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o6Wi4TRnch5OeYGB8/P+k0t/pGXz+/y5mZ9fgqnh4e4eELtFrt6tWrz59PuvteuWvbtr/fuH3L5oqKCmPfWoyyHXz096Mymay2c0Trm6eX1/bNP+rjKxPcpwA/P6kRPGPGzBOnNBTEEBQVmXKnxT8upS9atCg6Ojo4ONiIZq8sKy8TQiQnJbXt0LG4qOjokcO3nFiUpKSkeHh6VlVWlZeVnTpxvFZdo51dXG6dxsfc3NxSaR4ZGRkUFNS1a/e71yfp4oW8vNy/DrOeAYGBvx8+InXJPHvmdEd1JzK4ob3+6qtPPfOsof1Vnl7eqSkpxcXFVlZWTepgmpWVZWdnuDMS2NrY7NsX0zCNYDs7+xPx8TqdjoWY7i47O9uQh4vcv8rKypLScuOavXLX9m1lpaVCiI8WL3726aeTzv9/D6nCoqLmzZv37ddPCGFpqfT3aVHbJ//u228vnj8/fNRo6dfWgQHSafGqVavOJp6/+2Orj6gzQkNnv/Ky9HPPrt1u3LhhAgdb4ztSTAqZoLSyasiZEWuu74CBO7ZtG9+UFoTfvWtXi5YtG2yy6Dpo3Tpg7JjRKpWqARrBSqWyVZs2Z0+fVnfuTNDexYJ35j8y9lHTfo+Zly+HhS2IjIycNm2a4c9eeSZBc/XK5ZSUlDdff10IYWlpmZSUdOsdvFu0kP7L2dn5kTG1nr5mxKiRU56anHTxQkBgKwcH++PHj0mnxQWFxffss+bp5e3p5aW9cmXipEnVN06YNGntV1/7+vkb+3ZiZBk8KWTC9Rs3Zr861zD/vAGDBq/5z+ebf/jxqSlPq9XqjEuXTPgQc+N69vLPlqekpLz6xpsG+0c6ONjv2rlTWobyj/SMBvgm+LEnJ8x7442BgwaNHTfO2tr6j7Q0Of2ib5F47txnUcvkCvm8sHDTfqfVs1eGhYUdPPhLYOu2ubmG2/QvKyt7/Iknunbrds97WlnXpempUCgef+KJ02fPmbUS7dq0Dhg1QqVSzZnz6uEaLEomhBgz/rHPli659Zbcmzf7DxpkAmt+GFMGVwewwdbdzt5+1quv5eflHdi/b19MTE5OjgkfYszNLYaPfsTXz9+Qd4MAf99HRo2Q5sCLP36qYbaBRR8vTk1J/iwqisT9O1s7+ylTpxrmdax6J81euWLFijlz5pw9d65htsD7MX7s2B49e979PjKZLGJZXbbtm7k3hRDubm6LF38inRafTTxfw9Pidu07TJ/98icfffTvTz4WQiQnJVnb2T/Qb4AJbCTGkcElJSVTn32utKzckAP41qOwCfSYNwG3NoKTklMb7HXlcnlAYKsmEjO4e1NYmr1y4sSJ69et69NvwPXrBjqTvLu7+3vvvtujR4/3P/ywuKho3htvlJSU3HqHAYMGPRkSIoR4Z968Ojx//LFjUUsj3v33x7Y2VmFhYWq1evDgoJp3VZPWROmo7rTx+x/NhHB0cu7SrbtpbCRGkMElJSUD+/Z/oE8fgg01Z2YmvL08enbv2pCNYOA2t85eef36jRs3bhjm0DgPL+/nXnhh944dQoi35s2Li4vT/e9EcieOH+/fv7+Hp+fx+PgAn1qvSOHo5PRWWHhndcennpoohNiyZcv5i0l1+DudnJxNbAsx9AwmgFHH83o3t/98/rkQYvXq1Q3ZCAZuYyyzV/oHtHJxOSKEuHH9esjkp11cXN3d3asHN69avqywsFAI0dzT84mnnvbz87OwqN3kM7Y2NsePH4uJiQkNDS0pLa+vGaeNnUH3FiGAUedGsEdzlXTJq2vX7obcFwYmr6Sk1N8/UJq90lwhN/wpOx4eMSLl4kVXV1cnJyeHv2RkZHjdx7RIZmaideuA5557TqVShYUtyLx8mQ3DCDL4X888SwCjbo3gZcuihBDLly9PSkmhIGhc0uyVQojw8AUtW3gb+F/brVu3yxnpt95y5XKmq6urlbX1/eyS69et02q1ixcvbpgRCmTw/crOzj558mT1mG6g5mfcjg72UiPY3z/Q8OdGQFNoChvR7JW+fn6pKSn5+fnVt8QfOzpqdN0PxTKZzNHBfubMmWq1etjDww22YxoZ/D8ily4NGjrMBIZ/oYF5enjMnfsajWAYFGn2SiFEcHBwuzatDflPVSgU6k6dDuzbJ82eUVZWdvTw4Z69etX5CQP8faVdct26defuNSsWGWwotm3dNmDQYJMsugnMM264G7RMZqk0l5YEpxEMw1E9e6VGo5FmrzTkv3ZJRMTZhFNL/v3h2jWr578xd+yjj3bu0qVuT2VpqUy/9Ie0S1rb2LFL3n7GY7B/WX5eXs3XhjSW6I0/+vvunTsyMzJGBY95oE+f+lqnFtVatvCeN2+eEGLRokVnOeOGITH82SvT0lJ37dgh/fzi9Om/7N9//tzZXr17e3t7V99eW+3btWnXtq34a9lQNgOjyWATk5+X99rs0Opft2/ZvH3L5lHBY+hxVr+NYLlMSGfcFZXC6NZOh2kz/Nkrhwx9+I/0jKtXr0q/Nvf0au7pJYT4/Vh89X1at21X8ydUubtVz5PDsqFkcGM6sH/f3288uH//8FGj+c67HhvBU6dOlRrBKWnpFASGxsBnr+zes6cQIjExsb7OiT2aqzp2mKhWq5knhwxuTBUVFQf37//77Xl5uakpyUxqWC8sLZXaK5kxMTE0gmHITWHDn72yTZs29XVOPGPGdCHE8uXLz5xN5NO/85kKJWgAOTk3pDWonZ2d3wmbn5SWOiM0VFr5Mv7oUepTLwL8/KZNmyaEWLbssz8u0QiGgbp19sqW3l5mZiZ7TlxUmC99MeTdoiVdscjgxuTq2sze3kEIMWHSpKefeUYIMfuVl5+bOlUI0a1HD+pTLzt8cvJFaUXSy1e0NIJhyKTZK4UQy5ZFubu5meR7DAzwnzRpkhDio48+ZrLYu+BadAMZ/+STa/7z+a1rUPfo2cPTy4sL0fXVCB427CEhxIwZM+l7afhefHZKE6/AkogIafbKkSNGvjz9peLiYsP/m+3tHT5aGlGTe7q4OP8cs1ej0URFRd3MzeOcmAxufJ26dPX08lq/bt3sV16Wbtm0ceOY8Y9RmXppBO/bF1PdCKbvpVGYOGWKq6trk33712/eXLdunVqtXvzp4lVffXn06DFD/muLioo0moQjsb/W5M5mZqKlt9eIh4eqVKqJkybRFYsMNghKpfKdhe9dzsxYteoLX5+WZbqK4aPHGP7s7Uahfbs2j40bq1KpaAQbkaFDH2riFXBwcJBmr1y0aFH37t0MtrF4+fKVzZu31PzP82nZMjx8gVarjY2NPX8+iU2dDDYgHp5/LjxiwXCkejuQ2VcPQGQueOOybNnyJn5evmjRoujo6ODg4M8//49pVMPc3FwuE5GRkUFBQf7+gafPnmM7vzvaYTBuAf6+c+bMUalUw0eMYC54GJHS0tL9vxyYMWNGeXm5mZkwiivziX/5pzu0DgwIDg4WQqxatYqJ6ppiO1hhbn70t7gGeCFrGxu2HoNqBNP3EkYnJubndxcuaNasmZeXl5WVpQnsj9U9MwoKi+mK1RQzeNnnq6rP1/h0TZuZmfD28ujZvavUCKbrB4xOZWXlxk3fOzm7zH39TWNPLDMz4e/r88ioESqVamZo6PET7I9NMoPRdLi7uf3n88+FEKtXr6YRbLw8vby6d2/qo+RHPxJcw3t2aN/2/fcX3XpL8Jix+vvD/v5y//g5engsWxal1Wp37NiRlJxKz4wa4vtgGOtJt0dzVVhYmFqt7tq1u6HNfQ/o6byzXds2DfqK7jWaQkRaMzQsLCwoKIj9kXawEPU35SkM9mC0bFmUEGL58uVJKSkUxAQ+0KlTJlOHu7uQknzHAY1vz31VT6/4eEpyTe7Wrk3rp56aKIRYtWrV+YuMR6IdDFNvBDs62EuNYH//QKaiNQFKSwuKUJPmpgG+oq2NzfHjx2JiYkJDQ0tKy8vLy/mkaAfDlHl6eMyd+xqNYMAQTohbtw5o13a0SqUKC1vAJDm0g2H6TQFLpXl0dLQ0CQCNYKARubu5RUVGarXaxYsXJ6em0RWLdjBMXMsW3vPmzRNMAmBCLC2VXTt3Tkqjc3tdtGjh1Vilk8lk7m6u0rdCwx4efuIkjWDawTD1RrBcJqRFSSsqBZMAmIY+Dz5gaamkDnXj07JFY710uzatZ82aJYTYsmXLOU6IaQejKTSCp06dKoRYtGhRSlo6BTEBmRkZoaGzqUOdzZnzWqO8rrRod/UJMd8KkcEwcZaWSu2VzJiYGBrBQKNr365Nu7ZthRDLln1GVywyGKYvwM9v2LCHhBAfffTxhSS6Qxs9mUzGiZSRUrm7rV+3jvXK6mEvoAQwlkZwcvJFaTr4m7l5HLuBRmu6KRSODvYzZ85Uq9VDgh5ivTLawWhCjeAZM2Zy4csExMbGcSJlpHo/0FMaoL9u3bqLSckUhHYwTL8RXL0m2uUrWi58mQCNJoEiGCM7O1uZ2Z9jExwcneiKRTsYpq99uzaPjRtLI9h0jjvm5kdif6UOxkVaNL1/3z5jxgQLIZYt++yk5jRlIYNharKzs4QQTk7OcrlcCOHgYL9r5056f5iS6nW+BUt9G5WWLbwPHfpNo9FERUVdvqLl2wQyGCaitLT0t18PlpWVWFtZq9XqiqrKbT9sys3Ls7N3WPhuuLQw+PARI+KPszA40DjMzMx69erh7uamUqkmTprEzkgGw0QkaE6VFRW1bh0Yf/RYSVHxvn37qqqqqqqqbGxsHujda8+ePVIjOCmZuQyBRtO9W5fZs2YJITZt2nTmLFcvyGCYhO82rHt6ytPH44/7+/sPHjwk6eLFhARNy5Y+rdu09g8IuHjhwuAhQ1QqVdeuXZNTLymVzGhoaljq2yhYWird3ZpJXbH8/QNPnz1HTchgGL2jRw6/MueVPbv3dOjQfuN3323fus3e3n7YiBG7f9p94fz5J0KeNFcqpUbw6dNnvlrz5fRZs83Nzakb0MCqBwdGREQknKERTAbD+OXn5ZUVF+3+aXfHjh3mvfmmq2uzsPfes7CwyLp2zdPL6/V5bwUG+rdv375fv34tvL2379ipVFr8HLN32MPDzczMqB7QYBwc7KsHB169lk1XLDIYpmDb5h/69e/fqlXgxu++69HrgakvviiE+PSjj2IPHhRC7Ny7Vy5XxMfHCyEcHBwil0Y09/D8JWZvm7btfHx8qB7QMMzMhL+vj9QvcmZo6PETdMWqT8zRgcZRUVFha2ubmpzcsqXPzu07xj/xhBBCJpPJZH9uk+bm5sUlxeYWyu1bt0VFRD41efJPO7ZbW9tkpF8qLi6mgEDD8PTwCA9foNVqV69eff58EoMDyWCYgpycG33796sUVcfj41u1bl2hq8i5fj3n+o38vDzpDtevZ1/Pzs7OymqvVh85fPjPw4GXV3ZWVmZmJgUEGoC5ubml0jwyMjIoKKhr1+4FhYXUpH5xLRqNIyUpafxj40+dPHXy5MlJk59+/pkpt93hyXHjpR/e//BDKysr6eeOnTrH/XqgTbv2VVVVfCsM6FvrwICnnpoohFi1atXZxPMUhHYwTMS1q1cdHR2rKit9fH1cXF3vdp5orqi+QC2ESL90SQhRXl5ODQG9cnCwP378WExMTHh4eElpOV2xaAfDdLi5u+/asaOysqp9+/affrL4nQULZDKZmUz226+/7tm9WwjxwccfyWVyuUzm6+vr5e31V+v5oneLFkKI4uJiCwsLygjoiZmZCPD3lbpi3f887WVlZTqdTjp1lsvllpaWCgXpQwaj8fgFBBw9dEihkLdt1y41NWXEqFFyuVwul5mbm0sZPG78eJmZmRBi6adLBg4cVN0IDmRKB0D/3N3coiIjpdH5yalpteqKVVVVVV5eXlZWVlJSUlRUVFRUJISorKzMz8+zs7OXLmsplUpvb2+SmAy+A51OJ111kclkbCJ64uTkfPHC+YDAwP+s/HzRBx+uWbVqeuhMuVxuYf5nwWV/fd17+vTpiZMmjXz44Tbt2mWkp/fu108IwUwdgP7IZDJbG6uwsDC1Wt2nT79fDgLj1jMAACAASURBVP4qpeY99zspdEtLS4UQRUVFRYUFuTdvXkpLTU1Jkctk6s6dNSdPWlvb+AYEdO3RMzU11dfXt4kfYwmYP6+TSKdspaWl+fn5t/6XUql0dnZ2cHCgSvVLLpfb2Nr6+Qfsi9krhPDy9vr4ww9nzAyVy+TV99m2ZevJkyfmvv76yIcfdlOp3NzcL/3xh7OLqxCCC9GA/rRr01rqirVly5a9P+/Lz8srKi6qyQML8wvycm9e1WpPxB/z8/fv26/foAH9u77ysqq5qjpri4qKPvno4++jN4wc+2hqaqq/v/+tHT7IYGNVWVlZVFRUUVEhBec9P9Ti4mIpdKXrJOVlZbm5N3Nv3kxLSbmRnZ2ZmdGlW3d3laq5l1dpaWl5ebmLiwsdcevXpCnPLnh73nsffLAiKmrgoEFTn3/h/ffevZx5eUlERHJy8vQXXxr28MMvvjRt5MMPP9ivf+eu3RaFh014eor0yXJ9AtATWxub5OSLMTExoaGhf1xK//23uOPHjj79zJSWLX2EECdPnrxx4/rfH5WfXyCXyzt27DA0aHBAYGB1H46/s7a2nr8gbOSokVOf+9eUqS/cuHHD9a69MslgI5CdnZ2dnV2rhxQVFd28caP6lM3H17f/gAHSKZuzi7O1tXVGekbSxYuvvfpq95692nboWFpa6unpyf5Zj5RK5ZMTJy1dvPjFGTO/WLlCCLE0MlIIcf369dHBjwghEs+dkwK438CB785/R925i2szNyGEu7s71QP0pHXrgHZt26pUqnnz5j3z1OS5b7yxfOXy6rPeR8YE18urdOveffYrL3+/6YeHho9wdnZusk1hU8jgnJyc7Ozs8rKytJSUXw/s9/Pzc3B0FEJoTp7Mycn5p0d17d69X7++0inbrddJqnl5e3l5ex36/cii994/FHuwT/+BZWVlXAKtX506d8lMz3hzzpwJk5+OiYlZFhl52x1GBY+xtrZ+c84rga1b9x88RDqJdnR0pHSAPqjc3davWyd1xfriP6veXfR+t+7d9fRaEyZOjFoaUVlZWVJSYm1tTQYbq6tXr169cuWn7VsnT3l6ftjPLi4u9VkghWLe22+Nenj49ewsOzs7msL1bsTo0d4tW367/hsHB8eBg4f4BQT2fOCB3Nyb588lJpw6eSg29vr17IdHjW7Trr10fw8PD74UAPRBJpM5OtjPnDlTrVb37NVrySeL33rnbT3Gj0LRq3fv/Py80tJSMthYlZSUCCEO7vv5x61b7/INxH1uKBHLol6eNdvFtVllZWVT7j6gJx06dnSd/cqRQ7+lJif9fuTwmv+slG5v3bZtxy5dWrVpK+2fcrmcwQyA/gT4+86d+5oQYt26deu/WT/56cn6fsWhQ4fuifnZy8vbycmJDDZKBQUF2VnXPDw99BTAf4ZBmzYXzp8fIYROp+NydL0zMzNr3rz5iFGj//jjj4qKivKysnKd7rbzYicnJzc3N1rAgJ5YWirTL/0RHR0dEhIikyusbO22bd02c9Ysvb7onj17mnu3aLKNYFPI4JycnJSki6/OfU3fL9S1e/fc3JtMz6Q/FhYWAQEBpaWlpaWleXl5JSUlcrncxsbG0tLSxsaG5i+gV+3btRk4YIAQYtmyz+JPnLS2tpbJ5PHHjunv+2AhxJFDh55q10GpVDbZshv9ZVWFQuHk5PJbXJy+Xyg1Odnayloul7Ov6rVBbGlp6eDg4O3tHRgY6Ofn5+7u7uDgQAADeqVyd9u1c6dGo1m/fv3lK1ozM5lSqezas9fb896KP3ZMp9Pp40W3bt7i1aKlTCaztLSkHWysHB0dffz81n715UvTp+vvSF1UVFRRWWluYUEjGIDJnfsKj+aqjh0mqlSq4SNGxB8/JYRwdnYuLS21sOi76P1Fl9LSZs6e5ejwP+MRbubePB4ff9tTde3WrX379j6+vvfsG5uRnrFwwYKJU551dXVljg4jZmdnZ25h0bptuw3r10+YOFFPMbxp48Yu3brJ5XIyGICJ8WnZcsaM6UKITZs2nTmbKN3o4OAgLbEw6KFh5WVlvx/9M25dmzUz/+sw2Kz57eNENAlnDhw4ePXKlcRz56Txnx07qm+bskOn021Yv37pp0uCx403t7BwdnZuysU3+gxWKBRKpVLdtduBAwcXhi2Y9fLsocOG2djY3nqfq1e1mRmZfz9fk+biuOdLZKRnLP10yZSpL7i5ubG7AjAllpbKosJ8qSuWd4uWFy4mV/+Xq6urra1tQUFBaWmp8/+2a62tre/YeC0oKJDmK3x4dHBu7s0rV7PPX/iheh6kwFatLl64cOPGjS7duk2Z+oK5ubmnp2cTH2liCl+zeXt763S6Lt17duraPenChZjXXpduD2zd+i6P+vrrr6VpxHv17j106NDWbVp7t7hD97ytm7csXLAgeNx4c3Nze3t79lgApqRtm9aDBw0UQnz00ccXklL+ltCWtfqyVppaX1o3SZoPWFrCYcCQoPKysqLiolZt20vNaNZNMp0MVigUvr6+N2/ezMnJCWzT5ra17ezs7P7+kIqKCh8//0F/TRP9875fvvtuY/off2RmZjw0bFjvB3s7OjiePHny4IEDdvYOE6c8a25h4enpycAYAKbExcV590+7NBpNVFTUzdw8ab24+2dmZmZhYWFhYVG92o20Lo40n78QgpEOJpXBUgy7urrWduJvnU5XVlYmLduQn5//QN9+0gqXpzRndOXlTi7OI4PHmltYyOVyT0/PpjyCDYDpMTMTLb29Rjw8VKVSTZw06fiJU/p7LQs6tJp2Btc5uRUKhbW1tTRFi06n0+l0paWlBQUF1Xews7OztLRkbiwAJsbTwyM8fIFWq92xY8f580lVVZSEDDaASJbGp1INACbM3NzcUmkeGRkZFBTUtWv302fPURMyGECT8OKzUyhC41oSERE84yUhxKpVqx4aNLC4uPieD7G3d/hoaQSlI4MBGL2JU6Y05ZXbG1dzlSq/sECj0YSHh5+/cOH56dPv+ZDDh48cif2V0pHBAEzB0KEP9XnwQerQKHQ6nbe3t0qlmjdvnkKhGDZ06F3unJBw+j+rvqivLtMggwEYhJAJkyhCw3vwwd45N65LXbHefe/9CxcuUhMyGACgd0qlcvSokb6+vmq12sHRsbYBnJj450yWbf53GgbUGUNuAKCpmDJl8quvviqE2LJly9dff0NByGAAQAM1ggMDAhQKxfMvvPBrbFx+fj41aXRciwbQmJydnSdOmkgdasjVxSUsbMGtt8wMnVnzh6dnXv50yVJXF+djx0/U5IEezZu/+eY8yk4GAzBNVtbWly5lUIeasLRUPtCzx2031rZ6aWmX5HJ59dTNd+fTsgVlJ4MBmDgHB/uZLzxPHe7udGLiHefNfXvuq3p6xcQkek3rF98HAzCIDKYINWkHN3QrjdWNyGAAAMhgAABQb7jOAKDxBQb4J6WlUoc6cHdzo3S0gwGgjh7o1aMZ6zfUladnc4pAOxgA6kJ75QojUO/HggXhVVVV1IF2MADUWg0HquKfEMBkMAAAIIMBGAmlUkkRQAYDQEO7cOFiaWkpdQAZDAAN7cCBgxQBoF9046uoqMjJuVGrhygtlHb2zO0HI0YjGHeXn5dXWla7jcTJyVkul5PBqN12tuCtN1XNPWr1qJycG716Pxj86DgKCGNkb+9w9Lc46mBcrG1sGuy1tvzw/ZFDvzk5OdfqUdorlxe8/4FxtU/I4Ea29svVHbt0bebmZm1di+07N/dm3MEDffr3d3VtRg1hdD5aGlH9c2JiIgXBrbKzs479/nvPB/vY2dnJZDVt1xYXFzu5uqz9cvX0WS+TwaipysrKZm5uLX18a7U+Sbmu3MbWluoBMEke3l7Ozs5u7qqaP6S0pCQv72ZxYaFxvVMyuPE5u7goFIrCwsKrWm1N7m9lZWWpVAohkpOTs7Ovt2jRwtramjLCSLVp04Yi4Dbm5uZSAGdmpJeWlt07ycwVlkqlpaVVcXFxYmJiWWmpsUxdQgY3PrlcIYTQXrlcwwmD8vPLb/310qVLHMUAmNZRUS6EyMm5UVizdq1OV15SXFxSUiz9WlxSbCyd/hibZCiYsQ8AblVSXGLy75EMBgCADAYAgAwGAABkMAAAZDAAACCDAQAggwEAABkMAIDxMOh5sioqKoxuISoAMFJfr14lk92jYebj69dv4CBqZfoZ3KFDx9SU5IDAVnxIANAASopL3n3/Penna9eu7dm9Oycnp1Pnzv3796++zweLFpHB9chwr0U/9uTjvx86xCcEAA3D0dHRw9PTw9PTysoqdMaMc+cSb97MXfvVV59+8ol0u4enZ1lZWWZmpk6no1wmnsHjxo8/fOi3pIsX+JAAoCG9PGtWzwceHPTQ0N79+j/9r+cTEhJOnjgh/VdFRUV+fn5lZSVVMvEMtrS03Lpje9SST4lhAGgwOp3uwvnz6i5d5HJ5QECAr69v0LBhvx85QmWaVgYLIQICArZs3/af5Z/9fpiL0gDQEE4nJKiaewgh3NzcFAqFEKJLtx7bt22jMk0ug6UY/u3I4a0//LB9y2Y+LQDQt9+PHFF5eAohbGxspFvs7e2zs7OLi4ooTpPLYCGEpaXlL7EHD/8WRwwDgL5t37rVq6W3UqmUGsESFxeX8+fPU5x6pzCKv9LS0vKXXw+OGj5CCDEqeAwfGxI0pz5buuSedwt95dV2HTpQLuCe8vPycnJuCCFGPfLIN19/XV5eXlZWVv2/VlZWbm5uQohrWu2alSvy8/Oqqqpq/uTtO3acFjqb+R6MNYOlGN6+a+cjI0cRwxBCFBcVvf/BB8NHjhRC6HS6w4cO/bJ/v4WFxYN9+vTt10+6z64dO/5Iz6BWQE0CeFF4WNdu3YQQz/7rXzdv3szJybn1DiNHjfLw9BRCdOrcOWJZVG2fPyoiYkVUxEszZxHDxprB4q+e0iOGDiOGcatPP/kkNja2U5euN3Pz3l0QPu6x8c+/+KL0X1evXk1MTGzTpg1VAu4i6eKFmbNnLY9a1lWtvuMddu/aJf0w+emn6/D8M2fNysm5GX/0954P9KbaxprBUgzv3LO7X+8H27RrxxRaEELk3Lix+6efJk55VqFQKJXKB/v2++SD95+aPNnK2priADXn6OD45ltv3fNunl6edXv+zp07nz57jjobdwZLMRw6e3Z0dPQrc9+4y90qKipSU5K3b9mcn5c3Zvxj7dp34BrIPVVUVJw9c3rzpo129vajgsf4+vkbftHOnDnj4emlUCicnJzc3d2FEC18fM6fP9+5Sxc+UKCGKisrT548eei336Y884wQIiEh4bZr0b6+vt7e3kKIb75e271Hj9o+v06n++7bb7v1eoBSG30GCyGeenryp4sXZ2dnubo2u+MdsrOzPnrvvby8XOnXz5Yusbd3mPXqq55e3nzk/yQzI/3d+e9U/5p49qy9vcPct9/+pyIbiF/27ffx8xNCNGv259/Zqk2b348cIYOBWjRSu3ZbERXh7u4+fOTI2F9//WnXLjtb21vvkHju3MYfflAoFPv37cuofTeLN+bOdW/u0VHdiVKbQgYLIUaNHp2SlPRP8fDznj3VASzJy8vd+N/o2a/O5SP/Jxv/G33bLXl5uT/v2fPEhImG/Gfv/mnXMy+8ZG1tXb3eS7fuPVZ/vrL6K2EA9ySXy1+aOWv9118KIT764IOBg4d4eHrdeofvv/3v4UOH+vbrd/369e82fl9RUbv5ons80Lt9RzV1Np0MvovS0tL9MXv/fnvi2bP5eXl29vZ86n+Xn5eXePbs32/fH7N3zLjxSqXSMP/snBs3FAqFQqFwcHCovrG5h2dGejqfKVDbGFZaKIUQPXs9UKrTWdnYBAQEmJmZ/ZnB3/3Xz89PCGEmk1lYWvr5+VlYWFA0MvgOLpxPlH6wsrJ6burUHj17rFm9+sD+X4QQ586eoVfeHZ07e0b6wdnZecKkST169ohYsvR4fLxUTwO8gnTqxHF/Xx87e3sHR8for78yNzf///OJ/LxBQ4ZIP2szMgrz8k6fOF7zZ755M6ektJRBFGiyBg4e9PnKz/sPHFQdwGVlZVe1WmlsEsjge2jV+s+BKIs+/HB08CNCiD59+z4+bvzx+Hi/gAA+8juqrsza9evatG0rFW1A376ZGZnV9TQcB/fvz83JSU9Pv3b16qtz5+7Yvv22Ozzx5JOXMzPT09Mff/KJ4LG1HsYmjWWcMfsVNgw0Qe3bt7+enVVQUFB9eel0wqnBQUFUhgyuEaVS2aNXr+PHjkkBLBk5auTVq1cNvHtRI3J1bebp5SVElRTAksGDhySeP2+AF6I3fPP1lh3bV638fOXy5UIIc8Xtm/EPmzZJP4waPaoOzz9z1qy42Di2CjRNTs7OBQUFOTk5nn81fE8dP/HII6OpjD7ITPJdBY8bX1FRERcbW33Lju07nn3+BT7vu3j2+RcyMzITz/3/AL4jR44EjxtvoCePcnlVDdT5+R0dndgk0GRNmzFjw9dfXs/OFkIc2L/v3JnTAwcNoiy0g2vRqotY8fnRY/HFxcWdu3Q5dOjwlKkv0IPg7jy9vCNWfL5n789pqWk9evWMjY2bPvsVw+yN1b5jx8iICF9fv1GjR1+7du3b//739vOJ556zsbHZvm3b+cTzt7bsayj+2LFjx46OD5nAVoGm6cmQECHEisilGRkZ/QcM+HHrVia9IYNrR6lUdlB3FkKc1JyxsrHjk65h0dp16CiEOHHqtI2dg+GepIfO/mDhgv79B3h4es5/++2ysjJ3lar6fy+lpX2+YsUnS5Z4e3ufTkio7ldSQzdzb0YtjXgrLJztAU3NiePH58x+uby8XPrVx9fPzz/ATGa2MDy8qrKqsrJSCKHT6SgUGYwmTS6XBw17WAhxOTMzOSlp0jPP3fq/bdp3/Gzpp9LP2TdyktMuFRcV1ur554WFM4YNTdCHny4RQiQmJlIKMhi4G2lGDg9Pz9zcXDOZzNPT08npz29wr1zO9PL+c0I0mVxubmHRUc3kAEBNNW/e/N7JoWic7LC1sSkoLDSlapPBMG6DhwxJTU5q1er/F/CIP3Z01Gj6cAJ1dOuMNwbF1cV5zpxXEhPPf7NuvXRh3BSaE2xwMGpDgoLSUlKKi4urb8lMT+/ZqxeVAUyJTCabMmXKsGHD5s59bWF4mOm8Lz5aGLVOnTtnXPqjoKBA+rWsrOyP1NTWrVtTGcCUjB0TvHjxJ3FxcWPGjv1u4yYyGDAIHp6e3bp3X71y+cUL5y9eOL9g3huPP/kk4ygAU+Lr61tYWBAZGRkUFPRg7wc1mgSTeWt8Hwyj9+HHH2/auPHQb7+Zm5svePfdvv36URPAZFhYWAQ/MqpPnz4qlWrt2rWLP11qSu+ODIZRsrK2fuvNN996883bbt8XE3Prr48+9gS1AozaM1Mmv/DCC1qtNjY29quvvykrKyODgUbWUd1p5ZqvysrKUlJSqAZgqrp167p///6YmJjQ0NDLV7RXrlwxsTdIBsOImZubS2uaAjA9jo6OXbt0VqvVarX6+eefX/XFGtN7j2QwjJiZmRnTgAOmunf/67kp7dq1E0LExMQsWRJhMmOCb0W/aACAwenbp/f06dO1Wu369eu//+FHE5sey+gz2MXF5drVq2ymAGB6OnXqlJmRHh0dHRIS0rp1m7Nnz5nqOzXWDJ40+amf9+6pqKhgYwUAU6JUWjz66NiRI0eqVKrFixd/s269Cb9ZY81gV1dXPz+/g7/sZ3sFAFPSo3u3cePGCSH27Nnz+X9WmeTXwNWMuE/W4qVLXnhu6rbNPz45cZJfQICB/7VOTs5yuZy9CxBCVFRUnD1z2srKytfPX9/7RWlpaX5+HjU3lqOil6fHmtWrNRpNeHh4WtqlGzdyTLsIRpzBAQEBPx/Yn5SUtOCd+fv37vEx7DEqx+Pjxz3+RLcePRsyiTMz0r//7tvCgsKWPi319BKakyf7Dhg4fNRozjBQQ9nZWW/Pfe3pZ5/N+CNt1fLlCz/8t1Kp1McL5efl/bRje/zR37t060bZDdD+n38eFTxmwKDB1ct129rYlJeVhIWFBQUFPfXU5C9Wf2nyRTD6sUkBAQHrojeU63TZ2dcN+e8sLi5esWzZru3bRgWPaZhXzM/LW7tmTfh77/rr8yJBcXHxjm3bfvju28dCJnBMQU1s/eH7z1auVHfuLITw8fX9LfbXQUOC9NHUfm/B/EUffvh22PzGWuwWd6cLD/85JiZi8Sdvhy8UQpiZiVaB/u3btxNCrFix4uf9B5pCEUxk0zRXKGQymSF/bWBlZfXSjBmPjRnbYBl8YP++p6Y87a/nq/RWVlZjHn306zVrHnl0nFKpDBo8gCML/knMvgNCiN8PH/73J59It4wcPXr+W29LP9fXxiO9ytkzp4PHjpWSHgYaPwrFsIcf3r5la2ZGuqeXd/u2bWfMmK7Vanfs2PHDDz9a29o3hSKYzvhgWxsbA/8LraysfPx8s7OzGublblzPVqvVDbMjdenWja/cUKttpnqnkMnM9PESx44cGTV6NKU2fFNfeD724EEXF+d9+2KkwUgBAYGnTp1qIm/fdDLYxsba3s5OJjPod+Tg4MAuBzQAuVzW3MODOhi+Zm5uZqLKycFu4sSJKpVq1aovTpzSNKHzUVN6MzY21jY21hUVlTqdzjD/wiuXLzfuH2BmZmZlaVnvT6s1uYnUYaqsraws9bALoM7+SEt7adq04OBgIcSePXtOnNJUVVWRwcZ9/iuXG+gcwjpdY04qYmtrY2drq49nzs/PN70NqaSk5LXXXluyZAk9evSqoqF2CoVC3szVlYIbmuYq1adLPtVoNFFRUWYyRUlJaZN6+8wX3YTYWFtThJp79tln9+7du3XrVkqhV6VlDXTMdXZyptoGKCMzIzIyMigo6LHHn9BevdbU3j4Z3GQ+aZnMwL8sNygbNmyIjo7u2rXro48+SjX0qmEuPJqZmcnlbP8Gp7CwcPz48SqV6ssvvzpzNrEJVoCLbMDtsrKy/uoesopqmAYzMzOKYIDGjBkjDUa6cvWaac9JSTsYqBGdThcUFCSE2LNnj43BD3gDjNeGDRtiYmJCQ0PNzMxyc5vo4EYymPN0/I9FixZJc9V27NiRagB6kpaWJl1tevfdd9et/eaO9zG3MDf5OnAt2lC4q5pnZ9V0+g6l0sLB0ZGi1buEhARprtp58+ZRDUBPdDpd7969hRCHDh1KTkr+p6vQrq7NioqKdOU1Gmsqk8msra0vpaaSwaid3Js37f9Sw4eUlpRkXbtG6epXYWHh0KFDhRAbNmxgPBKgP3PmzNFqtVFRUT4+PlnX7tD2yM/L1+l0CoWiRYtarDeTeO4M7WDUTpt27Q/u+7lH7961mkLrtEZjqbS0s7OngPVo6tSpUveQZs2aUQ1AT3bu3CkNRpoxY8Yd7+Dk5FyQl/frgV/atW9f86ctKy/fv3fvI2PHkcGohYeGPezm5paXl1ehq7h+I7uGj1I19xgU9BBjjeqRNBgpJCRkxIgRVAPQk6ysrOeee06lUm3evPmf7iOXy19/+53fYn8VQuTm5paWltTwycc/OaGZmxsZjNrp1KWrEKKsrCwlJYVqNNZxQeoesnbtWqoB6M+ECRO0Wm1sbOzdBx3I5fJ+AwYKITIzM01yGr5qNKQalI219c2cnDv+l4WFhWudJtJr0aLFHW/PSE+3tLKi5vd062AkvgYG9GfZsmXSYKQ+ffrU8CHu7u5yuby2L2RlaaVUKmkH43bjHhu/f/8vAYGt7vi/rq6urvU0n21paamZmczJyYma39OcOXOkuWoZjAToT0JCwsyZM9Vq9eLFi2+9vaO649EjR6b86/k7Zq1CoQgMDKz1a2lOdenShQzG7R574vEPP/hg3BNP6vsc7cL5xIGDBzX8G5SWTzcWtjY2FbrS6rlqjeuPNz3U34TpdDpp0MGWLVtuu9pkaWnZvkOH1JTkf2qc1MHRw4em/UOHL0PDtegGZWlpOWjQoEXhYUkXL+jvVfLz8rZ8/33PXr0a8q390zV2w930ZbJWgf7jx48XQjTZuWobXn5enuP/Xp7RXrlSUVHPSydVVFRkpKdTbcMxefJkrVa7fv16Hx+fv//vtOnTVkRFJl28cP9bQn5e3vYtmy+cP9/yTi9kgMya1EqNBuLo70ffeG1uQWGBl7d3vc+GeOb0aScnp9def13dufNtkePupq8hN0cOH3nm6af9AwKkXy0sLAx/lseXpk2bHzY/JiZmx44d8UePXbx4kS2zAZw9ffr9Dz+8deNcOH/+8ePH3dzdpV9tbGwsLO537dGM9PTBQUHPTZ3aMNs/7m7nzp0jR44MCgrau3fvXY6K7y1cmJyc7OvnV+cv0fJy8zIy0mfMmjUkKOi21ra1lZWDgyEO