detaillierte Frage
Wie wird der untere Gebäudeabschluss bei einem teilbeheizten Keller in ZUB Helena eingegeben?
Wie werden die Kennwerte des unteren Gebäudeabschlusses zur Bestimmung des Temperatru-Korrekturfaktors Fx ermittelt?
Wie werden die Kennwerte des unteren Gebäudeabschlusses zur Bestimmung des Temperatru-Korrekturfaktors Fx ermittelt?
Hintergrund:
Bei einem teilbeheizten Kellergeschoss sind in der Regel vier verschieden Flächen zu bestimmen:![](data:image/png;base64,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)
Bild 1: Teilbeheizter Keller - Kellerdecke zum unbeheizten Keller / Bodenplatte des beheizten Kellers
Bildet nur die Kellerdecke den unteren Gebäudeabschluss, entfallen die letzten drei Punkte.
Die Lage der Dämmebene bestimmt die Systemgrenze der thermischen Hülle.
Für die Bestimmung des Temperaturkorrekturfaktors Fx wird zunächst das charakteristische Bodenplattenmaß B´ ermittelt.
Das Bodenplattenmaß stellt das Verhältnis zwischen der Fläche der Bodenplatte A und den an unbeheizten Flächen grenzenden Umfang P dar.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlwAAAGGCAYAAACuUV9kAAAgAElEQVR4nOydd3xN9/+AT2KW0varpa3V2gQlIWSQvSRmhi0RIom9asSq0lKq1N581Z6l9t5EBKVpkCAiEpFIyN7P74/bnMqXtm5Luff3fl6v59UmuePce8899zmf8zmXgiAIgiAIgvBKUV73AgiCIAiCIOg7ElyCIAiCIAivGAkuQRAEQRCEV4wElyAIgiAIwitGgksQBEEQBOEVI8ElCIIgCILwipHgEgRBEARBeMVIcAmCIAiCILxiJLgEQRAEQRBeMRJcgiAIgiAIr5iXFlzZ2dmkpqaSn5+v1XXy8vJeyv3n5OS8tNt6Hvn5+eTm5v6j23jy5AkZGRkvfPmCggJycnL+8DnNy8sjMzOT/Px8MjIy/tbjz8vL+8ePSxAEQRCEP+elBNfu3buxt7dnwoQJpKWlvdB1cnNzGTFiBD/++OOfXi48PJzw8PA/vUxWVhbjx49nx44dL7zM2rJ//34mT55MZmam1tc9duwYnTt3xs3NjXbt2jF48GDu3Lnzl9dLT09nxIgRnD59+rl/v3btGmPHjuXSpUsEBARw5coVrZdtxYoVfP/991pfT3gzyc/PVyO6oKBAq+sWFBSocV9QUKD19V/0trUhPz//pS6HLvJ3n7u/+xq+6c/5Hy3fv/l4/+5r8qLLk5eX90oHEArv568e96t6jP8mf/f1LbzOy3w//OPgyszMxM7Oju7du3Pp0qUXvl5eXh6LFi3i1KlTf3q5Xr16sXjx4j+9THp6OhYWFsyaNeuF719bli1bho2NDSkpKVpdb/PmzdSsWRN/f3927tzJ5s2bsbe3p2XLlsTExPzpdR8/fkyjRo3+MCQfPHjAnj17iIuLY8uWLTx48ECrZQMYPnw4Xbp00fp6wptHeno6Y8eOxcPDA09PT7y9vRkzZgzbtm17oQ3n7t27WbJkCfn5+cybN4+9e/e+tGU7ceIE3333ndYb8EWLFrFz586Xthy6yLVr15gxYwZJSUlaXW/Dhg2sXbtWq+ukpqby5ZdfEhwc/KeXi4qK4v79+1rd9ssgLS2NadOmPXfncvXq1WzYsEGr20tOTubrr7/Wemc1JCSEadOm/ekOeGZmJtevXyc1NfWFbzc3N5dly5bh6emJp6cn/v7+zJ49m1u3bmm1fH9FfHw8QUFBXL58+Q8vc+/ePaZNm0ZUVNRLve8XJTw8nFGjRhEYGMi2bdvIysrS+jbi4uKYOnXqCw1wPM2RI0dYsWIF2dnZLF68+KVtg/5xcG3YsIH333+foUOHEhMTQ1hYGEePHmXKlCkcP34cgCtXrjBp0iS++uorbty4AWgK8uzZs+oT8fPPPzN+/HgmTpzI+fPn1d/Vrl2bdu3aERkZCcCNGzeYPHky48ePVwMvIyMDV1dXvvjiC1avXs24ceO4evWquowFBQXs3buXUaNGsXDhQh4+fAhAQkICZ8+e5ezZs4wbN47Zs2eTkJCgXi8mJobZs2ezaNEivvjiC9zd3dU3T2RkJFOmTGHMmDHq8v4v9+/fx8jIiPHjxxf5fUJCAp07d+bQoUPq786dO0dQUBDTpk1TH2tKSgrW1tZMnz6duXPnMmvWrCJRlZSUxA8//EBQUBArV64kMTERgOjoaA4ePKiuoBEREezfv5/s7GwAfv31V2bMmMGaNWvo06cPAQEB6m0Wvg6TJk36WyNmwusjPj6eatWq0bVrV+bNm8fs2bMZMmQIlStXZvbs2X95/f3797Ny5Ury8vKwsbFh6tSpL23Z5s6di7m5uVbXKSgowNXVlTFjxry05dBFdu3ahYmJSZFt04vg5+eHr6+vVtdJTU1l2rRphISE/OFlcnJy6NOnD7t379bqtl8GqampNGrUiG3btj3zty5duhTZlr0I9+7do2HDhlp/oF68eJFvv/32TyMgJCQET09P4uPjX/h2MzMzcXNzo2HDhowZM4axY8diY2ODtbX1Sw2fhw8fMmnSJH7++ec/vExoaCgNGzbUaiDlZXH37l2cnJzw9/dn1qxZGBkZsXXrVq1v5/r169SrV4/Q0FCtrjdz5kw8PDxIT0/Hzc2NsWPHan3fz+MfB9fChQt577338PDw4MKFCwQGBlKzZk0cHBzYtWsXFy5cwMLCgoEDBzJ06FCcnZ25efMmAE5OTqxcuZJ79+5hbW3NiBEjGDlyJEZGRpw9e5bQ0FA+/fRTrKysuH79OlevXqV169YEBAQwcuRIrK2tOXPmjLph/uSTTxg6dCgdO3akWbNm/PrrrwDMnj0bCwsLvvjiC7p06YK3tzcZGRlcu3aNJk2a4OjoyMCBA2nWrBm9e/cGNKNHbm5udO3alUmTJvHpp5/Stm1b8vLyuHnzJo6OjnTv3p1x48ZhZWXFTz/99Mxzs3v3bqpUqVIk/grJzMxU53MdOHCAli1bMmjQIPr374+zszNRUVHk5eXRpEkTatasyYQJE+jatSuurq4kJCSQnp6Op6cnLi4uTJ06FWtra7p06UJBQQF79uzB3t5e3UAvX76c1q1bk56eTlhYGLa2tgwePJixY8dSsWJFBgwYAMCZM2cwMzOjf//+DBs2DHt7+z/dAxLeLGJjY6lXrx4HDx4s8vugoCBatmxJeno6oJk7+dNPP7F48eIir290dDQ3b94kLy8PNzc3Jk6cyMGDB1mxYsUzo7GhoaEsXryY3bt3k5OTA2jmKP7yyy/cvn2b1atXs2PHDnUEYPHixTg5OREaGsqyZcue2UlJSUlhw4YN/Pe//y3yweLh4cGYMWM4ePAgq1atemZU5fz58yxbtoy1a9cSGxurLsfZs2fV0ejHjx9z9uxZsrOzefToESEhIeoH5cOHD7lw4QJ5eXnExMQQHh6uLuPJkyeL3Fd0dDRr1qzh0KFD3Lhxg+vXr2vx6mie95CQEPUDOCcnh/Pnz5OYmEhWVhZhYWFER0ezbt06Nm/erE7P2Lt3LzY2Nhw+fJhVq1apO7JPP3fbt29n6dKl6s4awJAhQ/Dz8+PEiRMsX75c3R4WcuPGDVasWMGmTZvU+8rJyeHKlSs8evSIGzdusGnTJjZv3szOnTvZvXs34eHhnDx5ktq1azNkyBD1sURFRbFq1So2bdpEcnLycx//zZs3i+zEhYWFqct08+ZNoqOjOXbsGEuXLn1mGklISAg//PADhw4dwtzcnF27dj1z+3379iUgIICjR4+yfPly7t69+8z9L1++nG3btqmPNyYmhpYtW7Jy5Uq2bdvGhg0bePLkSZHrHT16lEWLFhWZ2pGQkMC1a9fIzMzk+PHjbNiwga1bt7Jr1y4OHz5MdHQ006ZNo3Llymzfvl293qlTp1i8ePEz61YhGRkZtG3blpkzZ6q/S05Opnr16qxYsUL9XUxMDKtXr2bt2rXqdr7wtQsLC2Pjxo3q4EZERATLli1j69at6uPOzMzk4sWL6k56Xl4eBw4cYPXq1ern888//4yFhQU7d+5kw4YN/Pjjj0UCMycnh71797JkyZI/jbL8/HwOHjzIokWL2L59u7odiouLIyQkRN1+xMXFcfHiRQA2bdpEkyZNePz4MQAODg4sWrSoyO1evnyZpUuXsnfvXnUeckpKCmFhYQQHB7Njxw7Onj2LhYUFe/fuZcOGDWzfvr3IPOrU1FR+/PFHlixZwv79+9VlmTNnDt27dyc9PR0vLy/Gjx/PoUOHnrsN0oZ/HFzx8fGYm5urc7FsbW3p1KkTubm55Obm4uLiQrdu3YiKiuL27ds4OTnh5+dHfn4+Dg4OrFq1igsXLlC1alX27dtHYmIiR48eVVcWDw8PlixZAoCPjw+Ojo5ERkZy9+5d3N3dcXNzIz09HTs7O3r16kV+fj6PHj2iUaNGrF69Wt2DWbRoEffu3ePMmTPUrFmTDRs2EB4eTsWKFdW9m927d1OnTh1SU1NZsGAB9vb26go6cuRI2rRpo/6/sbExN27cIDo6ml69emFpafnM8PLKlStp3Lix+saPjo5mzJgx9OvXjyFDhnDkyBEyMzOxtramb9++REVFERkZiZWVFUOHDqWgoIB69eqpI2Spqam0bNmS5cuX8+TJE9avX09cXBxJSUksWbKEJk2akJqayt69e7G2tlbfiEuXLsXCwoLU1FSGDBlCt27dAM0bwcvLC39/fwoKCvDy8sLNzY3bt28TFRVFmzZt8PT0/KeriPAvERcXR7169Vi3bh1ZWVmkpaURHR1Np06daNOmjfq7wMBALC0t8fb2xtbWVt1zXLhwIYMGDSI/Px8PDw9q1qyJt7c3LVu2xMHBQR2NXrlyJc2bN6d79+44OTkxatQocnJyiIyMxNzcnPbt29OtWzeMjIwYOXIkBQUFbNy4kYoVK+Lh4UHv3r1p2bIlq1evVpfb09MTa2trvL29cXR0VDe83t7e1KhRg379+uHq6oqTk5N6eGXatGm0bNkSPz8/zM3NcXNzIzk5mWvXrmFmZqbu6Fy4cAEzMzMePnzIsWPHcHFxIS4uDtDEjKOjI5mZmaxbt46GDRvSvn17vLy8aNCgAT/88AOgOazn6upKt27d6NGjB/Xq1WPcuHFavT4PHz7EyclJ3d48evQIKysrjh49SmJiIk5OTrRt25bu3btjYmLCgAEDyM/P58SJE3z44Ye0adOGgIAAWrRooW4THz16RI8ePbC2tqZr167Y29tz9OhRQBPaVapUoUePHtjZ2WFiYqKOXB08eBBTU1O8vLxo27YtvXv35smTJ6SmptK2bVv27dvHyZMn1Z3bfv36UapUKebPn8+mTZuoWLEiNjY2REVFceXKFaysrNQd1C5duhAdHf3M4580aRJdu3ZVfx40aBCDBw8GYOzYsZibm9OzZ08cHR0xMTFR42zbtm1YWFjg7+9Pu3btePfdd5/ZqQAYMGAAH374Ib6+vri7u2Nra6uO4Bw+fBgLCwv18fr4+JCamkpycjLGxsY0a9YMHx8fjIyM8Pb2Jj09nfz8fCZNmkTz5s3x9vbGzs6O+fPnA5rPis6dO5OQkMD8+fPp168f48aNo1WrVtSsWZPz58/Tv39/3n77bb788ksA5s2bR9OmTenVqxf29vZMmzbtmXlaGRkZdOjQgUGDBnH16lWuXr3Kli1bsLe3V1+7S5cuYWdnR4cOHfD09MTLy4sHDx6oo2PNmjXD1NSUvXv3EhwcjIWFhXpZHx8fkpOTuX//PjY2Nhw9epScnByCgoKwt7fH29sbc3NzDh8+TFRUFPXr16d169Z4e3tTv359Ro0apZ6s1b9/f3U7Ymdnx5YtW555TdLS0ggICMDa2hpfX1+aNm1KQEAA2dnZbN++HScnJx49egTAli1bcHV1JSsri5UrV2JtbU12dja7d+/GycmpyE7fxo0bMTY2pkuXLjg7OzNixAjy8vKIjIzEzMwMc3NzXFxc2LlzJyYmJlhYWNC7d2+aNGlCQEAAOTk5JCYm4unpSZs2bejduzf169fnq6++Ul+rHj16kJGRQe/evalVqxZ9+vShQ4cOODs7P7Pz8qL84+CKi4vD1NRUDa7CQ3ug2RgYGRnRunVrBgwYgJ+fH23btmX48OFkZGTQpk0bli5dSn5+PpMnT6Z+/fo0b96cb7/9Vp2v0KlTJxYvXkxeXh5WVlaYm5sTGBioboAHDhxIUlISTk5O6hyuzMxMbG1tWb58OSdOnKBKlSp4e3vj7+9Pnz59sLKyYv369YSFhdG0aVNu374NQHBwMMbGxiQmJjJs2DBGjRqlPs6dO3fi7u5ORkYG3bp1o0GDBgQGBuLn50eHDh3w9fVV9xYK2bJlC9WqVVNfnPv37/PVV18xevRo6tevz7Bhw3jw4AH16tXD2dmZ/v37q49r4sSJpKamYmtrW+TQY9++fdXhzVOnTuHv74+Pjw92dnY0b96c9PR09u/fX2SEa+XKldjY2JCYmIiHhwfTp09Xb2/GjBkMHDiQ9PR0LC0tsbGxUZ9fJycnhgwZ8k9XEeFfIjExkZo1a2JkZISHhwe2traYmprSrl07zpw5A2jWhVq1anHhwgWSk5OZMmUKxsbGpKWlMW/ePLy9vSkoKKBNmza4uLiQkJDA3bt3qVOnDosWLSIuLo5mzZoxf/58kpKSCAkJwcjIiN27d3P37l0qVarE4sWL1YCpV68ejx8/ZvPmzXz88cccOnSI3Nxc5s+fj4WFBUlJSXz55Ze0aNGCGzdukJCQgI+PDx07diQ7O5vu3bvj6upKYmIiycnJtGnThvHjx5Ofn8/XX3/Nnj17yMzM5OTJk9SoUYP9+/fzyy+/0LBhQ/UD+9y5czRs2JD4+HgOHjxIq1at1NGwnTt3YmZmRlZWFgsWLODDDz/k/PnzZGZm0rdvX9q3b09+fj5+fn4EBASQlpbG/fv31ZHg5/FHE2wLd04LAzcxMRETExMOHjzIw4cPqVevHjNmzCA9PZ3t27dTu3ZtHjx4wOnTp6lQoQI7duwgLy+PtWvX0qBBA2JjY5kxYwYmJib88ssvJCYmMnz4cBwcHMjJyWHUqFE0bdqUe/fukZSUpB5FyMjIwNLSksGDBxMfH09kZCRNmjRh3rx5ZGZm0qpVK7Zs2UJBQQEZGRnk5OQQEBCAk5MTCQkJJCcnY29vz6ZNmwDw8vLCz8+PmJgYoqOjsbGxee5h4NGjR9O2bVv15z59+uDn5wdoDn82b96cBw8e8PjxY+zs7Pj222/JzMzE1NSUBQsWkJOTw5kzZ/jggw+eO7+wd+/e6m0UHgry8/Pj8ePH2NraMmzYMOLj44mIiKB58+bMnz+f1NRUjIyMGDVqFKmpqRw9epTKlStz4cIFzp07x6effsqePXt4/PgxP/zwA/Xq1SM6Opq9e/dib29PSkoK2dnZ5Obmcv36dZo1a6aG1O7du7G0tCQ+Pp4rV65Qp04d1q1bR3JyMj/++CO1atV6Zg5zVlYWXbt2pXz58tSpU4c6depQvnx5/P391ct4eXnh7u7O/fv3iYmJwdbWltGjR5OTk4OpqSm+vr7cv3+fpKQkXF1d6d+/Pw8ePOD27dsYGxszffp0YmNjadq0KUePHuXgwYM0atSIy5cvk5WVxZw5c1i0aBE3btygevXqzJgxg4yMDNatW0ft2rW5d+8eO3bsoHbt2oSEhJCcnMx3332HiYmJ+r56ep0fPXo0ly9fJiMjgx9++IEqVapw+/Zttm3bhrm5ufq5uX79eqysrMjIyGD58uXY2dmRkZHBkCFDcHR0VG/z1q1bNGzYkDlz5pCYmEhwcDBGRkbs3buX6OhoypYty7Jly0hISCA8PJyqVavyxRdfkJmZyY8//kilSpWIiIggPDyc8ePHc+fOHdLS0pgyZQpmZmZkZmaycOFCNbi6du2KlZUVDx8+5MmTJ7Rv355hw4b9rYn0/zi4YmNjadGihTps2qFDB7Xok5OTady4MePGjSM6OpqIiAiCg4O5cuUK2dnZODk5sXjxYhISEoiJieHGjRusXr2aWrVqqVHRsWNHVq1aBYC9vT1BQUHqoY/g4GAuXrxIWloaLi4uzJkzB0ANlZUrV3L+/Hnq1q3LsWPHuH37NpGRkRw/fpz79+8TGhpKs2bN1NG0s2fP0qxZM5KSkpgwYUKRlXzOnDm0bduW7OxsevToga+vL1FRUURERHDx4kXOnTunDkcWEhERQc2aNZ87mb9wY/Po0SMaNmzIrFmzuHv3LhEREZw7d45ff/2VlJQUWrZsWWR+QYcOHVi8eDGhoaE0btyYOXPmEBwczIoVK2jatCkJCQns27eP5s2bq9G6ZMkSWrduTXJyMj179ixyPHrgwIEEBASQlZWFtbU1n3/+ufq4Cp/fN/mMJeF3Hj58SN26dRkwYADr1q1j4MCBvPvuu+zZs0e9zIgRI6hUqRJ9+/ald+/etGvXjtatWxMXF8fSpUvp27cveXl5uLi4MGXKFPV6Li4uzJ07l+DgYCpVqoSHhwd9+vTBx8cHExMT9VBE8+bN1cNBFy5cUHdg1qxZg729vXp7sbGxmJqacvz4cbp27cpnn31G37598fX1xc7Ojo4dO/L48WN69uzJjBkz1OstWrQIR0dHsrOzefDgAXPnzmXgwIF4eHhQo0YNDh8+zC+//ELTpk3V0Y2QkBBMTEyIj4/n0KFD2NnZqXMh9+zZg5WVFVlZWcydO7fIMn7zzTd4eXmRkJCAlZVVkffh+PHjnztfaNmyZXTp0gUfH59nzsB++PAhVlZW6rYyOTkZMzMzDh8+TGxsLJaWloSFhQGaUQwzMzPu3r3LsWPHsLS0VOee3r17l6ZNm3Ly5En69eunjgD6+vri5uaGk5MTDx8+VEemCunfvz8DBw4kJiaGGjVq4ODggJ+fH71796ZZs2Z89dVXpKSkYG9vX2SO1PTp0zEzM1N3TAt3cH/66Sd1G29vb6++fqampuqo+dMEBQXRqVMn9efAwEACAwMB8Pf3Z+jQoerfAgICmDFjhrpOFW6jc3JycHZ2fu6JRL6+vowePVr9ecmSJbRr146rV69Ss2ZN9ehKnz59MDU1Zfz48ep6WDglpHCH4tSpU6xcuZJy5cqp63mXLl1o1qwZly9f5siRI7i4uKhzepOTk3F0dGTIkCHq4967dy9WVlY8efKE1atX8+GHH+Lt7Y2vry/du3d/7ly0zMxMOnTogLe3N8eOHePYsWNs2LABU1NTVq1aRWZmJi1atMDc3Fx9D5uamjJ06FA1VDdu3AhowqRevXo4OTnRp08ffH19+eyzz5g0aRLR0dG0bNmSEydO8M033xR5XQq5cuUKTZs2VUfWCgcoIiIimD59OhUqVKBfv3707t0bd3d3TE1N1ZHppwkLC2PGjBkEBgbi4uJCvXr1uH37Ntu3b8fKykod4dq0aRMODg5kZmayYsUKrK2