5lpYW5jyhUqms/q/T6djcZTabreyZR48ehVAoxOLFi1nbqVQqRhuPx7NxBNNoNCAi8Pl86HQ6SKVSKxu5TqdDTU0NHBwcenUQsjhX+fv74+nTpxg0aBD7f2NjI5ydnf/Td3X+XLySEOpHP/rRj18DiAhz587F2LFj8de//tUq7/LlyzAajZg9e/YvRF3fUKlUUCgU4HA42Lx5M7788stXWtT/X8Cv5zrdfvSjH/14BQQFBeHAgQO4e/cuxowZA4FAgJaWFowcORLR0dG/NHm9Ys+ePdi5cyd8fHyYOrcfXejfCfWjH/34X4fCwkJcu3YNra2t7L6+sWPH/tJk9YnS0lKcO3cOkydP/sVsL79W9AuhfvSjH/3oxy+GX5/TeD/60Y9+9OP/DP4fRx/29DWevYAAAAAASUVORK5CYII=)
We also identified the influence of the various treatment on the activity from the crystallographic view of point. Figure 4 depicted Powder X-ray diffraction profiles of the various SSM based samples. In all the profiles, the peaks assigned as various silicon oxide crystals were identified, while the peak intensities significantly depends on the samples.
Compared with the row SSM, all the treated samples included the crystals with significant low intensities. Especially, the intensities in the profile of the sample treated with ammonia following calcination at 723 K were the lowest in all the samples. Figure 5 depicted relations between the crystalline size and their activity for hydrogen evolution from aqueous ammonia borane solutions. The crystalline sizes were calculated from the peak assigned as quartz phase using the Scherrer’s equation. From the figure, the activity linearly decreased with increasing the size. In general, Shirasu based samples mainly consist of amorphous phases, and the identified crystalline phases can be impurity of the Shirasu based samples. Consequently, the result in the PXRD profiles indicate that the sample with low amount of the impurity crystalline phases exhibited high activity for hydrogen evolution from aqueous ammonia borane solution.