5iSDG01SUlJWVna9X5Ru5uZ2x45F+l48NTs7OzXlzxlqdBUVBt4hwsnJ6dCh3yZOnBgaGvrWW29lZGSyQTYMRycnq//tKmhtZZWVdS3nxp/XUSoqK+8/g4UQzT08GuwcFHeRlZXl5uamUqmSkpLueWouHUbk99E18rbPvZq9nZ2NjSEu3koGN6bKysqr17Ia5rVsbW3sbG0b5rVyc/OKiosNtuwyM7Pi4iJfX1+VSpWSknKzqU4WbyBua6BcvZalj/VzyOBGodPphg8fHhMTo9Foat7nUR/bgFuzZoa5eCXfBzdq9WUyhULeMK9laWlJwf88I7a3Cw4OFkIcOnQov6CAggB6snLlypiYmNqugGKrh2+yDHb1aDK4kTk6OjbAdFcymcycka9/7d5vvPGGNBjJwdGpoqKSmjTyMahBDo4yGeuSNbTqwUi1XQHFyqqeGwz2dnYGWyWuRRuE0tKyvPy8ysr6/ywUCrmFhUWDXYWulpNzs6y83NDqrJDLjxw5LHUP2bptW15ePtte47IwN3dy+p8VwMp1uhs36rmPaMZTOwAADLZJREFUvUxm5uLszNyuDamwsDAgIECr1V67dq1uE7DXy1HR1sbGysrSkD96MhhNSFZWllqtFkJoNBoWZgD0Z8KECdHR0evXr58wYQLVuFvDgBKgSR0XWBkJ0LfqFVAIYNrBwJ+WLVs2c+bM0NDQiIgIqgHoSfVgpEuXLpmbm1MQMhgQaWlpvr6+arU6Pj6ehRkAPdHpdN26ddNoNLUajNSU0UkBTeK40Lt3b3GnuWoB1KNFixaxAgoZDPyPOXPm3GWuWgD1Ii4uLiwsLCgo6MUXX6QaNcS1aJi4msxVC+A+FRQUBAYG3s9gJDIYMDXVg5EuXrxo2+CDpIGm46GHHpJWQBkxYgTVqDm+G4PJ0ul00mCk2NhYAhjQnw0bNsTExISEhBDAtIOBPzEYCWgA0qADlUqVnp5On0cyGBBCiISEBLVazWAkQK+qByOlpqbS57EO6BcN0zwuDB06VDAYCdCzOXPmSIORCGAyGPjT5MmTGYwE6FtcXFxkZGRQUNCMGTOoRt1wLRqmRhqMFBISsmHDBqoB6AkroJDBwB2OC9JctQxGAvRqyJAh+/btYzDSfeJaNEyHNBhJCLFnzx4CGNCfhISEixcv/utf/yKA7xPdVWA6Fi1aFBMTEx4ezly1gF517Nhxx44dbdu2pRT3iWvRMJ0TcwYjASCDgYbGXLUAjBHfB8MUPP/889JgJAIYABkMNJwNGzZER0eHhIRIHbIAwFhwLRrGrXow0qVLl8zNzSkIANrBQEPQ6XRBQUFCiD179hDAAMhgoOEsWrRImquWwUgAjBHXomGspMFIQUFBu3btYjASADIYaCAMRgJgArgWDaM0duxYrVa7Y8cOAhgAGQw0nA0bNsTExISEhDBXLQCjxrVoGJm0tDRfX1+VSpWens7XwABoBwMNRKfTBQcHCyH27NlDAAMgg4GGM2fOHAYjATAZXIuG0YiLi+vbt29QUNDevXupBgAyGGgg0mAkIYRGo6EvNADTwDdqMA4MRgJgevg+GEZgzZo1MTExoaGhDEYCYEq4Fg0jkJCQ8Pjjj2s0GhZmAEAGAwCA+8W1aAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAABkMAAAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAMhgAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAAAggwEAIIMBAAAZDAAAGQwAAMhgAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAkMEAAJDBAACADAYAgAwGAABkMAAAZDAAAGQwAAAggwEAIIMBAAAZDAAAGQwAAMhgAADIYAAAQAYDAEAGAwAAMhgAADIYAAAyGAAAkMEAAJDBAACADAYAgAwGAABkMAAAZDAAACCDAQAggwEAABkMAAAZDAAAyGAAAMhgAADIYAAAQAYDAEAGAwAAMhgAADIYAACQwQAAkMEAAIAMBgCADAYAAGQwAABkMAAAZDAAACCDAQAggwEAABkMAAAZDAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAADIYAACQwQAAkMEAAIAMBgCADAYAAGQwAABkMAAAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAABkMAAAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAkMEAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAAAggwEAIIMBAAAZDAAAGQwAAMhgAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAkMEAAJDBAACADAYAgAwGAABkMAAAZDAAAGQwAAAggwEAIIMBAAAZDAAAGQwAAMhgAADIYAAAQAYDAEAGAwAAMhgAADIYAACQwQAAkMEAAJDBAACADAYAgAwGAABkMAAAZDAAACCDAQAggwEAABkMAAAZDAAAyGAAAMhgAADIYAAAQAYDAEAGAwAAMhgAADIYAACQwQAAkMEAAIAMBgCADAYAAGQwAABkMAAAZDAAACCDAQAggwEAABkMAAAZDAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAAJDBAACQwQAAkMEAAIAMBgCADAYAAGQwAABkMAAAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAABkMAAAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAkMEAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAAAggwEAIIMBAAAZDAAAGQwAAMhgAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAkMEAAJDBAACADAYAgAwGAABkMAAAZDAAACCDAQAggwEAIIMBAAAZDAAAGQwAAMhgAADIYAAAQAYDAEAGAwAAMhgAADIYAACQwQAAkMEAAJDBAACADAYAgAwGAABkMAAAZDAAACCDAQAggwEAABkMAAAZDAAAyGAAAMhgAADIYAAAQAYDAEAGAwAAMhgAADIYAACQwQAAkMEAAIAMBgCADAYAAGQwAABkMAAAIIMBACCDAQAggwEAABkMAAAZDAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAAJDBAACQwQAAkMEAAIAMBgCADAYAAGQwAABkMAAAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAMhgAABABgMAQAYDAAAyGAAAMhgAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAAAggwEAIIMBACCDAQAAGQwAABkMAADIYAAAyGAAAEAGAwBABgMAADIYAAAyGAAAkMEAAJDBAACQwQAAgAwGAIAMBgAAZDAAAGQwAAAggwEA/9deHRMBAMBACDv8m66KTp9YYAAPBgA8GAA8GADwYADwYADwYADAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBAA8GAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgA8GAA8GAA8GADwYADwYADAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgAPBgA8GAA8GADwYADwYADAgwHAgwEADwYADwYAPBgAPBgAPBgA8GAA8GAAwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAcCDAQAPBgAPBgA8GAA8GADwYADwYADAgwHAgwEADwYADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBAA8GAA8GADwYADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgA8GAA8GADwYADwYADAgwHAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBAA8GAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgA8GAA8GAA8GADwYADwYADAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgAPBgA8GAA8GADwYADwYADAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAA8GAAwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAcCDAQAPBgAPBgA8GAA8GADwYADwYADAgwHAgwEADwYADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAPBgAMCDAcCDAQAPBgAPBgA8GAA8GADwYADwYADAgwHAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBAA8GAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgA8GAA8GADwYADwYADwYADAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAAwIMBwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAQAPBgAPBgAPBgA8GAA8GADwYADwYADAgwHAgwEADwYADwYAPBgAPBgA8GAA8GAA8GAAwIMBwIMBAA8GAA8GADwYADwYAPBgAPBgAMCDAcCDAcCDAQAPBgAPBgA8GAA8GADwYADwYADAgwHAgwEADwYADwYAPBgAPBgAPBgA8GAA8OAflQwAeDAA4MEA4MEAgAcDgAcDAB4MAB4MAHgwAHgwAODBAODBAODBAIAHA8CEA+kl2o6S3+4pAAAAAElFTkSuQmCC)
186 Jumpers and Connectors
Figure 6-7. Standard PCIe Expansion-Card Riser 2 Components
1 chassis intrusion switch 2 screw
3 slot 3 PCIe x8 link (full-height, 24.13-
cm [9.5-in] length)
4 slot 4 PCIe x8 link (full-height, 24.13-
cm [9.5-in] length)
5 pin collars (2) 6 card edge connector