tycjI4MqVK5iYmNCjRw+SkpI4efIk5cuXp3PnzkW2QcuWLePOnTs0aNBAfR9FRETQoEED9THcvHmTzz77TJ1KERwczIQJEwgMDMTCwkId7S4MrvT0dDw8PNSmAZg/fz7W1tbqoVFt+MfBFRMTg5GRkbq34+DgoH6g5+fnM2LECExNTfn555+5cOECVlZWLFq0iIKCAlq1asWSJUs4evQoxsbGHDx4kOjoaOzt7Rk2bBiAengiKSmJ7777jhYtWhAcHExYWBiurq5MmzaN7OxsWrdurY7cpKSk0Lx5c+bOnUtWVhbOzs7qhmbTpk1YWFhw+fJlLl26RJ06ddQPiFOnTlG7dm3i4+M5ffo0LVq0YNeuXYSFhfHZZ5/RunVrQDMnqnHjxhw/fpzIyEg6derEiBEjnvv8LFu2jKpVqzJ27Fj27dvHvn37mDx5Mp988gnz5s2joKCAgQMHYm1tTXh4OKdOncLCwoJ169aRn59P1apVcXR0JCwsjHXr1mFkZERERARbt27l448/JjQ0lLt37+Lt7c0HH3xAVFQUly5donLlyqxcuZKQkBBatWqllvvatWtp3rw5Z86c4fz581StWhVvb29AM+TfpEkTLl++zMWLF3FyclIjVnjziYuLo379+uzfv1/93ZgxY2jYsKH6YTl06FCMjY25cOECZ8+e5dy5c5w4cUI9M7Fv377k5ubi5ubGtGnTAM3cozZt2rBw4ULOnTtH5cqV2bRpExcvXiQ4OJhjx44RHR3N1atXsbKyUj8cT506hbGxMY8ePWLNmjXY2dmpy1X4QRocHIyXlxc9evTg0qVLnD17lpMnT6pzrrp27crXX3+tXm/OnDm4u7sTExODh4cHXbp0Yd26dezfvx8TExO2b99OeHg4TZo0KRJ+9evXVw8pWltbq3vV27Ztw9LSkqysLObPn0+7du3UMymnTJlC586defToEebm5qxfv15djmHDhqmx8DRbt27l888/Z/z48eqhvUIKb6fwA/HJkyeYmpqqwfX0c3f+/HlatmzJvXv3OHbsGBYWFmpw3bp1i8aNG3Pu3Dl69+6Nh4cHP//8s3oC0OnTp8nLy2Po0KFFRuECAgIYMmQI9+7do0aNGnz77bdcunSJ8+fPc+LECW7cuMGjR4+wtbVVg2bt2rXqNqGQhIQEHBwcOHjwICkpKTRu3JjJkydz+fJl9baCg4OfCa5Ro0YVmaLQt29fdac2ICCgyDa0X79+zJw5kzt37mBiYqJ+gObk5GBvb//crxP63+D6/vvvad++PVevXqVevXosWrSI0NBQdZ29fv06MTExmJqaqnPCoqKiaNGiBWfOnGHZsmV8+umnnDp1inPnzhEcHMzRo0fJyMhg9+7duLi4qKNbvXr1KnK4FDQnO9jY2JCZmcmqVauoU6cO+/fv5/z58wQHB6ufd09TOIfru+++K/L7ESNG0KFDBxISErCwsGDs2LGEhoZy/vx5jh07xrVr19TXrnAENSIiQh0JKnyvHj58mPDwcPVxnjhxgunTp+Pu7q7eV3x8PBcuXCA0NBRzc3M1oi5duoSxsbF6wljhIerC7ciRI0eeOcpz9epVWrZsycCBA9m5cydr167FyMiIyMhIdu7cibW1tRqta9aswcbGhqysLFasWIGVlZU6H/DOnTtYWFgwceJEzpw5w0cffcTmzZsJCQnhwoULHD16lLt37/Lrr79ibGzMtWvXAM2keRMTE/UxXLt2jaZNm3L9+nVOnjyJmZkZ48ePZ9++fUydOlUdmFi0aFGR4Jo8ebL6mGbOnImTk9PfOmvyHwfXw4cP6dq1q3rYa+DAgSxcuFD9e2JiIoGBgdjY2GBpaYm/vz+JiYkUFBTQr18/tm7dSm5uLqNHj8bMzAxbW1sGDBjAvXv3APjhhx9o3LgxGzZsICMjg1GjRmFlZaUeE46PjycvLw9/f3/WrFkDaE6P9/HxUTeQ165do1OnTtjb22NmZsb3339PQUEB165dw8PDQ52bcvnyZdzd3dX5HatWrcLJyQkvLy98fX0ZMWKE+gabOnUqrVq1wsbGhi5duvzpabvbt2/H3t6eZs2a0aJFC1xdXU1tzlQAACAASURBVNm4caM65+vBgwf4+vpiY2NDq1atGD58OKmpqWRlZeHn54ePjw/t27fH1taWzZs3A5qNXr9+/bC0tMTd3Z0ZM2bQs2dPTp8+TUFBATNnzqRFixZ06dKFQYMGMXr0aPWLab/55hscHBzo1q0b3bp1Uz9Yk5OTGT58OFZWVrRu3Zp+/fqpex/Cm09sbCyffPKJuvMDmp0PY2NjOnbsSG5uLtu2baN69eqcPn2ajIwM5s6dy6BBgwDNySW9evUiNzcXBwcHdSOTnZ2NjY2Neqi/WbNmTJ48mYyMDIKDg2nXrh2nTp3i119/xdTUVD2EfuLECRo0aEBiYiIbNmzg3XffZcuWLcTHxzNw4EBcXV3JzMxk5syZNGrUiMjISJKTkxk9ejRff/01+fn5eHp60qJFC27evElYWBgtWrRg/vz5XLlyRZ1/mZOTw9q1aylTpgzr168nISGBRo0aMX/+fO7fv8+YMWMoW7aseojh008/ZceOHdy9exdPT08aN25Mbm4uc+bMwdHRUZ1XM2nSJNzc3AAYN24cdnZ2BAcHc+DAAWrWrFlkROZFyMnJoVWrVvj7+xMXF8fixYv5z3/+o464P/3cnT17liZNmhAdHc2pU6coU6YMK1asIDExkS+++AJzc3MeP37M/Pnz1RGglJQUJk+ezIQJEwDNiNbTZyn27t2bvn37qkcXfH19efz4Mbdu3cLT05MdO3aQlpaGhYUFP/30E8eOHaNatWosXLiQW7duceXKFWJiYkhKSsLCwoLp06eTnZ1Nr1696NSpk3r4uXv37s/dUZs+fTqfffYZ4eHhXL16lQYNGtC3b19AE0uFJ++AZu7elClTyM3NxdXVlaCgIBISEti+fTulS5d+7hmSPXv2pH79+oSFhXHr1i31AzotLQ1XV1cGDRrEkydPuHHjBj169ODIkSPqulI46nj79m0aNWrEsWPH+Pnnn6lRowZbtmwhKyuLTZs20bt3bzIzM9m5cycODg48efKEYcOG0bhxY0JDQ9XHlpGRwZ49e6hTp476+zp16rBw4UIyMzPZs2cPnTt3JiIioshjyMjIwMXFBT8/P3799VfCwsLYt28fRkZGTJo0CUCdA5aYmMi9e/fw9vZmw4YNpKenY25urn41RmZmJu3atcPb25ukpCQiIyPp2rUre/bsISYmhsaNG3P48GFOnz5N06ZNOXLkCHFxcfj4+ODj48Ply5cxNjZWT3C5ePEi9evX5+bNmxw8eJCaNWty5swZMjIyWLBgAQMGDHhm1Gft2rV89NFHXLp0iYyMDCZPnkyZMmUIDw/n8uXL1K1bl127dhEVFYW7uzsmJibk5uayePFibG1tOX/+PPPmzSMmJobBgwfj6enJgwcPaNasGZMmTSqyDTpz5gw3btygXr166uj2r7/+ipGRUZFvPih8DJMnT6Zx48bEx8eTmJhI9+7dqVu3LomJicybNw8vLy81uExMTLh+/TphYWGYmpry7bffvshb/hn+cXAVFBSQmpqqHk5LT09/pvwKCgq4c+cOd+7cUfd6CgoKSEtLK3LZmJgYbt++/cxEwkePHhU5cyQ6Opq7d++qlyu8rcKvPfjfn0GzIkdGRhb5WoW8vLwi347/vz+DpvZjYmLUiYJP77Xdv3+fW7duFbmfPyIzM5P79+8TGxv73Mvn5eVx69atImfW5Ofnk5mZSV5eHvfu3VP3cAvJzc3l9u3bapxmZWUVOQMjLi5OfbxZWVlFHtf9+/d58OABubm5RSb7FxQUcPfuXaKjo/XiS+/+P/Hw4UNsbGyemd9y4sQJjIyMOHLkCPn5+epZrW3atMHS0lI9nLJ8+XJGjRpFbm4uvr6+6gThwg/Vwona+/btw8bGBjc3NywsLBg6dChpaWncvHkTDw8PdefjwoULuLi4kJSUxP79+7GyssLT0xNnZ2ecnZ05d+4c8PtOmbW1NS4uLjg6OqpnPY0dOxY7Ozu6deumzgVNTk4mOzuboKAg9dTxwYMH4+joqO50LV68mEaNGtG+fXu6dOmiTpTPy8tjxIgRGBsb4+npqU7yzsnJYfXq1fj6+qrblblz56pzjNLS0hg2bBhWVlb4+vpiZmbG559/rvVrtGXLFkxMTHB1daVnz544ODgQEhLCgwcP8PT0VM8yvHTpEu3btyc2NpaLFy9iZWVF+/bt6dixI1ZWVhw5ckRdriFDhmBra4uzszN2dnbqGXCTJk0iKChIve+xY8eqc6uuXLmCq6srrq6uWFpa0qNHD+Li4khLS6Nbt24cPHiQwMBA6tatS+/evXF0dKRly5Z89dVX5OfnExQUxKeffsqZM2eIjIykQ4cOODo6Ymdnh7u7uzoi9TT37t3Dw8MDU1NTfHx8cHd3V3f2goKCiowijB49mrlz5wKaM2LbtWunfjeVmZkZJ06ceOb2C0O0S5cu2Nra4u3trW4zg4ODcXFxoU2bNurOZHJyMomJibi5uamT8O/du4ebm5s6t6pwOkbbtm0xNzdn2bJlAOrzc/HiRZo2bap+F2Xr1q2xtbXl5MmT6ly/Tp06kZ6ezvr169XbMjMzY9asWc9MQ8nOziYwMJBatWphb2+PnZ0dlpaWDBs2TJ2Te/PmTdzd3XF2dsbW1pbOnTsTGxurnlH3dIxevHgRNzc3nJ2dsbKyws/PjydPnhAbG0vbtm3V53HGjBnY2dnh7OyMk5MTV65cITIyknbt2qnx8ssvv+Ds7MyNGzeKbEcK16HnjTrGxMTQq1cvXF1dGTBgAP3798fBwYGzZ8+Sl5fH8OHDadSoEV5eXnh4eODj40NOTg4bN27E29ubsLAw9aQPS0tL9u3bB2i2QdbW1ri5udGqVSsGDhxIamoqkZGRODs7q6PbkZGRuLq6qo/h+vXrODs7ExERQVhYGJ06daJTp04EBAQQGBhI+/btuXPnDmvXrmXIkCGkp6cTFBSEnZ0dXl5etG7dmv79+//tgQj5txQFQU/Izc0lMjLyuV/OGx4eroY5aIb69+/fX+QrGBITE4mNjaWgoIDo6Gh1A1/489OHC2JjYzlw4ECR77fJzMzkzp076k5Uenq6ugP15MkT4uPjiYqK4tChQ+oo8tPLXnhY4unvmyo8C/fSpUvqobKnuXz5MidPniQ9PZ1Hjx4VOWX78uXLnDp1Sj0rq3C5cnNz1cM6aWlpxMTEkJ+fT1JSUpFDPAkJCdy7d089Zf7s2bPcvHmTe/fu0alTpyInn2jD9evXOX78OImJiTx48IC0tDRyc3OJiopSd8YyMjK4c+cOOTk5pKWlqc9d4dljT5Ofn09ISAgHDx4s8rw+ePCgyM+xsbFFJjUnJydz9OhRTp8+rd5vbm4ud+/eJSUlRT0D8cKFC4SEhBAcHKzGdHp6OqGhoWrQPH78WL2tP/sy0MePH3PkyBFu3ryprhNQdOewcFmfXg/i4+M5duwYd+7cIS4u7rlfJhofH8/Dhw/5+eefOX78+DP/jFpiYiKHDx/m3Llz6uPNycnh9u3b6num8Oen/8WUGzdusH///iJfA5KSksL9+/dJSUkhPDycS5cuERwcTEhISJGvW4iJieHKlStqWEVGRnLgwAF++eWX5z4/BQUFxMTEEBoaSkhICCEhIep0gKdJSUnh2LFjnDp1Sn2ceXl5REVFPfO1FomJiRw5cqTIPOPs7Gxu375d5Hm8du0ahw4dUp/3zMxMbt++rd5+ZmYmt27dKvL6Xrt2jQMHDvzpF4tmZWVx9uxZzp8/T25uLnFxcWqwFJ4IERISooZgfn4+ycnJ6nqenJysHgJ+mpiYGA4cOFDkKyn+dxmzsrKKPIasrKwif09OTub48eNcvnyZgoICoqKiSElJUbcZ+fn5xMXFkZycTGhoKKdOnXomkrVBgksQBOEvmD17NiYmJkybNo1+/fphZ2f3zOEgQRCEP0OCSxAE4S/IzMzk8OHDTJ48mTlz5jz3e6YEQRD+DAkuQRAEQRCEV4wElyAIgiAIwitGgksQBEEQBOEVI8ElCIIgCILwipHgEgRBEARBeMVIcAmCIAiCILxiJLgEQRAEQRBeMRJcgiAIgiAIrxgJLkEQBEEQhFeMBJcgCIIgCMIrRoJLEARBEAThFSPBJQiCIAiC8IqR4BIEQRAEQXjFSHAJgiAIgiC8YiS4BEEQBEEQXjESXIIgCIIgCK8YCS5BEARBEIRXjATXC3At8RrTQ6fz9cWv+ebSN+L/I6eHTmdqyFRWh68mJSflda+KgiAIgo4iwfUCzLo8C4MFBhguMESZraB8L/6/cI7GUotK0WBdAyIeR7zuVVEQBEHQUSS4XoDpF6ejfKfw0cqPKLOojObDeJ6CMlfUSwtf2+8VKq2oRLnF5aiysgqRTyJf96ooCIIg6CgSXC/At5e+RZmpUGphKaqsrsLbi99GWaigLBL11WILivHRyo/4cMWHKN8pVFtVjdtPbr/uVVEQBEHQUSS4XoBvL32L8q1m1KPUolJUWVWFUvNKaUa6XvdojPjynaPw/tL3+WjlR5qfZytUX11dgkv4S3Lzc1n4y0I67u6Ix24PvPZ4iXqk525PPH/y5MdbP77uVU3QQSS4XgA1uOYpKAsVSiwoQYl2JTBobIBirIj6ZFMFQ2NDSg4vicFSA81rPkeCS3gx0nPTcd/njsFcA5RZCspMRbPtEPXDGQrKNwpTQqa87lVN0EEkuF6AIsG1SEGZr1CqcSmKK8UxUAxQFEXUEw0UA4oZFMOwryHKCs1rLcElvCiZeZl47PWg1PxSVF5dmeILimvWIVE/nKegfK8w6/Ks172qCTqIBNcL8L8jXAYLDChlUopiSjGKFSsm0aUnGigGGCgGGJYypHhAcQku4W/R9VBXlG8V3ln6DlVWVaHkwpIoixWUpaLOu0RBWaQw7/q8172aCTqIBNcL8EfBZaAYYGBgQPHixTEwkOjSZQ0MDDA0NERRFJ0Nrnv37rFz50527tzJTz/9JP7L7v1pL7t+2oXdOjt1PuC7y96l0rJKFJ9enGLTilF8enFRhy02rRjFphWjz6o+HNhzgN0/7X7t6534992xYwenT58mJyfnX9lGS3C9AH8WXIqiYGhoKNGlwxoaGqqxpcvBtXLlSt566y3eeustypQpI74G363wLpUnVMZwmaFm3VmoUHFBRd63eJ8SlUpQqkopUYctWaUkJauUpNQ7pShbpixly5R97euc+PctXbo0RkZGxMbG/ivbaAmuF+CvgkuiS3f939jS5eDavn07xYsXf+3P6f9nS5QpQY2valBseTHNurNIocqyKlQyqvTal00UxWetVq0a9+/f/1e20RJcL8CLBJeiSHTpms+LLUXR3eDasWMHpUqVQlEUSpQoIevha7DMO2Wo+XVNDJcbqsFVeVllKjau+NqXTRRFjU9PIalZs6aMcL1JvGhwKYpEl674R7GlKPoRXMWKFZPoeg1KcInim62BgUGR7aIE1xuGNsGlKL9HlyIfdm+kT+/dPPf104PgUhRNdJUsWfJPH6v4cpXgEsU31+dt+yW43jC0Da7CF7Zk8eJ8WLYsn5QvTzXxtVu9fHnKlSr1l6M++hJciqKJf4muf08JLlF8M/2jHW0JrjeMvxNciqJQ+e23Wd+hA1f69SPE11d8jV7s04fQvn3pYWT0l29MfQouRZHDi/+mElyi+Ob5Z0c1JLjeMP5ucH36zjuE9esHU6fCxIni63TSJJg8mc9btvzLN6e+BZeiaEa6JLpevWXeKUOtabWKBFeV5VWo9JmcpSiKr8PC2PqjbZ8E1xvG3w2u6u+8w0VfX80H/pgx4ut07FgYN46hzZv/5RtUH4NLUX6Prte9AdRni5cy4JMvqxX5WoiPl37MBw0/eO3LJor/H/2z2FIUCa43DgkuPVCCS934vPVWWSpXq0PVGg2o+mk98WVZvT7V6xhRYfQHmn8GZr6CslShxNclKF7lr78frbihIbXfew+j99+nXoUK4htgw/ffp0q5chi8wAd78WKG1PnwPYwqV6Dex/8RX6MNK1egyn/KYWj41yP6ElxvGBJceqAE1+/rZc2GLNgYypp9EazYdUN8Sf53VwQrdv2CyXIXzT/t81twKZMVlEp//YH9UdmynPX2JnLgQG4EBIhvgLcGD2aZqyulXuALhSu/9zbBX/ckckEAN+b0EV+jtxYFsqyfE6VK/PXrJsH1hiHBpQdKcKnWqm/CTxcyOHULjoSLL8sT1zX/td7cDeX7p4LrSwXlw78OrmrvvEPS8OHw5ZcwYYL4Jjh1Koe6deOtFzgU/8kH5XmyZgj8NB62jhFfp3sncnicF2+V/OvXTYLrDUOCSw+U4Pp9A1OvKVtPJnHoF9h7SXxZHrwMey9l0mqj198Krirly3N/8GDNB/3rfr+IGidN4icvrxcKrurvl+PB8gGwdTSsHyG+TneMZfcodwkuXUSCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFbJbh0Uwku3UWCSw+U4JLgkuAStVWCSzeV4NJdJLj0QAkuCS4JLlFb39Tg2jDy7/3t31iuDX/0t6eW7e8u45/dvgSXfiDBpQdKcElwSXCJ2vpPg2vj57B9DGwbUzQyto6GLaP+XnRs+lxz/edFS+HfNr6G6NowUnPfmz5//t83j4Itvy3bn13uz9wyWnM7Elz6iwSXHijBJcElwSVq6z8Jrg0jSVs5mGszvImY3ee30ZmR5K8bzq05fYmZ7699cGwbwzI/RyzqVubnab1g65gif/tvoAvmdT7m4tQemsj7t2Jry2jCv/WhVd0qLOhtVzQ6N2hi65uurenVqgG/ftsb+4bV2TTYTRNQLzJitfFzsv47lO6W9RnVtvnvMSvBpX9IcOmBElwSXBJcorb+k+DaPpaNg91QFIXSJYpzcmIX2DWOJysGUbVCeXxaG2lGeTb9NuLzYxDsGFt05GfDSM0I2Y9Bv11mLKPamqIoCqcmdoF9kzTX2TgSdgQx0d0MRVE4EuQJ+5/6mxpGozS39WPQ7yNsG0ZqLrdlFGwf+3vEFS5Tof8Td+rybhwJ28Zw/stuKIrCEBdj2DNB8/fNozRBtWU0PS0b0Kja+/w8vRdvlSzOXG9bzf1tG6O5ncLwKvzd0/f103gK1g2n+vvlsDOq+ntwbfocdgT9/vxIcOk+Elx6oASXBJcEl6it/zC4lvR14N2ypSlTsgRdzOrC9rGkrBzMu2VK4d3aCDZ/DtvGcGtOXw4HeXJ2clcy/ztE8/uNI2HzKK5O78XhIE8ivusDO8cxsZMZxYsZcmScJ+ene3N2clfy1w2HneOY2tmSYoYGHBjtTvAMb8580ZWCdcM1YbJlNPGLAzkyzpNj4714tFSzrBmrh3B+SjcSl/bn/JRu/Dy9F2wfQ9RcPw7/dtkTEztz7Rvv3wJwLDdm+arLy/oR8GMQF6Z2p3gxQ4I6tODm/H4cLbyPLZpDifcX+LNxkBv7x7izd1Qnsv47FDZ9zrVvvDn/ZXdyfxhGwbrhhEztzpVpvdToi5zdhyMTOnNjli9Nqn9AW+MasE7z/Ob8MIzjEzpzeJwnd+f1+/25l+DSXSS49EAJLgkuCS5RW/9hcC3u40D198szxdOCyu+9TfhMH3J+GMb75d7C17oRbB/Dwt52fPJBefV2vFrWJWnFINg8ivEdzXi7lOa+q1Uoz90F/szo1prixQxp+klFyv32t687t4Ld45nRzYrihoY0qV6Rd98qiaIojHRtBlvHcHCsBw2rvo+BgeZzq0Wtj4ic14978/rx3tulaVztA94qUZyeVkZc/KYXn37wTpHH59WyLmwdzUp/Jz4o/xaKomBgoBDo0AS2juby1z0pW6oEtSq9S62Kmuta1q1M7JL+xC0OpL1JLd4vp7lezYrvsGN4e9g2GruG1figXBkeLRlAzpqhVKtQnuY1P4TNn3NhancqvlMGRVGo/eF7vFe2NO6mdWDLKGKXDsCxUXV1+WpUfIcTEzvDNs3InASXjiLBpQdKcElwSXCJ2voSgqvSO2W5+o03Lp99Sm+rhmSvGcYHhcG1ZRRzfWzZOaID6Zs+53M3zfbp3OSuXJnWC0VR6GFZn5jFgSz1c+TGnD5807U1iqLQz7YxN+f1w6Lux1StUI6sNUOZ08sGRVHwaW3Erfn+uJvWRlEUrn7jza7RnVjcx4H09SNZN6ANiqKwwMeOxCX9ea9sacqUKsGxiV14vHY4Dg2r06BKBR4sH8iots0pV7okN7/zJXyWL4YGBvR3aEL6llGsDHBGURQOjO5ExHe+lChejAaVK3DxG28W9LZDURSmdWlF9AJ/JrmbE7c4kDvf+/Fu2dLYGVWDTSNxbVqDqv8pR9JSTXDV+fA9WtevQu664bRp8ilvly7Jxand+W+gC2VKFsfdtDZsG4O/bWNKlyjOlWm9SFo5GNOaH2Ja80Oy1g6DXeMkuHQVCS49UIJLgkuCS9TWlxBc/3m7NFFz/Tg01oNK75Th2HgvzRwuq4awbQwZ/x3K9K6taNOsFp9V/4ASxQ05M6krS/s6oCgKJyZ0hp/Ga+Zy7RrHhI5mGBgYEPpVDzgyheGuJlR4+y0eLenPdz2t1WDjyBRW+juhKArrB7rCjrGsDnCmfYs6WNatTDFDAxb0tiNhSX/eKVOKQPvPYLfmftqZ1KJZjQ9JXD2YUW2bU7ZUCVJWDmL9QFcURcG01ke0aV4bs9ofoygKEzq2JOK7PhQvZsiETi3h8Jfc+r4vpUoUw7NlXdg5jrNfdsPbqiEun33Ce2VL49KkBmwciZtxDapVKK8GV92P/oN9o+rcnedHhbdLa0bWdo2DzZ/TuNr7dGxWi6z/DqVp9Yr85+3SuDatQRuTmlT4bfQsaq4f7J4gwaWrSHDpgRJcHDbT0wAAIABJREFUElwSXKK2vqTg+uUbH9g+Fqv6VfG3a0yDyhXoZ9uYrA0jaGdSk3fKlKJ7qwZY1PmYksWLcXpSV77vZYuiKBwb76WZhL5tjCa4OmmC69SkLrB3IoOcmlKxfBmSlg5Qg+vs5K5wdCqze2pGvLYObctUL838LvfmtXEzrkExQwMW+tqT8NsIV1CHFpqo2zGWLz3MURSFt0uVoMLbb/GFuxnsHMd/A11QFAXrBlXp3qoB3q2NGOzUlOOTu/LLDG+KGRoyvmNLODqFazO8KWZogI+VEccndqZc6ZKY1f6IHq2MqPD2W7Rpqgku5yafUP39d8haPQQ2fU69j/+DfcPqRM/rxwfly+BhWkcNrkZVfwuuNUMx/qQiH5R/i67m9ehuWR9/u8ZM7GTGkxWDYKeMcOksElx6oASXBJcEl6it/zC4Fvk68G7ZUppJ4HsnsndURyq8/RbvlS3NIKemJC8fyDtlStGi1kckrhyEv91nKIrCmS+6cmKCF4qiOTx4Y4E/M7tbEfxVD6Z6WaAoCid/C66Bjk14v9xbJC0dwPfemsDybFGHq7N8sahbmbdLl+DXWb44NKpGudIliZrrx6I+9iiKwsKnRrg+d2sGP44lc81Qmn5SkZa1P2KunwNrAl1IWTEI9kzgwpTuKIpCD8sGPFw2gNgFAczs1ppfZvoQNtMHQ0MDPvmgPCe+7MbETpozJtcPaKOO1m0Y5Mq1mT68Xbokjo2rw5bReLc2QlEUDgV5MNfbhhLFDLFvWJ3ctcMwr/MxpUsU58SEzszzscPQQBOMbB1NT8v6lCxejH2j3UlcM5SDYz2Y62NL7g/DYKfM4dJZJLj0QAkuCS4JLlFb/2FwLextT7m3SnJlWk/YEUTuxpF4tqyDoigMcTaGHWOZ1qU1pUoUQ1EU6n70HuVKl+TgGA/YNobRbU0pZmiIoijU+/g/XP+uD1O8LDXBNbEz7J1If4cmvFe2NElLB/BtdyvKlS6JTYOqGCgKBgYGzO5pAzvHsX14eyqW10xAr1HpHd4tU4q53rYkLOnP26VLMsK1meYrGTaPortFfYobGvJ26ZKULV2CZjUqab7WYvsY5nrbqhPZDQ0NcPnsEyLn+3PtG2/eKlmCVnUr8+Fvf+/YvDaZ64Zzd74/Jp9WQlEU3i/3FlX+Uw6HRtVh82guTu1OtQqakwbMan+MZd3KWNatDJs/58SEznz4bln1b7U/eo92JjVh8yjuzPPH4alJ81UqlGN2T2sKNoyQ4NJlJLj0QAkuCS59Cq6goKKOHfv73yZOhMmTNb8bPx6+/BLGjfs/9s47PKpijcOzm03vjZBKQkkhJHQSQu8EQgsJEEjvvW6ym02nI1IE6b2GXkSqiGKvFxUb2BERxYIdFXjvH2ezCehVuKgUz3me35PszsyZOefhnLx8M/P7QKO5fc+fRiONYfJkaUy/N5aaGmnsOl3jmG/2Ga+r+2vft7cCXFvUXFiWzasz4/lxbYFkqbCtjK9X5vLytFg+WZQh2TVsUfParARemDKJTxdn8ubsRL5emSvZKehtE56fMonPlmTBdg3nFmfy8vQ4vludD1tLObMwnVdnxnN5YxGfLs7k7fuTuLSukJemxfLarATJXkJvMfHuvBSenzKJjx9M5/TcZM4vyeLXDUW8MjOes4syYKeGM4sy8XW1JyrEl/eX53CkPEofNfOTpjV3SpYRz0+ZxMvT4/hlQxHs0PD9mnzDtb4zL4UXp8ZK172tDLaX8eWKHF6YOolTc5I5s1Dqv8E09czCdF6YMomvV+TyxbJs3ro/yWAL8dGCNF6YMolvVuXx6ZJMyURWX/bz+kL+Mz2O56dMktZuNTjwy7YQd+8hA9c9IBm4ZOC6R4DrqlbLZY2Gy2VlXC4r44pGI0FMRQXodGwbPZqaHj34vqSEJyZNojQkhNMZGTcPMH+lKit5JTmZ0pAQno+Pl8bb5Nm8Wl7OqmHD2DRyJO9lZlLevTtvp6Xd+Jh1Or4uLKSmZ08eior6LYT+v7rV1D5b9al9mpqPbiszRJLYJIEZu7TSd9s1EtRsKYVNxdeVlV3bfotaqrO9TKqjd3Rnp1bfb7n++4b8hXoT0V3l0hh3ahuNSXfpf9+p4dScZByszAj0cKJoVAgxYf4IIbhvYm/JcqEhNc+ucklbS6+9jm2ljeVNTVwbjFV3aqXypvepob4ezq4xWb2mTPM797e88ZoazFNl4Lp7Dxm47gHJwCUD170AXJWVvJWWRjdXV9ysrLA1MaG1vT1TevXi+7IyqKqil6cnQgjOZGUxo08fhBDsj46W3kP656ABzpoCiwFSri9rqN+gpm2afn/9+Zp+V1PD+hEjEELw4KBBjRGs8nLQ6fhFo6GlnR2hbm7sHjsWIQS7IiMbI17Xj+f6vmpq+Cg7GyEEae3bS0BXXn7t9f4/AHanJq/+u1RfwpUtao5VRDOma2s6eDnTy9+DnYUj+KUBqm73GG9EMnDdvYcMXPeAZOCSgeteAK6qKk4kJaFUKAhzd2fRiBFMCAiQQGbwYKip4dGJE1k+dCg/abXM6ictoj4yYYI03VZRwbfFxVwsKjLAy1Wtlm+Li7mqf04uFhXxa1kZVFRwRaMx1P+mqIhvi4sNEbWfS0sN339TVMRParX0nFVV8ZNazcWiIn5UqyX4qalh6+jRCCFYHxHBz5WVfFNU1AhTlZU8GRvL/uhoTmdksD4igm+KirhaXs53xcV8X1ICWq1hPD+q1YbxX1KruVhaysc5OTSzsKCoa1epz8pK0Om4WFQkXW8DfMnA9afQdU0EqyEqdbfAlgxcd/chA9c9IBm4ZOC6R4DrleRkVEolVWFhsGgRz8TFIYRgRt++UFdHcbduhLq5cbG4mDn9JWuB4xMncr6khPQOHbAxNcXUyIhIPz/O5ORwuayMPl5ejPb1ZXSbNpgaGTHA25vPCwo4m5ODu7U1ZioVTubm+NjZ8XFODu9mZtLV1RVjpRJbU1MczMyoCAuD2loejorC39ERY6WSNg4OPBwdDVOmsG3MGBQKBRGtWxPo5ISlsTEz+vSBykrO5eVR0q0bblZWWJmYkN6hA5/m5fFLaSnd3d2JaNUKdDrOZGfjY2dHXufOUFvLqykptG/WDGMjIyJat8bB3Bx1SAjU1vJlcTHpHTpgolRiYmREQlAQXxYV3Rx0/RuBqyl4Neh2j0UGrn/PIQPXPSAZuGTgukeA69XkZBzMzHC1tKS7lxeuVlb09PDgXF4e1NYS6eeHlYkJXxQUMHeA5Pb9XHw8x2JiGO3ryyMxMSwcPBghhAQnWi3Bzs6Gz9P105CTe/fmklbLQ+PGsWrYMCyMjenSvDnflZTQ09OTTi4ubB87lo4uLrhYWvJaWhovJydjamREUnAwxxITGR8QgIulJZ8VFrI/OhohBK3t7VkbEcGwli0RQvBMXBxHY2IY4+vL0ZgYFgySLAS0oaFc1WhoZWdHN1dX0On4ICsLU5WKxKAgrup09PbywsbEhDXDhzPWzw8hBLru3aG2lqSgICxUKnaNHcuWUaOwNDFBExoq3d8bnV78NwPX3SwZuO7eQwaue0AycMnAdQ8Bl52ZGb4ODsQEBzOsVSssjY2p6tEDqquJadsWR3NzvmwCXEf1U4qvp6ayYdQoZvTpg7WJCRkdOnBVo6GdszOhbm5QVcUvZWV42dgwISBAmpabNYvFQ4ZgpFBwYNw4LpeX42ZlRVbHjjB7NonBwbSxt4fKSqb2ltLOlHTrxvJRo0gICkIIwd7ISA6PH48QghXh4XD//TwyYQJCCKb27g21tbyhH9v0Pn2wMjEhp1Mnrmg0BDg60tPDA3Q6PszKwsbUlKyOHXknIwOFENIU4owZfJqXh4O5OdrQUL4rLsbJ3JwOzZqxJDycRYMH42ZtTSt7e34uLb12DZgMXPeeZOC6ew8ZuO4BycB1W4Hr4Ak49Ir0805udzcA1yvJyRgrlVK0ZvZsqK4mzMMDS2NjLuTlkRAU9Bvgejo2lmcSE3G3tsbBzAwPa2uMlUryO3c2AFcPPdR8XViIt60tEwMDoa6OtzMyMFepSA4OlqwbqqpICQ7GzMiItg4OWBkbU9C1K9TVoe0umV162tjQ3MqKlnZ2hLi58UxCAg/rI1ybR46EmTM5rAeuyb1780R8PO7W1jiamxvGVty1K1c0GvwcHOjj5QWVlXyen4+tqSnZnTpxIjm5EdimTuWrwkKcLSzQdu/O5/n5NLOwwN7MDE8bG1ytrOjQrBkp7dtL69PuxAjXpmKp7cOVjTsYbwU6tqgbdyher/qSxjVZ9X9Q749Ur/571nU1Hc//24cMXHfvIQPXPSAZuO4I4DrwD4HToVcadS8Cl4mREfmdO0NdHRcKCvCxs8Pd2ppvioqIb9fuN8D1VGwsxfp/+2+kpfFmWhoWxsZkd+pkAK4wd3coL+erwkJa2NqS0K4dv+p0DPXxoZmlJZ/ppywvFBTQyt6eQd7eFIeFsXb4cGlsU6fyoH46cOnQoVBdzXfFxWwbPZqvSkrYq999mBAUxKXKSqp79DBEvwq6dEEIwdvp6ZxMTcXc2Ji8zp25Wl5OkLMzvg4O/FRayrqICIyUSnI6deKLggLMVSr6eHryk1bL5pEjMTEyorx7d65otbS0syPQyYnz+flQXc0LCQkcGj/+5nYr/pPAtUPDyVkJ1IwN49ScpEYbiC1qadH67nJJDV5TNwMuvwdjW0obgeb/Ba7/p90fnrPE4E12S33IwHX3HjJw3QOSgeu2Addjb4N6ygZatApk5vLHOPbWjbermrObFq0CqVuwn2Nv31i7Y2/B1MWH8WrZlqLaNTx26vfrPX4Knnzvr4uC/VPA9XJioqGNi7U1ViYmOJqbs2nkSKirY3irVggh+CI/n2n69VjHJ03iwPjxmBgZ4WxhgbetLUIIaS2URoO7tTVtnZygvJwvCwqwNjVlQkAAJ1NSDH25WVnh6+DAozExhHl44GJpSbtmzQhu1oyykBC+KC7mQlER4S1bolIqcbO2xsPamt6ennxaUMDOMWOk67S2xtPaGiEEA729+bm8nF2Rkb87NmpruU+/09LBzIwgZ2fszMwY5+8P1dVoQ0MRQuBkbo6foyNCCHI6dYK6OjaNHImtqSlWJia42djgY2vLrH79bs4i4p8Crno17ConUZ/m5tTclEbPqa2lvH5fIo9Xjed49Xjen5/6xyCytZTvVucR3t6HpD7tuLqpWIIrA9hp2VU0im6tmnNiRhxR3XwpDO98Lej82Vi3l1E+qhuDg1twYVm2FJH7vboNVhL7KiVo3FT8v8+7tZTvVuczrIMPY7v5cmVzCcXDOtO3radk+vq/+pCB6946ZOC6ByQD1y0D1/6X4egb8MS7cPhV6fOxt+D4OxK0PPI6HD8Nj5yUfj7xjlTv+GlIKZyNEIKaeQ/x4jl92WvSORoiUo+fls79+CnpfMdPQ37lCoQQlE7bJLV7F440aXfwhFT/iXel9odekUCtcs4uLK3tyFDP56kPpPIGPX5KGnfZtE1Myqzl6Bvw2FuN57yjgUun40JBASvDw5kzYAAz+vRhdv/+vJ6aarBBODhuHMvDw/lJreZEUhILBg3ibE4OVFVxZMIEZvbty/bRo9kdGcmjMTGg1bJp5Ei2jx4NWi2XSktZO3w4x2Ji+Dw/n6VDhzJ/4EBm9O3LnEGDeDoujkAnJ0a0bs3SkSPJ69wZIQRz+veHujq+V6vZOGIEM/r0YdHgwZzPy4OqKt5OT2dleDin0tNZMmQIcwcMkMr04z4yfjwz+/Zlx5gx7IqMlNadVVZyVaOhftQoZvTtyxupqRweP56D48YZyjaOHMl9/frxRloaD0VF8fjEiRJUVVZyIimJWX37MqNPHx6ZMKHRm+tG3xv/FHBt13D2QSlZc+bA9gYjzw8WZhAd4ouNuYmhH3d7K1amD5ZMSPWRMfZWSNpWJrnZr8jFzc6S0NZuUqRsnz75db0ULVudMZTmdpacnJVAb38P4nq2lert1Ern2ao3Xt2phT06qd2mYgkCH6qE/VWM7+6Hs4055xZlSN9vUUt191ZIkTi9Eev3a/JRD+/C0Ypo2F/deO6m49a76l9cmUvHFs3o6efOlU0lRHRqiY25CR8vTJf6kIHr3j9k4LoHJAPXLQPX4ddgxZ7T1D6wj62PfcEjJ2Hh5v8wZdEhHnr+Z1Y99B6zlj/G1se+ZMqiQ0xeeIA9z/3EU+9Desk8FAoluvu2M3fdo9Q+8DB7nv2JIyel8x55DWateAzd7B3MXv0kh1+DJ9+FoprVKBQKSiav54FNx6mZt5edT33LkdckmHvkdZi9+kl09+1g1orHOPQKPPoGrN3/Ebm6Jazcc5r6Y5+hm72Dyvt3UvvAPh7Y8BxLd5zEp00wCqWSkinrWLnnTQ6/ehcAlx66qKuTzEMnT5Z+b9rm91L7NDEgZfJk6WdtbeO7qbZWUsOz0lB2fV8zZ3JgnJRUOaNjRx5PSaGuVy+EECwZMkQaR0WF1L5hbA1phSoqpM+VlY3lTVMO/d7YNJrG8TSkBWpIAfRnZVqtNJ6GsTcYv97Me+OfAq6dWg7rU+hsyA6HvRVcXJ1Ht1bNEUJKMv3Rkiw+WpDGvLh+LEsZZHBu/3BBGjsKR7KzaCRfLM+BPToursyltYsdg4O8OTUnmZ3Fo3l9VoIELdvKuLSukB2FI9mWH8GuopF8uTzH4DK/Tz1G+rytjJenx3FIO5Yf1uTDTi1nH8xgV/EoXpgRT1KfQHya2XBucaYEWFvUPFoRzY7CETxTFwPbNfy6Rc3KdGlHbHgHH/bporm4Kg/26vhoYbph3BeWZcNOLb9uKGJ7wQgeUo+BraVEdm2Dq50lZx/MkIHr33LMf2W+DFx3u2TgumXgOv4OTEipQAjB9KVHefYjCOs3BqWREZsf/Zy04jmG81tYStNCY2KLeOp9yClfjEKpxMPbHxu7ZgghGBARz8Mv/cShV68yPDobY2MTVCpjTEzNic+eytMfQOnUDSgUCtxb+GLn4Gpod/CVyxw5eZWx8WpMTM1RGRujMjZhfHI5T74LFbN3IoSgZPJaZiw/hkqlwthYujfBXfoyIVWHQiElBTYyUhGfM5Vjb93a9OK/Inm1TseXxcWUd++Oi4UFKoUCd2tr7u/fn29KSm5899/don8CuPQpd6ZES2vanq6LgQPV7CgciRCCWTG9YX8VHKyBQ7VwpA726mCHhoPlUbRwssFIKf0t6tqyOR8tzuTSukLaeTrhaGVGW3dpqtXB0oxHK8ZxpV5NWr8gPB2tMTEywtLUmPJRIVzdXU7FaGmK9ljlONhfxagurVEZKTn7YAZnl2XTvoX07HrYW9HM1oIAdwcuLMvm8pZSkvsGYWykxNhIiaWpMQsTB/D9mnzae0mWI0qFAjd7K96bn8rjkyfi7WyLkUIad2cfFz5YlMEv64vwcbYlzNcN6tVEhfjKwNX0+PLSl5z57gyffP/JPakLP12g+vlqxBwZuO5qycB1y8D1+GmIy5os/RFY8TjPfAj9widhZWNH/bEL5JQvRgjBkDFpbH/iHN16DcfaxoEdT35DYc1KhBAMGpnEjifPEx6ZjhCC+RtepOL+Bjhax/HTVxiXpMXExIy1+z+gYvYOhBD0GjyObcfPMmhkEkYqY9YdOMPURYcQQpClWcjxd66QlDcDpdKIJdtPGspyK5by6Ju/sv+l7yiokqYns8sXc+T1H+kxYCxOLh6sO3iGh1/86aYX9P8rgUurNaTt+ba4mK8LCyUX+Kqqew+2tNp/CLik3ITJfdphojLivfmpsK+S6kgJfl6bGc8vW9TU5w5nWeog1mYO5fT8FL5fV4C3sw1hvu78tKmYN2YnYmVmQmlEFy5vLKatuyOOVuYcrYzmpamxWJoaMyioBZfWFTA3rh9vz0nicr2aAe28sLMw49tVecyMkaKVT1RPgIcriQnzx9HKnM+XZjM5KgwhBHuKR/Gf+xLxcrKhjYs9P60rYE3GUIQQbCsYwZXdOgrDO2FlZsIHD6Tx1v1JWJgao47owsUtar5bnYeviz0hrZvz48Yi3p6ThI25KYVDO3F1UzF+bg70CfCQgev64ypXqXiuAt/1vvhu8MV/k/89p8DNgfht8sNhhYMEXEtk4LorJQPX3wNcw2KxsrGn/tgFssoWIITgvlVPcOICxKRXY25pw4bDn5BftRwhBDOWPcqJC1A+axtCCIonryM6UYNQKGjTtgvtOoXi4uaNEILaBw5Qef8uhBBUzd3Nq19CtnYRJqamLNryCgl5MxBC0Nq/E+06heLm2RohBKXTNjNj6VGEEOTolvDsGXj4hV9wb+GLX1AI+178iWNvQ7/wiTRza8Ge537i6Bu3Blv/KuBq8jzdUp7Cu0H/IHAl9ZaA6/35qbC3goKhnfTAlcCPawvo0rI5xkZSVLYuKox35qWgMlLi7WxLd38Pw/RjTz93fliTj29zewYHeUvrqjaX0K2VKy2cbPh1QxHvzU8lqW87Qn3dcLO3xNvZhm9W5v4GuCaG+eNia8G781IYEuyNl5MNP68vgoM1pPcPwsfZlosrc8ke1AGlUkHXVs0J9ffAy1HaFHFYO5bPl2VjaWpMzdgwOFTLG7MTMVEZ0cLJ5ppxd2vlyg9r8glwd5SB6/eOy1cvM2zvMIweNEK5UImYKxDz7kEtELivdcdxpaMc4bpbJQPXXwJck9JrEEIwb/3znPgc+g+Lxcra7hrgmrLoEM+fhegkLZbWdmw8cs4AXFMXHeLk15BXsRQhBJoZ9YxPqUChUNB/eCxj44uISihjQmolmx/5CM30zQghKJu+mRfPQVrJXEzNzFmy7STJhfchhKD3kAn6dqXEpFay9sBp6hbsRwhBftVynvsYxsaXYWFpw7Jdb/HCJ9L6r16Domnm1oKHX7rMYze4c1IGrn+Z/kHgSuwdKEW4HkiF/VWsTh+CEIKZE3rBw1Wwv5rHqyTz2OrI7nwwPxWVUkkXHxcKh3eheHgXKseEsqVwBN+vyae1ix0DAlvA3gp+3VCEn6s97TyceG1WPF6O1rTzdKJoVAhBnk60cLLh21V5TBvfEyEEL06NhaN1TOzhTzMbC96fn8qITq1wd7Dix7UFcLiWxD6B+Djb8s2qPPKGdMJIqSShdyBFEV3QjOhK5ZhQzizO5L35KZibqKiLCoOjkzk9NxljlZJOPs2uGffmvAh+XFuAvxzh+v3jClcYuXckqrkqvNd7Y73UGrFA/6K5l7RQoHxQifsadxxXOyIeFJh2kYHrrpIMXLcMXMdPYwCnuOwplM/ciIWlDbb2zag/doHM0vkIIZj84EGePwtRCWWYW1iz8cg5CmtWIYS0fmruuicI7NATYxMTNhz62DClOD65nM1H32feuueYkFLBjie/onTaRn3UStqlmFp8P0ZGKpZsP8mMpccQQjAyJo+NR95nweaXGZ9Sweaj56h9YB9CSNOUi7a+ihCCzmFDWbrzBMt3neTQKzAgIh6lkRG62dupf/TjW/bskoHrHtQ/uIarckwoCoWCF6dOgj06vl2TT7+2ngghmB3bl5cfSGVR0kCEEKiHd+HnTSW0aW5Pm+b2vDAtlvcXZTAvrh87ikZyaV0h/m4OKBUKFicPZJUe3tTDu/CfabEIIcga1IF3FqQR7OWMs405367KY32WNDU4fXwvNuZFYG1uQnM7S75YlkNNpGRqO2dSHzbnR2BmrKKVix0/ri1gQ1Y4Qghqo8J4f2kWT9XGUDkmlC9W5HB2UQZmxkYMbe/Dy7MT+WJ5NoGeTrRsZstzUyfx/qIMHojvx9b8CH5eX0jr5vb09HOHejWRXdvQzMZcBi6QgGv0Q6MR9wnMlpjRYl0LrJdbI1YKxOp7TKsEytVK3Ha44bjREeOuxjJw3U2SgeuWgevIa7D18c/o1jsCIQTuXn70j4jD1aMV9Y9+TrZmIUqlkimLDvP8WRiXXI61rQMbj5yjoGoF1raOhPYZhdLIGCOViozS+Tz6Jux/+RcmZdRiaSUttLewtGFMbBEHT/xA2bSNKJVKNDPqefEcpKvnYWpmwfz1z/PY25BccB82dk4IITA1s2B4dBb7XrxI7QP7UCqVlE7bSOlUCdqMjFQIIfBuHcTe5y5x38onsLZ1QAhBWsncG/YHk4HrX6R/cJfiptzhCCHYmh8h2THs0PDhwnTS+gfjaGWOEAKFQkGXli7sU4+BvTqeroshpLWrYQw9fN14evJEw6L5Hr7udPSWFrqHtHbl40WZXN5SSsaAYOlZM1HRoYUzfq4OnF+SxRdr8hneUcpx6e9qT2zPtrR2sePsgxmcW5nDwHZeCCHo0KIZA9p5EezpxOdLs/hlSynlo0KwNpPsK+wsTdGM7MZ3awtgu4bMge2ld4a9JR8/mM4rM+MJbdM47u6+bjxZG8MvGwoJcHekX1tPqFcTHeqHu72VDFzQBLj0O/jMl5rjuswVoxIjRK5A5N9jyhMoi5TY5Nlg0tLkzx9AGbjuHMnAdcvAdeBlyWNrz7M/sWLPabY89gUPv3SZNQ9/wMMvXmb7ExdZufcddj/zA4dfhS2PfcHqfe+x78Vf2X78a9YdPMP+l6+y6qH3WL3vPQ6/Cgdf0ds7nIT1Bz9mxe5TrDvwEUdOSt/teOIbVu59h51PfcvhV2H78a9Z9dC77Hn2R468Bkdfhw2HP2HF7lOsefgDDr8mWUXsfOo7Q7udT33Lyr3vsHLPaVbsPsXa/R/y8EtXOPwqrD94hhV7TrHzqW9v2QD1XwlcDRYOf1R2s+u7qqv//3YNdhh/4fX9I8C1Q7JksDIzJqVvUKOb/A4NbC/jk0UZnJqTzDvzUri4MlfystK3+35NPqfmJHNqTrI03bdTy+WNxXz4QBo/rMnnm1V5nJ6bzLer8wx+V1c3lXB6bjIfPJDKxZW5fLQgnV82FMH2Mn5aV8Dpucl8sTyHyxuL+WBBGj+vL4RKBikSAAAgAElEQVQdGn5YK5VdXJnLz+sL+WhhOr9uKDL4f51ZmM6pOcmcWZgufbdFMlP9eX0hp+em8MEDaVzeKPl7NR33D/pxX9lUzEcL0iTA2lzCp4sz+eCBVKmPm3Gcv+eBS/9yUdYpUTmo/jT6c7dLIRQoFHKE666RDFy3DlxNIl2PvimBzeFXJTPUgyckP61H35TMR/e/3Fjv4InGeodflb579E0JthrOefAVqfzRN6WfDedoqN9gtHp9HwdPNLZ7tEm7Q03aNe2z4fwH/nNt21v14PrXAVd5OVc0Gqb27k11jx5cUqsbdymWl3NVo2Fm375UhIXxY9OyP3tGy8uZP3Agpd26cbGo6Mbb6XSsHj6cvM6d+Sw/X1rI/3v1amtv7v7+U8C1Rc2VHRoiu7bBVGV0rdHnFrX0+06tpG1l0jRkQ9ttZY1lW0uvgbgGEDK0M/RXaoiisa1MD3j6sq2ljfW3ll6bSmjb75VduxbNcN6mgLS1SX/1NzDuhrRG149NBq4mwLVCoJqiwqSZCUqhvOehS6lU/iF0ycB1B0kGrr8MuGTdRuDSWzKg00lGn9fvEGwwO20o+1/tGnYZ6nSN3zXAjd6l/RrYaXpefZtfy8rwdXDA09qab4uLG/vTA1eQszMuFhZSWU3NbyHo+nPqwamHPhH3+fx8CZBupF1FBf1btEAIwcmUFKm/hjr6e/FzaSm7IyOl8hs1Qf0ncynuKuep2glM6O7HKzPi///zyPqXAVdzkxsCkntBf3SNMnDdQZKBSwauewC4vios5OuiIigv51xuLhcKChrBSA9Cn+blcTYnRwIdPVx9XVjIxaIifi0r45PcXH5Uq/k8P5+rWi0/qtWczcnhskYD1dV8VVjIJ7m51zw36HSc15/3J7Uaqqr4tayMbq6uBDk7893vAFcPDw/aOTnxdWEhZ/Pz+aaoSBpPA9TpdJzNzeVsTg6/lpUZvLyGtmqFj60tn+bl8UlBAV8XFjaeW29D8Ym+3aXSUsM1Hp80iTXDh/NdcTFfFxdzNieHT3Jz+SQ3l2/LynhRn4NyUmAg54qL+bms7M+h658Erk3FUmRnr06KQG26A8DlbtW/EbgUCsW/BrqUSqUMXHeyZOCSgetuBq7ycqiqIrtTJ/wdHRnn74+xUomrlRX7o6OhpoZvS0rI79IFM5W0OSDI2ZkjEybA5MloQkNp5+zMQG9vLFQqdkdG0t3dnbF+fnRzdUWpUDDO358FgwbhZWODkVJJYdeuUFHBufx8EoOCsNRDR29PT15NSYHy8j8Ern4tWuBqackQHx+EELR1dOT5+HioqeGL4mISg4IM1z60ZUvO5OZCVRUj27TBydycoS1bolQoaG1vz3Px8VBdzTdqNVkdOxocyvt5efFOZibU1JDZsSPtmzXjfH4+6R06IITAXKXC1MiIut696eXlZejPztSUFxMT//zd/E8ClywZuP7o+DPgagpdtxuKbgd0ycB1B0kGLhm47gHgyujYESEEEwIC2BMVhbOFBb08PblSUWHIaTirb18eiYnBx9YWZwsLvi4pobqHlDZmsI8PjyckcDo9HS8bG8yMjFg5fDjqbt0QQuDr4MCOsWOJ8vdHCMHrKSk8n5DApMBAXkhMZFdkJEIIEoOCQKcjxM3tfwLXAG9vjBQKSkNC2DJqFMZGRnR3d+dqRQXZHTuiUio5NH48T8TG4mplRUK7dlBVxVg/P5QKBbmdO7N19GiMlUrGBwRATQ2a0FAUQrB77FieS0igpZ0do319oaqK8QEB2Jqa8mFWFm9lZXEsLo7Beth7KjaWozExWBkbM9bPj+MJCXxTXPzna8Rk4Lo79W8FrqbQda9HuoyMjK6BLhm47iDJwCUD1z0AXKnt22NlYsIHWVkwYwbjAgLwd3Tkk5wcOri40MHFRYKI6dO5v39/hBC8nJhIdY8eWBgbcyIpCWbN4rP8fFytrEgJDoaZM3kxMREjpZL7+vWD++9nRbjkq7RjzBiYMoWTKSnMHzQIbWgodmZmTGzbFsrL/xC4enp44O/gwOWyMqitZUSbNtibmfFmaipt7O1pZWdHXe/eTO7dG08bG5zMzfm+uJhRvr54WlvzXUkJ1NbSw8ODnh4e/FBSQnCzZnhYW1PTsyeT+/Shjb095ioVFwsLiQ8KwtHc3HBvPsjKwtbUlLT27aG2lgsFBdibmqINDYVp025sQb4MXHen/s3AZfhD9i+LdMnAdQdJBi4ZuO4h4DqVkQG1tUT7+9PO2ZkPs7IIcHIizMNDAp/Jkw3Q9HRcHBVhYbhYWvJhVhbU1nIuNxc3a2tS2reHyZN5OSkJc5WKWX37wvTpPDh4MEIIDo0bx3NJSbhYWuJhbU07Z2fMVCoSgoL+FLga1nCh0UBVFcNbtcLa1JQXEhLwc3DAwcyMIGdn/B0d6eXhQUbHjlwqLWVEmzZ4WlvzRWEh6HT09PCgr5cXF4uKCG7WDBtTU0O7Hh4eJAQF8WNpKbGBgTiam/NxTg5Xq6sZ4uODt62ttOatro73MjOxNTWlLCTkxm0nZOC6OyUDVyOQ3OuRLhm47kDJwCUD1z0EXG+np0NtLVH+/vg7OvJDSQlxgYGYGBnxQkIC32s09Pb0xMbEhAsFBWhDQ3GysOBdPag1AFdycDBMnsyLiYmYqVTMvB64xo9nin6q8rn4eN7LysLKxITYwMA/Ba5+LVpgaWzM/uhoPsrOxtbUlBA3N34sLSXUzQ03Kyvey8yE6mpeTExk19ixoNMxrFUrPK2tDRsCenh40MvDA8rLGezjg6O5OSdTU6G6mleTk9k+ZgxUVBDTti1O5uZ8UVDASj1srh42jCtVVVyuqOCDrCwsVComBARwSaPh8o28N/5p4NpUIi2Y31shnef6hfObSiSrhD06yS6iwVbhrwaWegla2FX+B3XU0jj+jv5l4Prt8f8A179lTZcQAkdzc55LSJCB606QDFwycN0DwBXTti1CCN5IS4O6Ooa2bEkzCwt+Uqv5T0oK/o6OCCGwUKmwMzNjZXg4TJlCRocOGCmVnEpPh7o6zubkYGFsLK2NmjKFZ+PjEUJQ07MnzJhhmI7cFxXFc0lJOJiZYa5S4WZlhZFSSaSfH5SXE+DoiJeNze/aQnRxdcXSxARfBwdUSiXGSiV7xo6FujoeiYnBw9oahUKBtZkZnjY2TO/TByor6e3lhbWxMZ/n54NOR5CzM0HOzqDT8WxCAj52diiEwNrMDHdrayrCwqCykpFt2mBqZMQ7GRkGiwgLY2OsTEyo69WLXysqiGgtJThvYWPD62lpf+7J9U8D1xY1X6/IYX9ZJG/PSZbg65ryUj5dksnjVeP5bnUe/5keJ1lI/C9T0Hq13rfrJkxD69Vc3ljM07UxvDBlUiOAXVfn0rpCjuqieWla7O+ff2vptd5fMnD988Bl+MdpZ8fEwECS27cnITj4nlJ8UBATAwPJ69xZ2nnzeyZ8smTg+osPGbjuYeDSakGn47n4eLaMGiUt+K6o4IlJk9gbFcXPpaVQXc2neXmsGT6cFeHh0notvQfVS4mJbB8zxgBGP6rV7IyM5Nn4eKis5IuCAupHjeL11FSoquJUejobR4zg45wcqK7m5aQkVg4bxqFx43h84kSeiI0FrZaD48bxcHS0ZOtw3RTdoXHjeCEhgZMpKawMD+ep2NhG37DKSj7MyjKM9anYWIOtxbGJE9kVGSlZPpSXc3j8eA6PH89V/dTk2Zwc1kVEsCI8nMcmTjT4dz0ZG8vOMWP4priYxydOZOOIEawaNowV4eG8mJAAlZWczc1lXUQEm0eOlO7FnbZofpeWp2qkBNXFw7rAbt215Xt0LEyUYHhPyWg6+7gQ2tpVinZtuQ566tX8sr6IL5fnSC7yNwpd28v4dHEmQgg8Ha25vLHoWmNSfZ1zizKwNDVmSHsfg6N8Y98lfL8mn69X5v4+sMnAdfPHrQBXeKtWfFlUBBUVXNZo7jn9qtFwRf+SvO2wIUsGLhm47n7g0mqlsob0NXrfrGtS61RUSOV1dY3n0YOKYd2SRtPoul5dLX3W6aQ2lZXS58pK6XPDfxYb0ubU1EhqiNo3fP4fsEJ1deOYr4/0N/TRUNYAbNen9rm+jxtp1zDepvdCo2m8P//UGq4tpdK03O4maijfVnZt2Q4N7NLybF0MQgiqI7vDwRqprGHabruGl6fFohsVwvklWaxKH8Kq9MF64NL3tUsrtdlfxWHtWOwtzXiqNgb2V/02+rVL26iGKcRtpfywJp/J0T2YG9eXq5uKG53iG8a6p5xPF2fiYmtBVIgv7KmQphd3aaW6u7QUhnciwN1BArbd101Nbiu79p5sL5OuoeH3hj53l0s/69XS2HZqG+9Zg3P99fdVBq7falirVnxfUiI9GA1ux/eibjdoyJIkA5cMXPcCcMn6Z3UrwLWllF82FFE5JpQuLV3oG+DJkGBvKseEwnYNF1fkkj+kI118XBjesSUvTp0E+yp5tm4iJsYq4nsFkjW4I739PVifFS6Bx3YNF5ZlUzM2jNDWrkSF+PJY1TjYreODB1KZ2COAJSkDGdm5FVGhfnRp6SI98y52JPcP4oe1+dJ5tpby9YpcEnoHMj++HxWjQwlr48bUcT24XF/CT+sKKAjvxMyYXrBFzeX6EtZkDqV7Gzd6+LpzvGYCX63IwcPBmkFB3uhGhxDm68aMCb24ulPDuqyh2FpI76IOLZxZnDxQui9bpPQ/qzOG0sXHhZ5+7gxt78OipAG8My+F4R1bsi4zHPZVcqxyHEPb+/BkzQQurswlsXcgazKGkD2oPb383VmfFc6JGXGM7tKafm09OagZ25gOSQau30a4LuojXLf9oZJ170sGLhm4ZOCSdbO6FeDaqUU3KgRLU2PiegXi5WSDEIKFif25uLaAsDZueDvbkDu8CyGtXfFysuH80ixenRmPqbERFiYqJnb3x9fVHnMTFW/NSeKbdYV08nHB3sqMxP7BtPNwwtxExfGaCbw3P9UwloiOLakc35PRXaQ1awPbtWBqTC9+WlcgRcK2lfHZkkycrC0QQjC8Y0t6+nkghGBPySgurSvAwcqMsDZusFPLwsQBCCHo19aT0Z1bkzEgmM+WZtHKxQ4hBCM7taSHrztCCA5qx3Koahytm9thbqJiYpg/O4tHNa4l21bGPvUYkge2N7SZEt2D/0yPQwhBybAucLiW1RlDEEKwKWc4ny/LwsLEGKVCwYRQPwI9nDBSKPBztSeuZwAutha421txdlGmIeolA5cMXLJul2TgkoFLBi5ZN6v/F7i2qLmyuYQgTyeGtPeG52bzYOIAbC1M+HFNPvtLxyCEoDYqjDNr8lmTMRQhBEuSB/LW/UkoFQrS+wfDkToOaCSz2R2FI9mnltqtTB8Cx6dzclYCJkZKcgZ14IMHUjE1VjG8Q0tpiu3oZA7q2z5VGwOHa69JHP3Z0izcHawlqNqh4ZNFGVibmVA2ois/ry/E29mW8PY+/LKhmCBPZ9q6O/LL+iLYrePc8mzOLcrA1d6KPgEesEvLRwvTsTQ1RjuiGxyqJWtge9ztraSo1t6Kxh2Xm6QIFAeqiQrxpbmdJV+szOU/M+JQKhRUjg6FQzVszBmGEILtBSO4sCwbBysz4nq2hcN17NPfv8nRPeCxqUyJlox9j1VEG6YYZeCSgUvW7ZIMXDJwycAl62Z1KxGuXeVoRnTDztKUrIEd8HdzoJ2nEz9vUbMsdRBCCMxNpDRMCoUCcxMVDyYN4I37ElEqFNREdofDtTyii0JlpGRL3nAWJw9ECCHtHtxXydcrc3GxtSQqxJc3ZidhbW4iTQPq11NtLxhhiDqxS3vNGqrPlmbhZm/F6C6tYa+OMw+m42RtTsnwLgbgGt6xJZ8vzcLF1oIxXdpI0bEdGthfxfklmbjYWRId6gcPVfDhgjQcrMwojegKeytI6tMON3srLq7M/e1uxT06NmRJ1h3rs4bCwRqeqY1pvO4jtYaxNwCXo5UZmhHd4HAtj1eNR2WkZHXGUHikjunjeyKE4Gi5DFwycMm6/ZKBSwYuGbhk3axuIcL1S72a6FA/vBxt6BvUgrT+QXy4IA32V7MlLwIhBDVju/PZylzOLc7kkHYsHy3J5OVpsSgUCnSjQuBgDYe0Y1EplWwrGMGBMilitSJtMDw+jZemxWKkVFA6vAvvz0/FysyYqeN6GBbP1+cNRwjBgbJIOFTzmwiXm70VER1bwi4tHy5Iw9HKnNKIxgjXsA4t+WZlLi1d7PB3c5AW0O8q58NFGZxZmI6rvRVjuraB3eW8Nz8Ve0s9FO2tILZnWxyszPhxbT481CTCtUPDO/NTaW5nKUWsDtbA4TqenzwRIYQUIXt0CjMm9NJH9hqBq3hYFzhYw7HKcaiMlCxLGQSHa5k6TopwPaqTgUsGLlm3XzJwycAlA5esm9X/C1xbS7m0vpDuvm74utqT2D+YlL5BrMsK59fNJZxflk1H72Y4WZuT0DuQ2J5t6daqOS9Mi+XEDGktU1F4ZzhUa5g+W5MxlO83FNLeyxlbC1Oiw/xp2cwWVztLTs9L4dScJIQQVIwO0e/i0/CcHmLaNLejOroHl9YXGvyxPl2SiYWpsTQluFvL+w+kolQoyRnckZ/XF2JnqV/DtV3DZP2UXb+2noS392F8qB/vzU/FytSEQUHesKecd+amIIQgd3BHOFBtaNMnwINtRSOl3Yf6nZHFwzojhKCjdzPG92rL/MT+fL4smyBPJ6zNTYjs0hovJ2uEEGzKGcbnS7NQKgSZAzvAoVoOl0chhGBBfH84UkfF6BCEEBzSjIU9MnDJwCXr9koGLhm4ZOC6/dJ7cN017/1biHD9uLGY0V1a42pnyZCOLenexg0hBFOiw2BfJWcfzKBkeBd6+3swJNibXcUj+WVbGe/MTSGymy+bcobBQxWcmBFHVEgbjlWMg706zj6YQe7gjvTyc2dSjwBenRkPe3R8uCCNCWH+bC8cYbBZuFpfwtzYvgwO9qYsoiuXNxRJ04JbS7m4MpeUfkFMG9cTtpfx+dIsEnoFSlC4oYiMAe2pjQqTdiluLmFR0gD6tfVkTNfWPFMXw/dr8knu245ZMb1hh4bzS7KI69WWtZlDYY+Oz5ZmkTmwPf0CPdmaHyHtIKxXw9ZSlqcOIrJrGwYHe9PLz52qMaGwrYz/TI9jRKdWjOzcioOaseQN7sjx6vF8syqPhF5tWZMxFB6q4OSsBKJCfDmijYJ9lWwvHEFk1za8NjNBXjQvA5es2y4ZuGTgkoHrxp6TG/GnaqhbUyP5Wl1vgdPgvdXUf0v/DJ7Py5MSUzd99zf1D6utvXMsdf5f4Nqp5RV9pCq1XxA/btfwdK3kr5XUJ1DykNqu95Daq2tMkVNfol9krtOn9tH7Ue3VSeugmqb2aWhnsKHQp9rZ3iQlUIN/1V7dtWu4GsoavLM2Nfm8o9FawdBmS5PzNPTRNLXP9e0bxt0wzu3XreHaoZG+b1ATn7HG69JKPxt2N15/bsM9KW5st7XUsChfBi4ZuGTdLsnAJQOXDFx/qu+KixuNQ/8IeioquKrVsn/cOJYOHcr5vLzG+lVVvJmWxrwBA5g3YADP693sqaxkyZAhWBgb09HFhZMpKdK1VlVxQZ//cE7//mweOZKv9Ymrb/t74xamFD9fkcOkngFYmBojFAKVkZJB7Vrw0ow42HGbUt78WyQDlwxcsm6jZOCSgUsGrj9+PiorWThoEF2bN+fRiRP5Vav9fUf2ykpeT00l0tcXF0tLhBA8MWmSNO7KSraNGYOTuTnmKhXmKpUhgfVXRUW0srNj/sCBhLdsaUic/WRcnCEHpKOlJc4WFmR27Cj1f7uh61Z2KW4r49cNRTw3eSJHyqM4Xj2en9cX3lrqH1kycMnAJeuOlwxcMnDJwPXHqqjgrYwMxgcEYKRQMMDbm4fGjfvtNGNFBU/HxbEqIgJdWBhCCJ6Ji4Pqai6VluLr4ICblRWf5+fzWUEBnjY2hLi58Xl+Pl1cXYlp25Z2zs5U9+jB92o1bRwcsDU15cnYWKiq4t3MTB5qyA95o9Obf5duNbVPQ3qaPbrGNDW3G0b+DZKBSwYuWbdRMnDJwCUD15+rshKqq3k2Pp5IX1/MVSrSOnT4LXRVVcHUqUzr06cRuGpq+LKgAGcLCyJatYKpU2HaNCYFBmJpbMyFggKOT5pEexcX4tu147uyMh4aOxYhBAVdu8LkyVJEq7Lyztk48E8nr5YlA9f/OmTgknXXSAYuGbhk4Ppz6WHnw5wc0jp0wMTIiPEBARIINQWu8nKoqmJK797XRri0Wka2aYMQgnH+/iQEBeFubY2TuTkfZWVJi+z167moreWBQZIB6Nrhw3+b3PpOkAxcd6dk4JKBS9ZtlAxcMnDJwPXH0ul4Iy2N6IAAmlta0tPDgz1RUXyrVv92au/3gKuqCioq+CQ3l7T27enq6kq0vz+dmzenlZ0d3zS87xuiZdXVLBsqpbRZGR4urRdrOPftXrvVIBm47k7JwCUDl6zbKBm4ZOCSgeuPn4/KSmb07UtGhw48n5QkTQnOmCFZNVxfv7ISpk9nzgApqfEbqalSfa1WGv/06TB7Nmi1+NjaMrRlS65eD1LV1RyLkawSIn19pb8FU6YY1oJd0Whu/3tDBq47S5tK9JYSFZJVhQxcMnDJugMlA5cMXDJw/bF0Op6MjWXVsGFsHT2aVcOGsSI8nIPjxv2m3ofZ2ayIiGB469YIISgLCeFgTAzodOwZO5b5AwawIiKCgd7eKITgoaio316XTscPZWVE+/sjhGBSYCArRo6kqkcPYtq2lawhbvffh78DuLaXSXUa1LCQfpO+bLfeT6rBV6vBf+t2gs4WtbTo/39d2w6N5NO1Rb9J4HrfrRvRLm2jH9f/0tZSXpgyiT3Fo6Qdn/8LumTgkoFL1m2UDFwycMnA9cfPR1UVM/v2xdbUFCtjY4NG+/o21tFqoaqKh6OjsTI2xsnCAi8bG+xMTRmjj1KtCA/HydwcK2Njent68nB09G/XgDWospKvSkqo6tEDJwsLrIyNCXR2Zn1EBJdvxoT179JfDFxXNhXz6ZJMPlqQxgcPpHFmYXqjVcQODbuKRjG8Y0tenRnPm/cnMqyDD7uLR93eqNl2DR8uSGN019YsShqoNyLVl9VL5avSh5A+IJh356Uwobs/9XkRjal8/uz89WqubCqmMLwT5aO6cWVT8f8GqZ1aVqUPQQjBQc1YCfJk4JKBS9YdJhm4ZOCSgetPdbmsjEulpdfol7Ky39S7otFwqbSUn/W6pl55Ob/ov0OrlRbD/xE4VVRAZaXhPFc0GmnK8nbDllb71wLXtjK+XpFLmJ8bKiMlQgiMlAoGB3vzxuxE2F9FTaRks3GgLJInqscjhGD6+F5S1GiLWooA7dJKfdQ3ApEhUrZLCzublO3QSN81aEupYSzXfN90zNs1jdEmfZ+vzoxHCEFSn3ZSIurd2kbw2qklpV8Qze0seXlaHCojJTWR3SUY0rvuG8CrIapn6KsM9kjTg35uDnRt5cLljUWNEb6G622ImG0r48tl2ThZm5PaL7jRhV4GLhm4ZN1BkoFLBi4ZuG7sOdHprtXvgc8f1WtadjNpgpqe63a/Lxr0FwPXVyty8HNzINDDkaenx7ImQ4rWjOnaBnZqeWtOEsvTBvPZqjyO6qQEzXMm9ZUgZ4uaU3OSOTEjjk8WZRjyJX7wQBpnH8zg0rpCXp0Zz3vzU2GbBFan50r1X50Zz2szE7i4Khd2avlqRQ4nZsTxysx4XpuVILXRp8Q5vySLEzPieP2+RENKnZP3JWBuoqIwvDPnV+byysx4vl2dJ41hu4bzSzLZUTiS5yZPZJ96NBdX5sK2Mj5akMabsxP5ZUMRbC7hnbkpvDM3RYpi7dDw+bJsTsxK4PySTMJ83ekf6Cnle9ylhS1qXr8vgRMz4vhsaZaU6mdLKdSriejUEg8Ha0M/MnDJwCXrTpIMXDJwycAl62b1dwCXqwN9AjzhQDUfLUjDzsKUtP5BsL+KeXF9sTQ15tnJE3mydgJCCBYm9Oe7TcUk9gnE2kz62+rlZMOOwhGwR8eEMH+8HG0YEOiFEAI7C1MOaCKhXk2YPmG2QiGN8bA2incXZdDJx+Xav8cdfGBbGQc0kbRysTO0KQjvxJXtZbx1fxJ2lqYEuDsQ6O6AEIK+bT35dFk2F9fkkzYgmOZ2UtaBdh5OPKQeA7vLGdvNFwcrcwkQ69UEeznTvkUzrmwq5vT8FALcpAwDbd0daW5nSXh7H67Uq/l2QxEJvQMN4/Nzs+epmhhD1KxkeGcUCgWvzUqQQEwGLhm4ZN1BkoFLBi4ZuGTdrP6GKcUuLZtjbKTEycYCM2MjWjjZ8NzkiXColhkTeiGE4KmaGJ7SA9eipAGcX5JF3tCOvH5fIqfnJuNia0lIa1fYoiaxTzuEEJRGdOHpyRNxtjanf6AXv24s5v3FmZyYlUBbd0c8Ha35akUuCb0CcbO34uScZEojumKiMuLZyRM5uzgTW3NTorr5cn5tAaszJMuOfSWj+XhhOlZmxrjbW3GgPIr58f0QQjA5KoxzSzKlsc1O4u05SThZm9O9jRvUqxnX3Q/HJsDVvoUznbybcXljMfG92qJUKHi4dAzLUgZhZqwivL0P7NBSHdkdhUJwWDuWT5ZmEebrRmcfF35aXwj7KpkXJ/X/cKkEdjJwycAl606SDFwycMnAJetm9TdEuIK9nPF2tmV2bF+mje+Ju70V3Vo159uNRQaQeLq2EbjmxvaFA9W8OTuR8tEhJPdph6udJT393GFzCbE9A3C2MeeLZdlwoIphHXwI9HTihzX58Egd2wpGIIRgVdpg2FdFdIgvQZ5O/FyvZs6kPhgplXy2JIuHS8cghKBPgAfJgzswqou0AzV/SEc+fjAdcxMVBUM7wSN1nFuciZ2FKcM7toTdOt66PwntKGlsze0s6eXvAZtLmCLsp7YAACAASURBVBDmj7ONhQG4Ono3o3trNz5emE4LRxsGBbWQgGmXlpA2rgxq58XPG4ro5e+BvaUp8b3akjywPS2b2SKE4NScJDhQzdrMoSgVCmlDgQxcMnDJusMkA5cMXDJwybpZ/S1Tivb0C/SCI7Xw+DTKRnRDCMEztRNYnDTgN8C1JHkgp+an4GZvRZvmdgxs74Ojtbk0LVkvAZeTtTlnFqbDLi1Dgr0N03afLc/G09GayG5tpOm4h6sM0Sk7c1OszU1I6x8Mu8rZUTgSIQQdWjRjQFALhgR7E9szgD2lY3hvfgpmJiqKhnWGR+p4f34q5iYqxnRtw8vT4/BwaBibN45WZvRt6wX1JUSH+tHM1pIvl2fDrnK6tHQhtLUbHy1Iw8vRWprK3CUBV3dfNwa1a8Gl9YX09vfAxtyEAe28GNCuBWO6tiF7UAc+X5YN+6pYmiJlKJCBSwYuWXeiZOCSgUsGLlk3q78BuPzdHOjaqjnnl2fzwaIMQlu7Ymas4sOF6SxI6P8b4FqeMohtecMRQrAuayjnlmXjZm+ln7YrYVLPABytGoFrcLA3HVs045cNRaT2C0IhFBzVRfP5+kIursmnb1tPgr2cmZM0gFUZQ6TF7weqeXlaHEIIJvUI4Lt1hfywpoAVaYN55b4E3puXgrmpMT7Otrx0XwKLkwcihLS+bFP2MIQQbMgO5+ySLJrbWtLD1w22lJIxIBghBMerx7OtYAQWpsZ0b+PGpXWF9GvriYWJiuenTGRn4UjMTVQMbe8N28tI7tsOE5WSR8qjubStjJemxbIsdRC/rC+EPTqmRPdACMET1ROkBfYycMnAJesOkgxcMnDJwCXrZvVXA9fyXNp6SAvFhUKBEAJPR2tWpQ+B/VVMG9fTABLH9bYQ8+L6cW5lLsFezgghcLA0w8nanG6tmkN9CVEhbTAzVvHRgjTYpaW3vwftPJz4cEEa3s7SVJyRUoFQCDZlDyN/aCeMVUocrM1xsDKjl78HT9fGcHWnljmT+mBvaYYQApWRkpDWrpyYncg781IwNVbRzsMJN/3i+DBfN75cnceZxZm083RCCIGjVePYrtareX7qJMNi+iBPJ7q0dCHY05mrm0s4VjkORytzfVTNGU9Ha/q29eDqFjXvLUind4AHQggUSgXNbC3QjQrhst62IqF3WyxMjfl4YbpkYyEDlwxcsu4gycAlA5cMXLJuVn8lcNWr+XVDES9MncQj5VEcKIvkgCaS9x9Ilfymtpby4YI0juqiubgyl69X5nJUF81HC9Jhp5bzS7I4pB3LM3UTeev+JF6cGgubS3j9vkSOV4/np3WS8/qJ6XG8MHUSP64t4LnJEzmqi+agZiwHKqI5OSuBHr7u9G/nxYuzE9lbMgohBMM6tJTGsFPDG7MTOaCJ5HB5FF+vlGwkvludzxPV4/liWTYnpsdxWDuWC8uy9bYQZXy6OPO/7J13fE3nH8dPdiQy0BAEIUhERCSSCIkQQoYYIUbM2pvI3kNjFG11KTVqU7NWa2urdJdqaf3QRW1iJyR5//44yZUQKi29kn4/r9f7xb1nPefe69635zzn+/BRXHcOFmlbfkHph+OvDObD2O789sZwzrw1gs8zwtWyEOviODbzRT6M7c6Zt0bwy+yhfJN5f7tbi8azOzGMbTGhfDulv1qba436fAPrSrRxrEXuo4qkinCJcAlaRIRLhEuESygtT3tqn5WR6piljQn3KVx/+aSCQqAJar2pVdHq39fEFF+2Pv5+QdCC6utsSFBrZi0veLw+Xn1c9FgfpvDHWyOoZGpE0zpWzBjkx6RgNxRFIaqTe7FCp5ptCqcVWhWlHmNNQcHUwnYVLZZaUtsK27cxQV1nTWzx6vDriuyrsEirpkcw+n471sep57Mujh1x3VEUhdkD/aTSvAiX8FwiwiXCJcIllJbyNHn1ykhyV0WxLTYU/yZ1qF3FjEY1K/P24PbceG/C/Tkdn1dWRsK6WGaEt6a9Ux3+ePMRlxNFuES4BC0jwiXCJcIllJbyJFwrItVeorWxao/S+wUUXM7U+gTZpRGvNTH3pykS4foPCFfRKSgSEp6f8/irtiQmqvJRICCl3n/hds/DPGd/o90iXCJcIlzCE1PehKuoeBWi7bb83bY/bh0RrjImXImJkJ5+n9TUYnN83YqM5HZUFMTFcTMykuuTJpEfG6v1dt+OiiIrIoLcR7TlZmQkuTEx5ERHq20u5f7vxsSQFRFR4oS2zzUiXCJcIlxCaSmvwlXeEeEqQ8KVkMCJkSNZ0bkzi4KDWRAUxLaePbkTFQWpqZwfP56GlSvToW5d8uPiCHNwwM3amssTJ2r3fJKTiXB3p5a5OceGDSv+xZ2YyKmRI6ltbs47AQFMbt2aupaWnBs37snbnJLC+tBQrExM2NazJ6SkaP+9elJEuES4RLiE0iLCVTYR4SpDwpWSwhsdOqg/vjo6mBgYYKCrS89GjbgWHc3VSZNoZ2vLACcn8uPi8KtTBxszMy5OmABJSaqIZGSoPWNJSRAbq/aOFT5OTVWXJyeryxIT1ceFpKaq7SjcpuiyxMT72xQuKxSf5GQGOzujr6vL8REjYMoUdZ2Cy4y/jR6Ne/XqbOrRg/lBQXjWqEHWxIlqm0pqT2HbC481bRrvd+2KoiisDw29f9zC80lPfz7fz7g4ES4RLhEuofSIcJVNRLjKlnC9E6BO3Plhz56QkcEYV1cUReHj8HDy4uN5NzCQDd27Q3w8/ra21LO05HKBcO0ND2eqry+vt2/PiZEjISWFP8eN493AQI4OG8babt2Y6efHj0OHQkoKR4cNY6qvLy+3bcvr/v6s69YNEhK4GRnJ2x07Mq1NG1739+eVdu3434gRkJbGufHjea19e6b6+rKrd2/1dUxJYbiLC5ZGRmwJC2N2x44sCg4mOzpaM+5qR+/eTPH15bX27flp+HC1bWPH8oa/PwcHDICUFH4aPpzX/f05OmwYpKRwZeJEXvf3582gIN7s0AEjPT313NPSICmJ7b16qefr78+F8eNVUdP2e/ggIlwiXCJcQmn5LwjXmlh14HxJ46LWxDx62eN4/x9uV1JtLRGu8i9cczp25McxYwhzcKBp1apcmDiRaxERWBgZ0aZ2bYiPp2PduthZWnInKorZ7dpR29ycGmZm6Oro0KhKFX4ZO5ZvXnwRRVGoamKCfeXKKIqCfeXKnI+IYEvPnlSrWJEXTExQFIU2tWtzJzqaPo6OVNDXp7KxWvlXT0eHvf36cXLMGByqVMHM0BBrU1PMDA1ZGBQEGRmMc3NDX1cXu0qVqGGqVvgd1awZ+cnJvNy2LfUsLbExN0dfVxfnqlX5dexYvhgwAEVRiHB3hylTmB+kTtWwMCiIvORkujVsiKIo1KpYkaqmphjq6bE1LAwyMkjz8aGigQE1Klakgr4+LW1sODd+/PP3vopwiXCJcAmlpbwL18pIfntjOMdmvsjdpRHFBWllFH+8qS7LWTLxyeVpZRRn3hrBjzMGkb24dNtdnjeGozMGcWfxhEdvt0oGzZc74ZoXGPhQm/s4OnK9YNB4LXNzgu3sNMJVz9KSaxER7OnbV+0pSktjboG0bQwN5afhw9HV0cGvTh2uxMSwKFidG2tVly7qJbm0NF73Vyfk3BIWxncFgvZB9+6QlEQdc3NGNmsGaWmEOzpiYWSk9nYlJhJcvz62FhbciYlhors7+rq6vBsYyN2EBELqqzO+nxw5kj39+vF5QdveLrhkuql7d34cOhQdHR2SWraEzEyWhqizy6/t1o3P+vVDURRSvb25m5jIaFdXdBSF3X36cGLkSBRFYbybG6Sns7tPHxRFYaaf3/3Los8LIlwiXCJcQmkpz8K1Mgrej6Fr8/pYmZsUnyZnZRSsiaWXlz2Wpkacem3ok53XykhYF8eIds5UMNTnh5cHqT1WT9KeDfGM8XdBURR2JvSAjY8oaroySj2OCFf5Ea7CHq43/P35fuxYZrVTZ3FPadmSW5GR1C5BuG5MmsSViAhGNGtGTXNzqhb0WG3u0YNjw4ahq6NDho8PTJvG3vBw9HR1mRcQAJmZnB03jkrGxnRt0ABSUjgxciRVTUyIa9GCbT17YqCnR7yXFyQm4lGjBhX09altbk51MzMMdHVRFIUzo0czoXlzKhoa8tuoUfDSS2T4+KAoCp/260fWpEkMd3Ghhrk5VgVt2xoWxg8FwpVcIFzLO6uzxq/p2pW3O3ZEURRV1KZOZUtYGHq6uuzq04dtPXuiKArVK1akupmZ5nwHOzurwvU8lY4Q4RLhEuESSsvTFq6CKW3YlHj/z81J9yu6r4hUpafw+Q8SC5ap092wKVGtrr456X7l+Q3x95/bEK/W1NqYoD4uWrm96H4Lq8gXCNcLZo8WLgsTI86+PRK2p6nbFy2QujZW3V/hPler1eCHt3PG2ECfE68OhR3p97crdo5FtlsVDWtiWDo6kFD3Bhx5eeD9/RbyQSL5KyLp1KwekcHN4aNUdT/LJ4lwlRfhOtC/P8yezeWJEzE1MKBN7dpcnjABWwuLYsLVsFIlzo8bR5CdHeZGRswNCGBUQW/QpiLCleDlBZmZbO/VCz1dXd4LDob0dPo4OlLb3JyrEREwbRq/jx5Ng0qVqGZqiqWxMeGOjpwZOxaSkvCsUQNrU1Nm+vkxLziYeQEBLAgKIic2ltGurpgaGHB8+HCYNo0RLur/GPb360ewnR2WRkbMCwhgRLNm6BT0ph0ZMgRFUUjz9oaZM1ncqZOmh6uwt+vDnj1hxgxWdemCno4Ou/v04ePwcBRFoVejRswNCmJ+YCBzOnZUX7PnbRyXCJcIlwiXUFqetnCtiWFLdDdSu3uxJzGM0f4uTAx045fZwzTT2/w0azARgW70aenASz29ufDOKPgggZ0JPcgIa8WGSV3o592I/Wl9eGOQH2sndmbxyAAG+DiyZHQQWfPHMq23Dy/6OrEluhu8H0P+6mgOTRvA+ABX+rZqxBuD/LixaDysiyPUvQHVLExLFK7wVo2oamHCohEdGeznTGpoS7Lmj9OMtfp++kCG+TkT3tKBecM6qD1PG+IZ2b4pliZGzB/ekeH+LiR09eTC3NGa7X6eNZjR/i70aenAm4P8yF2miui2mFDiOntwfs4oPpjUhT5eDrzo68QYfxdWTQhhep/W6Onq8oJZBfq1bqzOsVjS6y3CVbaEq7BnJ9rTk/d79WJ4gbi83r49tyIjqWZqSoe6dSE+Hr86dbC1sODMmDE0q1YNGzMz9oSH09/JCUVRLwseHToURVGI8fSEzEw+LOgdWtG5M/sKxMXf1pYNPXuyd8AAVnftik7B8Wf5+7Oxe3d18HtaGvFeXiiKQmbr1uwZOJA3/P2JadECEhIY66bOjRVsZ8eiTp2wMDamubU1f06ciJOVFbXMzdkTHk5448aatl2cMAEzQ0Pcq1fnvZAQGr3wgka4jg4dip6uLt42NiwOCaF+pUooisKO3r05N3EiViYmuFlb81Hv3uzq3ZvhzZrxUc+ez9+PhgiXCJcIl1BanrZwbYwnObSF+n5XNqNlgxooikJnNztYE8uRGYOoY2VONQsTvBxs0NfTxa9xbW6uiuK1AW1RFIXKpsZ41a/O9vgeuNtZoygKnnbW1KtqgaIoONV6gZYNqmNlboJ5BUOOvzqEX2cPo7HNC/g42OBhVx1FUZgQ4Arr4ujh2fCRwjXI1wldXR0aVq+ER71qKIpCeKtGsDaWzyf3pYpZBRxrVqG1gw2mRgZk9vSGzUlMDHRFV0cHu2qWeNZT2ziyfVPYEM/3Lw+iZmUzGlavRFvHWpgZGxIb4gFbkhgfoN6c9k1mP5aMDaaVYy3qWJmjKApxIe4kdW2BsYE+lSsa49PIhv2pvUu+ZCnCVbaEa0lICC+YmGhKQtSoWJGpbdpwNz6erIgImlatSh9HR4iPp6eDA82trbkTFcWu3r1pWLkyBrq6tK1Th0ZVqrCtZ0+OjxhBVVNTMlu3hpdeYm94ONampmwIDWVpSAhVKlTA0sgIA11d/OrU4ZN+/ahmakoFfX3MjY0x1tenbe3a/DlhAtdjYoj29MTS2BgDXV2aVq3K2oIyDZEeHrhXr86gJk0w0NWlUZUqfNa/P6SnszUsjAYFbfMraNuG0FBIT+fdwEAsjY2xMjEhqVUrmllbs6JzZ83YMjNDQ2wtLBjj5kbjF15Q63BlZPBx375429hgoKtLBX19hjZtyq9jxjx/76sIlwiXCJdQWp62cG2IJ7OXN4qiMG+oP3yYSn+fxlSpWIHzc0YxpoMLBnq6as/NrgxSu6v/uf40pRfvjVLHFaeGesFHaeQvn4Rr3Wo0qlmFq+9N4KdZg9HV1aGjsy15G+LZOKmL5jg3VkRyMD2cG4smcHneGBpaV8LDzhpWRNGzhf0jhaufdyNMjQzYl9wLNiXSpbkd+nq6nHlrBD08GmJlZsJPM1/kzopIurrXp6q5CTcWjSMi0A0jfT21h21zEu0a16aBdSVylkYw2NcJM2NDvp3Sn5zV0fT3ccTM2JDL80aT2t0LfV1dPk8Ph20psCmJ3l72VKlYgdNvjYRVUdhXr0yYZ0PYmlz8UqwIVxkVrrg4cqKjuRYRQVYBNyMj1ctkCQnkxcZyfdIkbkVGQpxadf5GYdX2pCRuRUaSFRFBXmwstyIjuRsTQ15sLNciIsiOioL4eO7FxHCtoGL73QePFRdHuo8Phrq6fNa/P3mpqRpR2N+3r1qOITGR65MmkRURQU50tPolHR/PrchItScsIYGsiAi1Gn7ha5yY+FDbcqKjNTJyrfA8C9Yr3E/hssJ93YqM5G7hdklJ3Cu4keBa4fv5PL6nIlwiXCJcQml5BsI1OawViqJwMD0ctqcR3cmdquYmHJv5Iv5N6lDXykK9Y3BTIjvju6MoCivGBjNvqD/GBnp8MbkvbE7izuIJNLOtSpBLXdiYwJ9vjaSquQkRgW6wPY1tMd1QFIU3B7Ujd30cU3p5U83CBAM9XQz19fBvYgsrHy9cvb0ceMGsApfmjYbNSUR1ao6iKOxJ6klbx1oY6utRwVAfXV0dFEXBxMiAs2+NYEKAKxWNDTj52lDYkkTfVo1oYF2Ji++MJsilHvp6upgYGqCrq4OOjoKurg4nXx1Ceo+W6Ovp8kVGX9iextoJ6pCWdwa3h81JZM0fSwPrSoS6N1Bf50fdrSjCVbaESzNnYFGKDgJPTCw+l2KRaX808xkWPl+4XdF9FJ2T8MFjpaYyu317jPX1cahSBY+aNalesSK+tWtzvrDkQtFtHjx24TEfXPa4thXdX3x8ycsKnyu6rOg+n+c5FkW4RLhEuITS8gyFa29ST/gwlYmBbliZm/Db68Po16oRloWD1Pe+xJzB6s1au+N7MG9YB4wM9DiQ3gc+SNQIl3+TOrA2ltNvjqCquQlj/F1gWwqbo9Qi1QuHd2RLwd+TQ734NCOc+taWtHao9ZfCFd7KAQsTI068OgQ+SqOzW30M9fU48coQ2jvVpkalimyY1IUvpvZnd2IYGyZ1IXdVFKP9XTA1MuDHGYNgUyK9WtjT0LoSNxeOp1vzBlSuaMyq8Z34YuoA9ib1ZN3EzuSsjCKhiyf6urocnjqACwvGUruKGb1a2MOHqbAthSvzxmBrZUEXNzvYlqK+1tLDVQ6ES5vEx5MfG8umHj0Y2awZQ5s25e0OHbgVFfWwQAlP/JqKcIlwiXAJpeIZCFdyN3UM166EMPgojVHtXTDS1+fs2yPZUtAr5d+kDslhLXnBrAJN61hxY3kkr/ZXx3B9ktIbNqnCZV+9Et72NWFtLH+8MRwTQwOGtGkCH6ayIUK923zuEH+2x/VAURQG+DQmtXtLFEWhRf0asDKKEFc7TI0M+f31YSX2cCmKQquGNYkIUscHd3WvD+vieGOQH4qi0M+7Ea8Mbs+YDs0Y7ucMq6MZ6tcERVEK7jZMpLOrHdaWptxZPJGlY4LQ0VHo4dmQVwa3Z2KgGwNbO5K3IpKoTur38+FpA0gNVS+ndm1en7TerVkf2ZU7yybhWb86FY0NiO/iyc+vDlEvK4pwiXD9I+Lj708RlJGhXkYU2fpnr6cIlwiXCJdQGp62cK2L491hHXC1rcZXL/WDLcnM7NuGto61Of3WCPLXxbJibDDOta2oVdmMAa0bq3cwbklm2ZggWjSozqGpA2BDPDlLJtKnpQOj/JvCmhjOzxlFe6c6TOvtA5uT+CSlF6621Vg7MYR7a2JJCfXCrpol3vY1edG3MSPaNYWVUcR29qB9kzqcmzPqvrwU1OiK6+xBeEsHkrq1oPYL5nR2s+PX14fBujhyV0QyZ3B7nGxeoFbligQ1q8fBjHBYH8+U3j60alhTvaS4MZ64zh50drPj+oJxsCaW90YG4FKnKrUqV6R9kzrqGLH18bw+0A/P+tU5OmMQ0/v44GpblYbVK1GrshkTA11hfTzb43vgXNuKBtaWfJERLoPmRbiE5w4RLhEuES6htDyLwqerVJnRjD9aFXW/ttUqtY5VYY0s1sSq5SI020UXH7e0Orp4XazV0fenxVlZ5DirotR2vR+j7m9NbJFjPrCPB9taUK5Cs23hQPWH2hpz/9w1bY18+BhPul3h61TIqoLtiz0nY7hEuITnDxEuES4RLqG0PAvhWhn50BQ6Dw3+Lnyu2HqRj17vsY8f2P7BfZd0/Ifa8Zj1SmzrXzx+ku0ebOtf7U+ES4RLeE4Q4RLhEuESSkt5ntqnPCPC9R8SroJyCSWOuXrcsr+7z2ex3b/Jv1FKQoRLhEuESygtIlxlExGu/4hwxcdzJyqKM2PHqjWtipZJiI8nOzqaM2PHcuPBZX+xz5yC7a5PmlSq0gt5sbGcHz9e3e4vjlHi86URtaID/R98X5OSID1dXVZ0nsWkJC5OmMClCROKb5OQoN4okJGhbvdPPyciXCJcIlxCaRHhKpuIcP1HhCs1lc09emBiYMCcjh1VuShclpLCjl69MDEw4LX27YsvexwpKRzo3x8TAwNe8vFRpeZJtktO5utBg6hgYMCQpk0f/UWekKApnFr0+XsxMdyYNEldlpT0eNErqOv1Sd++vN2xIz8PH35f1pKT+WPMGF7392eGn586L2NCAqSksCUsjOoVK2JjZqY+n5wMycncjopieUgIM9q2ZV5AAH+MGfPPeulEuES4RLiE0iLCVTYR4XqGwhUfr/aCJCerEpORUVxK4uPvP5+Rcf8LrXC7lBT1z9RUVSzS0u73yKSnqz/0SUn3yzPEx0NsbPH9pqer66Smsj40FEVRmP2gVKWksDUsDEVRmOXnB1OnqtsWneg5Pv7hnp2UFD7t2xdFUUht1QqmTCl+Hg+eY+F2iYn8PHw47W1tmdqmTfEyE4XrpafzfteutLe1VeUqI0PdX0IClydMoE3t2kR6ePDr6NH3X58HX/+EBM6OG8cQZ2caVK6MoijMDwzUyNOn/fvToHJlDPX0qGxsjK6ODq+2a0duQgKtbGyI9PBgnJsb3rVqQVISJ0aNwrd2bXQUhaqmplQ1MSHYzo7LERF/X7pEuES4RLiE0iLCVTYR4XpGwpWQwKUJE5jp58eB/v1ZFhJCXIsW7A0PL1ZpfW23bkzy8CCpZUu+GzwYUlK4FhHBa+3b80nfvrzcti1LO3XiYP/+zAsM5LvBg0nx9ubltm3Jiojgq0GDiPLwYG5AgDo9T2IiOdHRrOjcmUnu7kzx9eXEyJGQkcHG7up0DG/4+z8kXB/27Imujg4p3t68ExxMgpcX3w8erIpMwWvxXnCwZp8Xx4+HjAw+7dcPPV1doj09WRgSQryXF18PHFisanxhWzJ8fDgzdiykpHB+/Him+PqyLzyci+PHE+/lRZSHB6ne3rzdsSN7+vWjeXV1MtMBTk6s6NZNU/0+Py6OpZ0708TKCksjIyLc3Tk5atTD71liIj8NH87c4GDeCQhAURQWd+qkCl5SEiENGmCsr8+hwYO5m5BAmzp1qGxszOkxY+jl4EB7W1ta16pFTwcHSEggyM4ORVFY1aULJCdzacIEPujeXf28iHA9MiJcIlzCU0aE62FWRsH6eLW0w0ott0WE618WrqQkjg4bhq6ODhX09WlqZYWJgQGVjI35Ydgw8pOTGe/ujoGuLg0qVcLM0BArExMODhzIxQkTMDUwwEhPj5pmZkS3bMkMP7V6bj1LS+wrVUJRFJpVq4abtTU2ZmYoisJMPz9IS2Ocmxt2lSrhaGWFga4uTaysuBgRwUe9ej1SuLb36oWejg6VjY1xrVpVfcMrVeKnESPITU5mgJMTFQ0NcbSywsLIiDa1a3MnNpavBg7ESE8Py4Lt9HR0qGtpyemxY8lLTmaMqysVDQxwtLKikrExHtWrcy0yku+HDEFRFCY0b84vY8bgUq0aDQt6oWzNzZkXFERVU1N0FIU6FhZEt2hxf7qhuDhIS+NGVBTzgoKoXrEiL1SowK4+fR7+UUhMhMxMjWwu7tRJc+5eNWtS18JClaUZM8j09UVRFL4cOJBTo0fT3taWIDs7To8dy0/Dh6MoCh3r1lWPUTigPiXln00bJMIlwiXCJZSWsihcq6JLrr5eEqujYUM8bE56eCLodXHq85uTYGOCWvOqoD7WVy/14/vpA9WaWYXrr4mBTYnq+psS79cPE+HSpFwI18/Dh2NmZESLGjXIiolhV+/eKIrCvIAAfhw2DEVRGNGsGWRk8N2LL2Kkp0e/xo25MnEi1qam1DY359z48TBlCrP8/NDV0eGdgABITqadrS0Gurrs6t2buzEx2JiZ4WNjQ25sLB/368dPw4dDaiop3uoM8F8MGMCePn0eKVwf9eyJoij0d3IiLyWFFV3UGd3f7tCBz/r3R1EUprVpAxkZrO6qzn+1pmtXfhg6FEVR6NawIdlJSSzu1AlFUfgwLEwjVQleXpCezraCY7wbEMAvo0ZhqKdHhLu7+kU+eTJ7+vRBX1eXKb6+MHkyjD894wAAIABJREFUU9u0wUhPj19HjSre3vh4zdiuld264V69Osb6+mrvYUnjyJKTWdut20M9XNEt1Kks/G1tGejsjEOVKujq6PBxeLh6+bTg0iNpaWwvkNWEli1LHFf2txHhEuES4RJKS1kTrpVRnJszSq0avyH+8W15P4abi8bz7rAOjOvYTK1gX1godW0sn6X3YUgbJ/p7OzJ3qD/5y1WReX2gHxUMDahS0ZiV4zrB+jhYF8cvs4cR38WTvq0aERHoxuFpAx5dUFWEq/R5noSroqEhY1xdITOTw4MHY6Kvz+z27TXjqbaEhUFGBndjYnB84QW8bWz4dfRoqlesyFg3N1U00tKY3rYtFfT11ct8mZkMbdoUGzMzrhVczmpatSru1atDfDxHhw0j2M4OM0NDzAwNqaCvz9eDBrH7McL1YYEMzenYEaZO5esXX0RRFKI9PZkXGIiiKFSpUIGKRkaYFPwjn9G2LUeGDEFHR4epvr4wbRrbe/dGX1eXtd26sb6gV6lywXamBdsleHnxy6hRGOnrq8KVnk52bCxNrKxwrlqVrKgoSEsjw8cHIz09jg8ffn+MVnw8d2JimNOxI7YWFjSsXJkIT09OjhxJ3qPeiweFKzkZEhK4HRVFUsuWtLKxIaRhQ/zr1qWioSE/Dh16X6oK5O7jgrFqkR4exXu1Hpwwu7SIcIlwiXAJpaUsCdfKSFgXx5oJIbxgVoGpfXz45c0R8EHCwz1ea2L4adaLBDati0MN9YrHyrHBmkuFy8cGY2KoT50XzHGpY4WiKKR29yJ76USca1vx2oC2RAU3x7eRDayP4+OU3tR+wRwzY0M87WvStLYVwS71uLpg3JP3tolwPT7Pm3ANbdoUMjLUO/P09XnD35994eEoisLcgACYPp2siAhqVKxIcP36nB07FmtTUya6u2sGy7/cti3G+vp8MWAATJ7MsKZNqVGxIufGjSM/Lg4nKyt8atXi3PjxOFSujF2lSmwMC2OwszMGurp8NXDgEwnX1DZtYOZMTW/UtDZtND1a493c2BgWxsbu3VncqRPHR4/mq4ED1Q99q1aQmcmWsDD0dXXZGBrKzoIevWFNm7IhLIwPundnSadOHBk+nGPDhmGop8ckDw/IyCDF2xtjfX1VdqZNg5QUklu1wlBPjz9Gj74/aD4xkd/HjKFbw4bMDwzkRlQUTJ8OmZnqaxUbW/x9SEiAKVM0PVTrQkPVdQv2RWYmvPwyTJ5MO1tb7CwtuTxxYvH3PymJX0eNooK+Pk2srMiaNAleeglSU8mJjuZeTMzf/5yIcIlwiXAJpaUsCdeKSFgVxbVF43nzxXZUtzSlVmUzUru35Pw7o8hfVXwKoJOvDWVnSm8WjlDH3a6dGAIbEshfFU3LBjWobmnK5XfHwKZEAprWpZKpMWfeGsEAH0ecar2AXTVLooKbk7N0Ek61XqCisaE6P+TWFHKXTeLbKf25/d6Ex1eEF+F68jwvwvXTsGHo6eoywMkJMjL4skBOZrRty43oaOpZWlLL3Jy3AwLo27ix+uHq1o0rEydS0dCQkc2aaYRrSsH4ooP9+8PkyQxwcqKSsTFnC4SrfqVKeFSvztlx47AxM6NRlSqsDg3Fp1YtFEUdl7SjQIBebdfuIeEqFKzKFSrwsp8fPrVqoa+ry6HBg/l19GgqGRvjWaMGq7t2ZUmnTvRq1IhDQ4bw9aBBml4rMjP5oIc6+/uqLl04N3Ei1UxNaVq1Kiu6dGF55870dnTks/79+blgTFSUhwenRo1SvxjMzZkfGMiiTp24ER3N2x06oCgKo5o1Y1e/fmpbExK4PmkS8wMDWRYSwsLgYOZ07MjbHTtyauTI4oPXC25cmN+pE4OdnVEUhb6NG7MyNJTcuDg+7duXTF9f5gQH09vREUVReKVdu4cvGcbHk5+QQHKrViiKQpvatXk7KIipvr50ql9fLTVR0l2ST4IIlwiXCJdQWsqacBXIFJuTuLl4Ipk9vTHQ06WZbVVuLppw/xLf8ki152lbCktHB90Xro0J5C+bRDPbqtSvZkn+8knwYSqRQc1RFIVDUwdwbu5ohrZtQmRwc+4sm8TBdLVTo5+3ozrWa2WUOo5sXZx2ZEuE6xkKV2Iip0aOpLGVFXEtWkB6OkeGDMGhShXe6dgR0tP59sUX6VC3LuaGhthaWDCvoGTB+XHjcLO2Jt3HR21HaipzAwJwqFKFQy++CBkZxLVogWeNGlwcP578uDg61qtHaMOGEB/P5h49sK9cGUsjI7rb2+NZowaHBg/ms/79qWthcX8cU2Fbk5PZGx5Ok4K2OlSuTDVTU97s0EE9flISe8PD8a1dG3NDQ6wrViTd25usmBgOvfgidS0sVIkrGIdlV6kS60NDISODzwcMUM/RyAgrExPivby4FBXF/0aMoGHlyszy8+PLgQM18mlhZISdpSWnRo4kKyKCDnXrUqVCBWI8PTVtOTduHC7VqmFhZIS5oSHmRkaYGxmxqUeP4ueVlMSRIUOoUTCovq6FBVYmJjS3tuZmZCR7wsOpa2mJuaEhLlWrsqRTJ+7GxZV8x2FCAjlxcbwTEIBdpUqYGxpS18KCWX5+3IqJkbsUHxMRLhEu4SlTFoVrbSz3VkTy+eS+dPdoQM1KFQlv1Yh7yyc9PNnzujgWjwq8L1zr42FtHOk9WqrfFdUs8WpQA5vKZhjq6/FVZj9Vqj5IVC9Vbkxg/SR1HHJmr1bq9s/DnYsiXM9IuOLiyI9Ti3TmFlzmKnycV3jZq6Bop2adgp6Vh9aLUyuz34uJIb/gcW7B48Ll92JiyC18nJR0f3lCAnmxseQX8OB+i+4/NzYWkpI0xycxsVjldYqeT8G0PHkP7POhYxQ5x3sxMSVuV3i8ouTHxmokpuh5Fz3fErd5xHvw0LpxcRAfX/x1LRjb9cj3tKAQa27Rc/yrwqt/hQiXCJcIl1BayppwvR/D11P6086pDuYVjOjZwp5PM8IL7jAsobfpQeFaFweroslbPol5QzswzM+ZxO5eBDerRxWzCvz2xrDi57cujp3x6tWW2BD3gh6uSPVYa2Kkh+uBlAvhIi7u4UHVDz6Oj9fUq3rsdoXrPepxSccpfO5x6z24v6LteXC9Ry0r+rjofkqzXeHyB1+LkvZX0vqPG7xe0rolLSvNe/pXx3xSRLhEuES4hNJSloRrZSSsjWXV+E6khnpx7p3RsDMDdk1WSzUU7XlaHqleXtyZoemh2hHfHbanFewrSv37Z9NhTSyONavgUb86txdPLD4Ifm0sv7w2lIrGBjSwrsSZt0eq262P58+3R3JnsYzhKpryI1yC8DhEuES4RLiE0lLWhOv9GA6k92FSkBtRnZozpoMLo9o3JbOntyo/hZcUV0fzy+xhjA9ujo99TRRFwa9xLTLDfclbEcnGSV3o7+PIqABX3OpWw8hAj/WTuqglIIodU+3JmtW/DYqiYF+9EqMCXOnXypE2jWz49fVh2nk9RLhEuAQtIsIlwiXCJZSWsiZc62JZF9GZJrVfwKnWfbp7NODmovHqYPYVkbAmhu+nD8TNthrN61WjrWMt3OpWo4dHQ+4uiWB/am98HGriZFOFMM+GHEwPv1+j68HjroqC92PYHNWNto1r4WRThXaNa/NBZFfurXzEpUwRrtJHhEsoM4hwiXCJcAmlpSwJVyGro9WeqKKU1KZVUeqYrZLWe3Afa2MfL06P2pe2BtCLcIlwCVpEhEuES4RLKC1lUbhWRBYMXH+A0q73V9v+1f60ef4iXCJcghYR4RLhEuESSktZFa7/OiJcIlyCFhHhEuES4RJKiwhX2USES4RL0CIiXCJcIlxCaRHhKpuIcIlwCVpEhEuES4RLKC0iXGUTES4RLkGLiHCJcIlwCaVFhKtsIsIlwiVoEREuES4RLqG0iHCVTUS4RLgELSLCJcIlwiWUFhGusokIlwiXoEVEuES4RLiE0iLCVTYR4RLhErSICJcIlwiXUFpEuMomIlwiXIIWEeES4RLhEkqLCFfZRIRLhEvQIiJcIlwiXEJpEeEqm4hwiXAJWkSES4RLhEsoLSJcZRMRLhEuQYuIcIlwiXAJpUWEq2wiwiXCJWgRES4RLhEuobSIcJVNRLhEuAQtIsIlwiXCJZQWEa6yiQiXCJegRUS4RLhEuITSIsJVNhHhEuEStIgIlwiXCJdQWkS4yiYiXCJcghYR4RLhEuESSosIV9lEhEuES9AiIlwiXCJcQmkR4SqbiHCJcAlaRIRLhEuESygtIlxlExEuES5Bi4hwiXCJcAmlRYSrbCLCJcIlaBERLhEuES6htIhwlU1EuES4BC0iwiXCJcIllBYRrrKJCJcIl6BFRLhEuES4hNIiwlU2EeES4RK0iAiXCJcIl1BaRLjKJiJcIlyCFhHhEuES4RJKiwhX2USES4RL0CIiXCJcIlxCaRHhKpuIcIlwCVpEhEuES4RLKC0iXGUTES4RLkGLiHCJcIlwCaVFhKtsIsIlwiVoEREuES4RLqG0iHCVTUS4RLgELSLCJcIlwiWUFhGusokIlwiXoEVEuES4RLiE0iLCVTYR4RLhErSICJeG+o1c2XDgOnt/hh1HhKfFnh9gx5FcfFf3/lvCVcvcnAsTJ0JqKiQkCM8D6el82Lv3EwmX7QtmXH5vHGyMh/ejBW2yOZGP4sNEuES4BK0gwqWhnr0Ly3eeYfPXd9hw4KbwlNh08DbrD1yl5bLQ4sKVrqBU+2vhqmlmxsnRo7kTF8fNyEjhOSAnIYF13bs/kXDVqmLGb2+P5M6KSG6+N0HQIjmro1gf0QVjES4RLkELiHBpMLesgrt3IF5tuuLZOkR4SrTw7oJXmy5US6qNMve+cOm9pId+DX10FV10dUtGR0cHYwMDOtjZ0c3enpAGDYTngFB7e7xq1sRATw8dHZ3Hvn9mFQwJdKlLV/cGhLjZCVok1KMhLRrUwMBAX4RLhEv41xHhUs9NV/cvz1/4++gZKtROt0F3vq762ZmjUH1udaycrFAUBR0dnUei7bYLj+dx7528f88nBvr6GBo+3kf+E8LVqX59cmJiID1dHSQqCM+SlBRISyPG0/MvP5vlVbgK/yeu7S/B8oyJhQn1p9YvJlw2822o1rSa1tsmCP9FDAwMHitd/wnhal2rFp/278/hYcP4bsgQQXimHBo6lEPDhtGvceO//GyWR+ES2fp3MLEwwW6KXTHhqvluTao6V9V62wThv4qBgQEGBgYlfgeWe+HS0dHBxMCAWmZm2JqbU1sQnjF1zM2xtbDA3MjoL8WjvAmXyNa/hwiXIDyfFErXg8+Xa+EqHHio7Rdf+O/yV5/B8iRc8m/t30WESxCeT3R0dEqUrnIrXCJbwvPC43p9yoNwFf5bk56tfxcRLkF4vjEwMEBf//7di+VSuES2hOeNRwlJeRAukS3tIMIlCM8/hoaGmp6ucilc8gMgPI+U9Lksq8K1cePGv7wFWni2GJsZPyRcNu/aULWxCJcgPE8UdgDVq1ev/AiX9GwJzzuFxQs1j8uocL333ntafy3/6xhUMKBmSs1iwlXt7WpUaVoFxUhBMRbKLXqP/2wIzye1atXizJkz/8p39DMVLhlHIpQVikpXWRWu/fv3ExUVRWZmJlOnThX+ZV6e8jJTp0/Fc64nylsKyhsK+m/rYzXXCqN0I5R4BSVRKJckKLgkujAlcwovT3tZ659F4cnIyMggPT2dy5cv/yvf0c9MuHQU6dkSyhY6Ojrq57aMCpdE+8knn/Bd4SizFPTe0sN6gTXmc83VORUXKupnSih/vKMw8uBIbX/8JH8z+fn5/8pxnrpw6abpYljJEF1FFx1FeraEsoWOooOejh56w/REuCSlTk5+DmEfhaHzmg7VFlbDYq4FyhsFnyOh/PKqwtA9Q7X98ZM853m6wvWOgsEUA/Rb6qM0VVCaCUIZw0VB11UXw0mG6MzTEeGSlCq3792m89bOKLMV9F/XV78bZwnlnmkKfbf3JS8/T9sfQclznKcnXG8oWMy1wGaRDXqz9VBeVwShbPKagtU8K2osrKE+flWES/Jkyc7NZurXU/FZ54P3+960XtMa3zW+pWPtffzWt6HjB374b2xb+v0I/xotV7Zk6tdTyUOES/LoPB3helnBfK45tottqTCnAsocBeUdRf1TEMoa76jjb2ourEmNBTVQXlGovai2CJfkL5NPPjfv3uTynctcyb7C1eyrjyfnKtfuXuXGvSxu5V3jdv417uRf5w7XuZN/nT9vXOSb337n619/e7L9CVrhcvZlbt27pe2Pn+Q5zz8Wrs4bO2Mw24A6S+pg9LaR2iOg7evpgvAU0HlDh5qLalJpbiXqLKrDiWsnnta/O4mkWO7dg6wbuRw/fZMPvzzL3K0nSF96hElzv6HH5E9YtvtXbTdRIpH8w/wj4crNzyXwg0CU1xSUVxSUlxX18qIglAdmqOjP1qfu4roczzr+tP7dSSQAbPnyD1KWfseYtw/SNWM3IWm7GP76AZKWfEv3l/bQImILHZN28N3Jf+e2dYlE8uzyj4QLYMnPSxi0cxBDdw1l+O7hglC+2DWcQTsG8dJXL5GVk/U0/s1JJJos2H6clKXfsXj3CQ4cPc+v529w6Vo2i3b8j15T99E5bRfj3/mce7kyNkgiKev5x8IlkUgkkqeTfPKZtf4HQl/aw+qPf2HkmwdYulsuZUsk5SEiXBKJRPIc5MK1O0TM+5IeL+3l8Kkr/PDbVbpk7OaXcze03TSJRPIUIsIlKXf57cJNVu47xaqPT/Hh16fZd/gsO789wzf/u8Tx09f46Y8sLmTd4Vb2Pe7l/jsVhiWSx+Xo71n0m/EJw2Z/xu8XbgIwZdVhYhZ+TW6efEYlkvIQES5Jucv5q7fp+/LHeEdtwz9hO4Nf3c+Ytw7S9+WP6T19H32m76Nrxm4CknfyyZFz2m6u5D+efd+fo3P6bhIWf0PWzRwArtzIoc/0j1n3mdydKJGUl4hwScplVn9yijaxH9IxaQeDX93P5z9d5LcLNzj6+1V++PUqB49dYO/hs1zIuqPtpkr+w1n9ySk6JG7njU3HuHvv/sD47d+cIWzKXs5eua3F1kkkkqcZES5JucyVGzkMmPUpiYu/JXHxN/Scto+Pvjmj7WZJJADcycnllfU/EJC0gw0Hfiu2LDcvn8TF35Dw3jdaap1EInkWEeGSlNss3nWCF1/9lPNX77Bk9wmCUnYSMe9Ljp+5pu2mSf7DuXw9m5gFX9ElYw/7j55/aPnde3nMWPcDX/x8UQutk0gkzyoiXJJymys3sgmbspdVH6tT8hz59Qqj3zpISNouVn18SgbMS/71nPjzOi++sp9Bsz7l+GkRf4nkvxQRLkm5ztLdJ+g5Za9mMHL23VyW7z1Jp9RdRMz7kv/9eV3LLZT8V7L/6Hm6ZuwmZsFXXLqWre3mSCSSfzkiXJJyncvXs+k9bR9LdhUvHnn89DUmzv2SkLRdLN19kuy7Uslb8uyy/sBvdEjcwaz1P3AnJ1fbzZFIJFqICJek3GfTN5cZ+Orn3Czhd277kSz6vfYNMe8d4dgfcolH8nRzLzefedtP0mvml2w/IlNDSST/5YhwScp9rt7IYfjrn/H5TxdKXP6/M9eJWfgVfWZ9ydI9v5B9V3ogJP88l67dIXnJd3RK28Xew39quzkSiUTLEeGS/CfyJBK16fM/CJ/1OZELDvHDr1f+hVZJymvOnr/BmHe+ZsCszzj6u/RsSSQSES6JpFh+PX+D5GXfEzr1M97dfoLb2Xe13SRJGctXxy/Sa9rHxCw6xLmrUrhUIpGoEeGSSB5IXn4emz7/g36zPmf8vG/57sQlbTdJUkay5cs/CErbzdT3v+fGHZF1iURyPyJcEskjcvriTV5a/QPdp37Ggh0nuXFbfkAlJScvL5/520/QJXM/i3edJC9farxJJJLiEeGSSP4iH359mn6zDjJ27rd88ZNU/5YUT9bNHNKWf0vXyR+z81uZPkoikZQcES6J5Any56VbZKz8nq6Zn/HWtuNcvZGj7SZJnoP8cekmE+d9Q9jUfXzzP7n0LJFIHh0RLomkFNn53Z8Meu1zhr/51SPLTEj+Gzl06goDXv2ciPnfcvrSLW03RyKRPOcR4ZJISpkLWbeZuuYIXV/6hDc3/8yFrDvabpLkX872r08TlLyTjBXfc+2W9HZKJJK/jgiXRPI3s/fwWfrN/IwBrxxk7/fntN0cyb+UpXtO0SnjY+Z9+DN378mUUBKJ5MkiwiWR/IOcu3qbmet+pFPabl5e+6P0dpXj3Lxzj8zV39N9yqds+fK0tpsjkUjKWES4JJKnkP0/nmPgrP30mf4xew+f5V6ulAUoT/nj4i0mzP2K7pl7+fJnGbsnkUhKHxEuieQp5cqNbGatO0KX9F38fFomwi5P2fHtGaIWfMvJs9e13RSJRFJGI8IlkTzl/Hb+BndyZALs8pTsu3nkyKTmEonkH0SESyKRSCQSieQZR4RLIpFIJBKJ5BlHhEsikUgkEonkGUeESyKRSCQSieQZR4RLInnGuXnzJufOnSMvT3tFMu/cucPZs2e5d++e1trwJLlz5w4nTpzg/Pnz2m5KqZKdnc2JEyc4d+7pF8DNzc3l7Nmz3LkjNd4kkrIcES5JucqFCxeYPXs2U6dOZcqUKUyZMoWlS5c+FdG4d+8ec+bMYfXq1aXabuXKlfj5+ZGVlfWP2/B38/HHH+Pu7s7vv//+j/eVn5/PunXr2L9/f7Hns7OzWbZsGSdPnvxb+7148SJBQUFYWVkxduzYf9zOf5LDhw8za9YszWdoz549j1z38uXLhISEYGVlxahRowDYv38/r7/+Ojdv3uSNN97g448//ttt+fPPP/H09NS0YdGiRSxZsuRv708ikWgnIlyScpWDBw+iKAr+/v707t2b0NBQUlNTuXv37j/ed25uLn379iU6OhqAb775ht69e3Pt2v2aW6dOnSIsLKyY2CxdupSWLVtqVbj27NmDk5MTv/766z/eV25uLm5ubowbN67Y81euXMHGxob333//b+13zpw5ODs78/333/PHH3/843b+k0yZMgVFUejTpw/+/v7Y2NiQmJhYYi/lggULcHJy4tChQ5p2L168GH9/f27evElQUBDz5s372205c+YMzs7O7Nq1C4ARI0ZoxE4ikZSdiHBJylUOHDiAg4MDZ86ceex69+7dIz+/eDX4vLy8Ep8rKbm5uWzevBkbGxv++OMP7t69S25uLl999RXW1tZ899135OTkkJ+fz/Lly/Hx8Sm1cD2uV+727dua9j5uvdxctXbU559/TrNmzfjtt9+KLb9z506J29+7d4/bt28/cp9+fn7ExcUVe/7q1as0adKEjRs3PrIdhcnPzy/2Wufm5hITE0Pnzp1L3PavzvHB960wt2/f1ix/ULpv3br1yPd3+vTptG/fXvN44cKFWFpa8s033zx07MTERAIDAx/ZvsflceeVl5dHbm4uV69exd3dne3btz9y3dzc3Ee+XxKJ5PmICJekXOWzzz7D0dGRy5cvP7RszZo1jB8/noyMDBo3bsyGDRv44osvGD58OAsXLsTb2xs7OzvWrl3LJ598Qvv27WnQoAFvvfWW5od5/PjxLF++nE8++QR7e3sMDQ1xdnZm7Nix7N+/Hzc3NwwMDGjcuDGhoaFkZ2fz/vvv4+PjQ3Z2Nj///DOhoaEcP34cUMVjxIgRLFiwAID58+cTHR3N7NmzcXZ2plmzZsUuZx09epSQkBCCgoJwcHCgadOmTJky5aFzvXPnDgkJCTg6OhIUFERkZCTNmjXT9LydP3+e8ePH4+/vj4+PD3PmzNG0Z9WqVXh5eREUFERUVBTZ2dnF9v2kwrV582ZGjRrF3Llz8fT0xN7enm3btrF9+3Z8fX2xt7fXXBpbsGABVatWxcLCAg8PD7Zt28bNmzdJT0/H3d2dxo0bExERwfXraqX3LVu2MGrUKBYsWICHhwcODg6sXLlSI17nzp0jPDycwMBAnJycaNKkCRMnTgTg22+/xd/fn5CQEHr16lVir9/06dPx9/fXPP7tt9+oVasWH330UbH1Fi5cSLVq1TA3N8fd3Z0dO3awe/duBgwYwK1btwD1kmOPHj349NNPAUhJSWHKlCn069cPT09Pfvzxx4eOv2DBAhwdHfH29iY+Pp7GjRuzd+9eAOLi4nj11Vc16y5ZsoQOHTrQoUMHBg4cWObGv0kk/5WIcEnKVb788kusrKxISEhg9uzZzJw5k59++glQf5gMDQ3p27cva9as4cSJE+zZswcTExM6derEunXrGDt2LKampri6urJs2TJeeeUVqlWrxsGDBwEICAhg8uTJXL9+nWnTplGjRg1WrFjBkSNHuHbtmkYc5s6dy1dffQXAihUr8PHxIScnh0OHDuHg4MDhw4cBVXD8/Pw00vTKK69gZGTE8OHD2bhxIyNGjMDR0ZGbN2+Sk5NDQEAAI0eO5NixYwwZMoSGDRuW+IP92muvYWVlxcqVK1mxYgVOTk5YW1tz8eJF7t27R48ePejevTs//PADO3fupE6dOnzwwQecOnUKGxsb1q5dy88//8z27dsf6jl5UuFas2YNxsbG9OrViw0bNjBo0CAsLCzw8vJi5cqVTJ48GRsbG3744Qd+++03evTogYeHBzt37uTSpUusX7+e/v37s2nTJjZs2ICNjQ1vvvkmAGvXrsXY2JjQ0FDWrl1LamoqNWrU4MSJEwAMGTKELl268OOPP5Kamoq1tTUHDhwgJyeHZs2akZCQwC+//MKHH37I2bNnH3r9pk+fTtu2bTXnm5iYSJ06dR7qOf3111/p06cPbm5u7Nixg0uXLrFs2TI8PDw0PZp//vknjRo1YuvWrQAMGjQIQ0NDUlJS2Lp1KxcuFJ+bcc+ePVhaWjJr1izWr19PQEAAOjo6fP755wD07NmTSZMmAbB69WqNyB49epSwsDBCQkIe6lELIf2QAAAcVElEQVSUSCTajwiXpFzl66+/xtzcnHbt2tG5c2dCQkI0l2KWLFlC3bp1i40P+uijj6hfvz7Hjh0D4PTp09SoUYMPPvhAs06bNm145513AOjatSsvvfQSoA6MdnR01PRkAJw4cYKGDRsWu3RXeEkxJyeH77//nmbNmnHkyBFAFa6goCBmzJgBwMyZM3F3d9f0Kv3vf//DwcGBI0eOcPLkSWrXrq3pkSkcl/WgEOXl5dGqVSvS09M1z+3YsQMnJycuX77M0aNHsbW15auvviI7O5u8vDxCQ0MZMWIEp06dombNmixevPiRr3GhcMXHxxd7Pisrq5hwrV69utjl3aNHj2Jtbc0nn3wCqJfTPD09WbFiBQAZGRl07dpVs7+ir2teXh59+vRhzJgxgCpz9vb2mvfy5s2bODs7s2nTJm7fvo2dnZ1moPrJkydp0KABp0+f5u7du7i6ujJhwoTHXs577bXXMDY2pmPHjjRv3pyGDRuyfPnyEtedNm0anTp10jxeunQprVu31oztO3v2LK6urpresUGDBtGxY8dHHnvYsGF06dJF8/jMmTM4OTlpejr79++vee2Dg4OJjIwkPz+f7Oxstm7dio2NzUOXjiUSifYjwiUpVzlw4ACNGjV6qNcA4N1336V9+/bk5ORontu6dSteXl5cvHgRUHsjnJ2dNT/WOTk5tGvXrphwZWZmArBz504cHByKXcL5/vvvqV+/PkePHtU896Bwubq6anqlHhSu6dOn061bN822P/74I/b29uzdu5cbN27QokULzaD0N954A1dX14eE6+rVq9ja2rJu3TrNc59++imurq5cuXKFXbt2YWpqSnBwMF27dqVbt264urpqBsG/99572Nvb07FjRzZu3PjQOKfc3Fzatm1LbGxsseevXbuGk5OT5rjLly+nTZs2GnE6fvy4ZnB54fotW7bUCFdiYmIxcbl27RqxsbH07NmTLl26UKdOHSIjIwFYtWoVvr6+3LhxA1DvcGzWrBkLFy4kNzeXwMBAZs6cCaiXH+3s7DTid+DAAZo3b46vry+vvPJKiTdUzJo1C0dHRxYuXMjixYs5derUQ+sUJj09nYCAAM3jZcuW0aZNG83lzweFa+DAgQ/1DhaNn5+f5sYMUC//Nm/enN27dwOqcCUmJgLg6uqKi4sL3bt3p1u3bnTo0AEXFxf+97//PXL/EolEOxHhkpSrPG7Q/Pz582nbtm2xnpOtW7fi6empuax0+vRpnJycND9u2dnZ+Pn5MXfuXKC4cG3fvh0HB4didykePnwYOzu7YqURigrX4cOHcXR01PRwAYSEhBQTrs6dO2sk54cffsDe3p59+/Zx8+ZNOnbsSJMmTRg1ahQ+Pj5s2LDhofPMzs6madOmGkkE9e5NFxcXLl++zBdffEHdunU5dOgQly5d4uLFi9y+fbtYj09OTg6TJ0+mWrVqfPnllw8do2vXrvTu3bvYcz/++CO2trbs27ev2HkXvj4//fQTjo6OfP3114DaI1Z4eREeFq7+/fvTokULjh8/zqVLl+jfv79GCletWoW3tzdXr14F1HIgLi4uvPfee+Tm5jJo0CDs7OwYMWIEvr6+mjFqRbNmzRqqV69e4rJp06YVk6jH5UHhWrJkCR4eHprPWVZWFm5ubsWEq1AcS0pYWBhDhgzRPL5y5Qpubm7FhCshIQGA1q1bk5aWxuXLl7lw4QLXrl3T3KwhkUier4hwScpVDhw4QL169Th06BDXrl3j6tWrml6Q+fPn4+vrW0y4tmzZgru7ezHhcnR01NyCn52dXeySYpcuXTSXFPft24e1tTUHDx7k4sWL5Ofnc+zYMaytrdm6dSsXL14kNzeX5cuX06pVK03xUWtrazIzM7lw4QLLly/H3Nyc2bNnA+oPfUhISDHhatCgAfv37+fYsWO0aNGC2bNnk5qaWuLdgIUJDw+nVatWnD9/npMnTxISEkKdOnW4dOkSN27cwMXFhZiYGLKysrh27RoHDhzg559/5ttvv2XOnDncuHGDY8eOUatWLc1g7aJZtGgR1tbWbNu2jaysLH7//Xc6d+6Mt7e3pkDnsmXLaNWqVTHhcnBwKCZcRS8pJiQkEBQUpDmGp6cnAwcOBNRB8C4uLhrhWrlyJS1btiwmXM7OzixZsoQrV67g4+PDtGnTSE1NZdmyZZpLtGfPnuXll1/m4sWLXL9+HQ8PDzIyMh46v2nTpmnGcP1V0tLS6NChg+bxJ598gqmpKZs2beLs2bNMnjwZU1NTzes4YMAAzRiskjJjxgxq1KjBsWPH+PPPP4mMjMTCwkJT96xfv36a3sWMjAycnJw4fvw4t2/f5tSpU+zcufOplEGRSCRPNyJcknKVr7/+Gj09PRo1akTz5s1xcXGhS5cu5ObmsmjRInx8fIoJ1+bNm3Fzc+PPP/8E4I8//sDe3r6YcLVu3VrTC9KpUyfND3RWVhY9evSgatWq9O7dm7y8PHJychgxYgSVK1cmICCA7OxsVq9ejZeXl0Y83nzzTUxNTbG3tyc0NBQXFxdmzZoFqPWfgoKCNMJ15MgR6tWrx759+7h+/Tpubm40bNiQdu3a4ezsTEBAgGb8WdEcOXKEVq1aUbduXby8vBg0aBCenp6asT1btmyhSZMmNGzYEHt7e9zd3Tl8+DAnT57Ey8sLZ2dnatasSUxMzEN3KRYmMzMTa2trXF1dsbW1JSgoqFhbli5dWuy8jx07RoMGDTQ3E2RlZeHu7q4ZGxUXF1esp2jPnj04OzvTtWtXgoODcXJy0ojKihUraNGiRTHhaty4MYsWLSIvL4/g4GBq1aqFn58fbm5u+Pj48MUXX3D9+nXCwsJw+H979x4U5XX/cXzaNK29aTutl1GiIoKLoIBcVBS84QUlxEJsFFE7yow0KE0yrUmjYjREI9RoU0ts1DQ1USRaqrWRCKgRBBRZxaiIoMJykQVkEbkv675/fzCc8RFM0vTHqOH7muGP3efZZ8+e3Rk+8z3nOUenY+jQoQQGBnZZDd24cSOTJk3q8nM/KCoqSrOEhNlsJjIykl69euHi4sK8efNwcnIiOTkZgIULF6o7JrtSXV3N888/T9++fXF1dWXp0qWaCteCBQvUkGNlZSXBwcHY2Njg7u7OkCFD2LRpk1S4hHgMSeAS3ypNTU3o9XpOnz5NWloa6enpZGdnc+/ePWpqaigoKNDMSaqrqyM/P19VBMxmM3l5eWr+jdVqpaCgQM3xunHjhuautrt375KZmakJGs3NzWRlZak7EU0mE9euXdPcOXbp0iUyMjJoamrCaDSqaxqNRnWnXce1rly5QkNDA++//z6urq7cvHmTuro6KioqmDBhAkuXLu2yL+7evUtGRoZagqKwsFATnqqrqzl9+jSnT5/WzHmrq6sjPT1dtf/LXL9+nfT0dHJycjrdGVdTU6P53B2fpSPwWiwW8vPzMZlMQPvk8Ps/O7Qvx3Dy5EkKCwupqqpSk+Qf7NO2tjby8vKoqanh2LFjODg4cO7cOerq6qiqqiIkJERz1+HZs2fJysp66HY5RqNR9dtXuXXrVqc5U1arlezsbHJycmhra8NgMKi7FouLiykrK/vK62ZmZnL+/HkAioqKVHAtKirqFBIvXLhAWlpal3esCiEeDxK4hHhCfPLJJ9jZ2REfH09ubi7x8fE4OTmxa9euR920x0pGRgbDhg1j+/bt5ObmcujQIcaOHcu6deseddOEED2YBC4hnhAWi4Vdu3YRGBhISEgI8+bNIzEx8VE367GUmJjIr371K0JCQggODmbnzp2PuklCiB5OApcQQgghRDeTwCWEEEII0c0kcAkhhBBCdDMJXEIIIYQQ3UwClxBCCCFEN5PAJYR4ZCwWiyzSKYToESRwCfEIVVdXc/HiRc0+hj3Fvn37CA4OVovMPqihoYHc3Nwe2Tddqa+v5+LFi502ExdCPBkkcIke49atW0RGRhIWFkZYWBjLli1j48aND9265r9hsVhYu3YtMTExANy7d4+WlhZN9cZqtdLS0qL5h7l//37GjBmjVrL/tjh79izh4eGEhYWxdOlSNm7cSENDgzpuNBqZOHEi//jHPx56jU2bNhEQEEBra+s3aoPBYGDJkiVcv36djz76iNWrV/+/V9Py8/N588031SryHYqKili8eLHayPvL6PV6QkNDuXz58peeZzQa8fT05MiRI/9Tm4UQj4YELtFj6PV6vvOd77Bo0SJee+01XnnlFbZv3/6N/6Hfz2q1snr1at5++20Azp8/j6+vLzU1NeqckpISfHx8NNvAfPLJJ4wfP57bt2//z214nPz1r3/lu9/9Ln/4wx9YuXIlQ4YMYebMmWpbn8zMTDZv3vzQ15vNZvz8/Pj444+/cRuMRiPBwcHcuHGDDz/8kN///vff+FoPk5SUxIABAzpt1VNcXExISEiXG38/6MKFC7zwwgtfGbgAli1bxm9+85tv2lwhxCMkgUv0GDk5Oeh0ui43K25ubqapqQlo39OvsbERs9lMfX090L5JsNFoVOfX1taqDa87dFSuGhoaSEhIYNCgQWRnZ1NRUUFjYyMnT55k4MCBJCUlUVpaisVi4eDBg3h7e1NTU4PFYsFkMmmG0Orq6lRIaWxsVNW4srKyLqti9fX1ar9Ho9HYKcjV19ervQs7tLS0aPZSbG5upqSkhMrKSs15DQ0NKpyWlZVpwuSD4uLi8PX1VY8///xz+vbtS0ZGxkNfc7+srCxcXFwoKSnRPF9eXk5RURFVVVWUl5fT1NSExWJRw5IVFRXU1tZy7969TkOVVqtVVdnu/74rKio6fdYOpaWlFBcXP7SdqampODo6dvotAJpKZkcFrLm5mbKyMrV3Z0e7HhwmNJvN3Lx5U/ObAzh8+DCurq6a70sI8WSQwCV6jI7A1bEB8v0SEhIIDg5mxYoVDB48mL1793LmzBnmzJnDm2++ibu7O3369CE2Npb9+/czbtw4+vfvzyuvvKI2QF6yZAnvvvsuGRkZ2NnZ8b3vfQ8HBwfCwsLIzMxkzJgxPPXUU9jZ2eHv709jYyOHDx/G29ubxsZGCgoK8PHx0WwaPX/+fGJjYwHYsWMH8+fP5/XXX8fBwYFBgwbx97//XZ2blZXFuHHj8Pf3Z8CAAQwcOJC1a9dqPmdiYiL29vaaTY7XrFnDrFmzAEhLS8PDwwMnJyf69evHihUrVOjcunUrCxcuZNWqVQwfPpzBgwcTHx/fZV/HxcXh4+OjHh85cgRHR0du3rz5tb6rLVu2MG3aNM0Q4IYNG/D09MTHx4fevXvj6OiIXq+noKCAgIAAXnvtNZ555hlef/11ysrKmDp1KqdOnVKvX758OX/84x+B9sri3LlzeeONNxg5ciQDBgxg69atajPs27dvExERgY+PDxMmTCAkJKTLkPOwwHX9+nV8fX3R6/VYrVbmzZtHVFQUgYGB2NnZMWXKFLVRd0ZGBr6+vqpv9Ho9AQEBzJgxA3d3dzZv3qz6oaysjMGDB3Ps2LGv1Y9CiMeHBC7RY1y8eJGf//znLFiwgN/97neEh4eTmZkJwMGDB3n66ad58cUXycnJwWg0kp6ezg9/+ENeeOEFcnJy2LZtG0899RReXl6kp6fz6aefMnDgQD799FMAgoKCWLt2LWazmb179zJ48GBOnDhBRUUFra2tJCcnY2NjQ2JioqrcdFS4GhsbuXr1Ks7Ozuj1etXm2bNns379eqA9cPXq1YtXX32V3NxcYmJiGDJkCFVVVbS0tDBp0iTWrFmDyWRiw4YNjBw5EoPBoOmD2tpadDod77zzDtBecXFycuIvf/kLxcXF2NrasmbNGvLy8khKSmLQoEFs2rQJgHfeeYcf/OAHREVFkZuby/r167Gzs+uy0vbBBx/ws5/9jBUrVrB06VL69u2rhlu/jvDwcBYsWKAep6SkYG9vT3Z2NmVlZXh5eREZGYnZbObKlSv07t0bPz8/MjMzMRgMFBUV4ebmRkpKirpGSEgIkZGRqt979erFb3/7W/R6PTt37qR///5cu3YNgMjISKZPn05ZWRmVlZXMmDGjy6G8hwWua9euMWrUKM6ePQuAt7c3gwcP5l//+hcXLlzAy8uLiIgIAE6dOsWoUaMoKSnBZDLh5eXFunXrqK+v5/z589jY2HDw4EH1fXl4eLBjx46v3ZdCiMeDBC7RY1y8eJFf/vKXhIaGsnLlSlasWKEmNcfHx+Pg4EBFRYU6PzU1FZ1Ox40bN4D2qoetrS1Hjx5V58yaNUuFl1//+tdERUUB7ZPGdTqdZtitqKiIESNGkJ+fr547cOCAClz5+fm4ublx/vx5dTwwMJDo6GgA3n33Xby9vVUVpqSkhJEjR5KVlUVJSQlDhgxRVZKsrCxGjBjRaTI3wKuvvsr06dPVef369aO8vJydO3fi6uqqqSpt3ryZcePGARATE8PkyZPVsYKCAnQ6HVlZWZ3eY/fu3fTv35+IiAgiIiLw8/PD09NTU737Ms8995wKR9BehfP391ePw8LCWL58OQC5ubnY2tpy4sQJddxgMODp6cnx48fVc4sXL+bll18G2u+QdHV1Vf1z584dXFxc+Pe//01rays6nY7t27dTWlqKwWAgKioKZ2dnNQzZ4WGBq6CggDFjxpCdnQ2Ar68vf/rTn9Tx6OhoZs6cCaCqn9XV1aSmpjJ06FCys7O5ceMGJSUleHt7q76wWq1Mnz5d/SaEEE8OCVyixzh37hw6na7LoaE9e/YwefJkzZ10KSkpeHl5qX+m1dXVuLi48NlnnwHQ1tbGzJkz+fOf/wxoA1daWhoODg6aydT5+fnY29uTm5urnnswcI0ZM0Zz/LnnnlP/XLdt20ZAQICa71NQUICjoyNJSUlYLBamTZvGli1baGlpYdOmTXh5ean5X/c7deoUzzzzDOXl5axatYqAgAAAXnrpJU2ggvahtxEjRtDa2kpMTAzBwcHq2KVLl3BwcNBUkTrExcUxadIk9dhiseDq6kpYWFinc7vy7LPPqnAE8Nlnn+Hm5kZ+fj61tbWMHTtWVd70ej3u7u5cvXpVnW8wGPDy8tLcJbhkyRJ1zY8//pjJkyer/jEajYwePZr4+Hiqq6vp168fU6ZM4fnnnyc4OBh/f39CQ0M79efXDVxTpkzhww8/VMc3bNig5rhlZWXh7u7O7du32bdvH3369CEoKEj9TZ48ma1bt6rX+vv7s2bNmq/Vj0KIx4cELtFjdMzhenAiNsBHH32Ej48PdXV16rmUlBQ8PDzUnK/KykpGjRqlKlxfFrg+//xz7O3tNRPU8/LysLOzU8NW0DlwOTg4cO7cOXU8ICBAE7j8/f3VpPpr167h6OhIcnIyd+7cYcaMGXh4eLB48WLmzJnz0AnqjY2NTJgwgaioKKZPn86ePXsAWLVqFe7u7ppzY2JiGDt2LNBe7Zo7d6469sUXX+Dg4KCpInV47733NHO4ABYtWsTs2bO7bNODQkNDWbZsmXp8+PBh7OzsePbZZ5k7dy4RERGqOqXX63Fzc+OLL75Q55eUlODk5ERSUpLmmvcHLl9fX81k+47A1draiqOjI4cOHfrKdqampuLk5ERtba3m+a4C165du9Tx9evXq3DbEbiqqqpITk5Gp9N1ul6HlpYWxo8fr35zQognhwQu0WPk5OQwaNAgjh49SkFBAVevXlVDcHv27GH8+PGawHXs2DHNnXKVlZXodDr+85//AO2Ba9q0aar6EBQUxOrVq4H2alr//v1JSEggLy8Pi8WCwWDAxsaGuLg4Ll26RGtrKwcOHMDLy4u7d+9y584d7OzsCAsLIzc3ly1btvD000+r5RO2bNnC9OnTVeDKz89n+PDhpKamUlxczMSJE9m8eTNRUVHs3bu3092I91u9ejU//vGP8fDwUMOoWVlZ/OIXvyA6OpqrV6+SlJSEjY2Nev/o6GhVDYP2IVpbW1tSU1M7XT8uLg6dTsfly5cpLCzk8OHD/OQnP1HDr19l3bp1+Pn5qcexsbHMnj2b2NhY1q9fT3p6uhr6zMnJwdnZWTNc2djYiLu7O0FBQeTm5vK3v/2N73//+2ppiD179uDt7a0C161bt3B0dFTrgi1fvlwFpoKCAg4dOkRiYmKndqampmJjY0NaWhoFBQXk5eVx9+5dCgsLGT16tJrD5ePjw/vvv69eFxUVxcSJE4H2IcVRo0ZRWlqKyWTCycmJ8PBw8vLyuHjxIh988IGa12c0Ghk4cCAHDhz4Wv0ohHh8SOASPUZeXh79+vXDwcEBFxcXnJycmDlzJq2trfzzn/9k5syZmqUETpw4ga+vrxoWrKqqYty4cSQnJwPtgWvu3Lm89957QPuQ1VtvvQW0VyJefvll+vfvT3BwMGazGavVyltvvUXfvn2ZOnUqjY2NHD16FD8/PxWOjhw5wsCBAxk2bBjLli0jICBABbq4uDiCgoJU4CosLMTDw4OTJ09iMpkYM2YMjo6OzJ49G3d3dzw8PB668KZer+enP/2pmgfVISEhAVtbW5ycnLC3tyc6OlrNW4qNjdVMZL98+TJubm5dvse+ffvo3bs3zs7OuLq6Ymtry9q1a9UdnV8lMTEROzs7tazF3r176dOnDz4+PsyYMQN7e3sWLVrE3bt3uXLlChMnTuy0jlVaWhrDhg1j2LBhLFq0iODgYFWBTEhIYNasWeoOTKPRyPjx49m3bx/QvhzEwoULGTp0KE5OTri4uKibI+535swZ+vTpg06nY/To0Tg6OrJ7925KS0vVXYoAc+bM0SzyumnTJlXty87OZuLEiRQVFQHtvztvb29GjBjB0KFDCQwMVMfOnDnDsGHDNPMAhRBPBglcosewWCxUVlZSUlJCcXExBoOBsrIytSq8yWTSTBhvbW3FZDKpOVP37t2jpqZGs1BqbW2tCiR1dXWaOWBWq5Xy8vJOa2GVl5erdZ863vf+dZhMJpMaxmxtbVXXbGpq0kyCt1gs1NTUYDab2bFjBy4uLiowWq1WZsyYwbx58x7aH1VVVZ0mgXd8DoPB0KndjY2Nmvdva2vr1B8dmpubMRqNGAwGiouL/+uV9MvKynB2dlarqk+dOlUt6QBw9epVfvSjH3H8+HHVD11tAVRXV0dpaSlWq1WzXldzczO1tbXq++74bh8MhLdu3cJgMGi+1/uZzWaMRqPmN2UymdSaah3rbdXW1mqu3dDQoIYNzWazek2H1tZWSkpKKC0t1fw23njjDQIDA2X/SSGeQBK4hPgWOH78OMOHD2fdunUcOnSI6OhoRo0a9UQPPS1dupT58+djtVp56aWX8PLyYvfu3ezfv5/Q0FCmTZv20AVLv43q6+vx9PRk27Ztj7opQohvQAKXEN8SKSkphIeHs2LFClauXMnp06cfdZP+J5cuXWLr1q20tbXR1NTEtm3bCA8P58UXX2TDhg1futL9t5HRaCQ2NvZbt++mED2FBC4hhBBCiG4mgUsIIYQQoptJ4BJCCCGE6GYSuIQQQgghupkELiGEEEKIbiaBSwghhBCim0ngEkIIIYToZhK4hBBCCCG6mQQuIYQQQohuJoFLCCGEEKKbSeASQgghhOhmEriEEEIIIbqZBC4hhBBCiG4mgUsIIYQQoptJ4BJCCCGE6GYSuIQQQgghupkELiGEEEKIbiaBSwghhBCim0ngEkIIIYToZhK4hBBCCCG6mQQuIYQQQohuJoFLCCGEEKKb/R8Igr63mXIm4AAAAABJRU5ErkJggg==)
Bild 2: Bestimmung des charakteristischen Bodenplattenmaß B´
B´ = A /(0,5 ∙ P)
mit
B´ das charakteristische Bodenplattenmaß, in m
A die Fläche der Bodenplatte, in m²
P der exponierte Umfang, in m
Für die Ermittlung des Umfangs P und der Bodenfläche AG wird nur der Teil der Bodenplatte herangezogen, der den beheizten Keller nach unten abschließt, da auch nur dieser Teil zur Bildung der thermischen Hüllfläche (wärmeübertragenden Hüllfläche) beiträgt. Nicht beheizte Kellerbereiche bleiben unberücksichtigt. [1]
Exkurs: Vereinfachter Ansatz zur Bestimmung der Transmissionswärmeverluste mittels Temperaturkorrektur-Faktoren.
Über das charakteristische Bodenplattenmaß (in Abhängigkeit mit einer ggf. vorhandenen Zusatzdämmung) wird der Temperaturkorrektur-Faktor Fx ermittelt. Um die Wärmeverluste über Flächen, die nicht an Außenluft grenzen, vereinfacht berechnen zu können, werden Temperatur-Korrekturfaktoren Fx angewendet. Flächen die nicht an Außenluft grenzen, sind:
Hu = ∑Fx (Ui Ai)
Der Temperaturkorrektur-Faktor wird über folgende Gleichung bestimmt:
Fx = (θi - θu) / (θi - θe)
Eingabe in ZUB Helena (Berechnungsverfahren DIN 4108-6)
Die Eingabe des Umfangs P und die Lage einer evtl. vorhandenen Perimeterdämmung erfolgt in der Bautechnik unter Gebäude in der Registerkarte unterer Gebäudeabschluss.
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)
Die Bodenfläche AG wird automatisch über das angelegte Bauteil ermittelt. Die Fläche kann an dieser Stelle überprüft bzw. benutzerdefiniert eingegeben werden.
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)
Bei Art des unteren Gebäudeabschlusses können Sie wählen zwischen![](data:image/png;base64,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)
Bei einem teilbeheizten Keller sind bei einem Gebäude zwei Arten des unteren Gebäudeabschlusses vorhanden (Angrenzend an unbeheizten Keller mit oder ohne Perimeterdämmung und Beheizter Keller auf Erdreich). An dieser Stelle können Sie im Programm zunächst nur eine Art festlegen. Die zweite Art des Gebäudeabschlusses wird später beim Bauteil eingegeben.
Exkurs: unbeheizter Keller mit bzw. ohne Perimeterdämmung
In diesem Zusammenhang stellt eine Perimeterdämmung eine Zusatzdämmung dar. Eine Perimeterdämmung (zur Bestimmung der Temperaturkorrektur-Faktoren) muss folgende Voraussetzungen erfüllen:
Bild 2: Kellerdecke zum unbeheizten Keller - Anforderung an eine Perimeterdämmung (Quelle: eigene Abbildung)
Bei der Perimeterdämmung handelt es sich um eine Zusatzdämmung die nicht in einem U-Wert berücksichtigt wird. Die Zusatzdämmung wird über einen reduzierten Temperaturkorrektur-Faktor berücksichtigt.
Eingabe bei abweichender Geometrie des unteren Gebäudeabschlusses
In ZUB Helena besteht zudem die Möglichkeit eine abweichende Gebäudegeometrie des unteren Gebäudeabschlusses einzugeben. Für die Ermittlung von B´ wird in DIN V 18599-2: 2011-12, Kapitel 6.1.4.4 „Geometrische Randbedingungen bei der Bestimmung des charakteristischen Bodenplattenmaßes“ aus Gründen der Vereinheitlichung bei der Betrachtung von einzonig modellierten Gebäuden einer Gebäudezeile oder bei mehrzoniger Modellierung eines Gebäudes jeweils die geometrischen Randbedingungen des betrachteten Gebäudebereichs bei der Bestimmung des charakteristischen Bodenplattenmaßes zugrunde gelegt.
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AAYCpCG3ABhDYAAABMRWgDLoDQBgAAgKkIbTi/qqw3m6Le7hLzzmm3rYtiW+9S806M0AYAAICpCG04u6os6rIs62K7S84/mzWFtten+m6zcWE2uLuvn17N/DGy/N1T/Zqady7xPgT3z4m6asntXsMxuJRb3ncAAG4AoQ1ntqu3RVlXf6/q8kKBqbW60HZfP+v088xO+Bo67Ydsw5xlxuqu4Rhcyi3vOwAAN4DQhvOSoFRWblzCW3hE0oenst6WRbg7U9RlFco3EvBkWRfyUuOuTlmEuzrSxlB7Uf3CrX8joc3XN+FNpye2s9F2dPkJRkPbr8/1fW96xBo67Ydsw5LbfcvB5Zb3HQCAK/Tjjz8my0VqHqENZ7XbdsFHxv0jkhKOfCAKj0tWZQhRJtj5z8FtujAXz5flbNjKtidtNOU7aVPr+/mHtdNtT1h+gll32ty8+7sQEO9MHVN+d3fn5qXr+8csfafejd+7elK+uUs/tvh8bx5xDHWmLuvrJYJDWP7eL++232xfu90Ddfr7oPvoQq3O99vzOn075+5jb1vmbm+6zef7UNcL7+nMNmz93vsPAABW7eeff66/+eab+ocfftibJ2UyT+rYckIbzqgJO11n1RkKTW68KpugJp+D225dudylk/DUhr2oPReytlWmvdx6lirX6QnSoc3uh3bOX+sn1zH3ocTVe31ynfP75/1yF0SaTruU33Wfh/Od/hAyfJtNfR9cxjr5c5fd2wfRBBpZ/skvn9nuvTqZffDrDW08he2RAOeXbdpYdh/72xvXH93eke3pv59z2uhvV/f+d20DAID1SgW3XGAThDacj4Qb/2ikloU7ZbmQJeM+oMmjiDLdfA5uq3frpF77yKSRC1WnLtfpCUbvtOm0dt5tuXbmc+V7wSkEmlR9nTbl93LXRpcdWpddbmp5rq24Tm/7hdmHuI24rdy0KZ+8j1PKZby3rWLCMffLdXfZZrWRastOAwCA1bPBbSiwCUIbzqZ9HDIuk2+SzIYg+fzapl1O7rjJZ9eaoBYeU9Q2R0NV9HikW3fzWbTmM3L6mKU8Njmnne6xyVBvgtHQpnde5nba99qJ5uemPb1jlbirNLrsxPJcW3GdoX2I24jn56a9mfs4pVzGZx9zvVNm5s1pY7BtAABwLTS4DQU2QWjDmYS7avr5MyVBSO4qJMORTGtACvNcQNrYu3U7ufsW7kz0vogk056uT4KgC4Ba7gOcLy+af45Ayie2c5IvImmno8fgco9HSrnvtIfy9tHBOZ385stP9BG91yfz6OLoslPLM9udqpPdh3i+eTyybcMsp9Pe3H3sb2/7eGKv/vxj3r2PYd7sNvrb1b3/2h4AALgWEtaGApsgtAFH8l9o0nvsc1w6tIUQ6MnnmLp53RdURB34UP/u/q7r3Nsv6eh9oUWq8x+mAwkxbZvyCKHUmbis3R7r7j76LJep12733jpG9iH7RSTReux0MHsfZTzU738Ria0/55g3gavZduECp68/832T8dBG7/0HAADvDqENOIB/TFM73XqHL1EvZy+04Sr4L/zo3SEDAAA4PUIbcAGEtuvx3H7dvrkDlqgHAABwKoQ24AIIbQAAAJiK0AZcAKENAAAAUxHagAsgtAEAAGAqQhtwAfKDBwAAAEyV6lPGCG0AAAAAsGKENgAAAABYMUIbAAAAAKwYoQ0AAAAAVozQBgAAAAArRmgDAAAAgBUjtAEL+vbbb/EOpN5bAACASyG0AQuSDj/DdQ9joS3176vgMlLvDwAA7xGhDViQhravX7/iCskwJbT9+uuvuDBCGwDglhDagAUR2q6bDIS260BoAwDcEkIbsKBZoe3trX57S5TjYmQgtF0HQhsA4JYQ2nAau21dbDb1xijKsi6Kbb0LdapyU5dV97rXhpK2zHKzVWWzDVPacHWLovB0uwe3LZIMbW+f6ofNQ/1iyl4epH23HjkuDy++7O1Tt85Of7mvX19cW3Z+UX/S4Pfy0B5zbRPzyEBouw6ENgDALSG04TRSQevQ8LVEaCur9LzIrqqa9Uh42+7GA2WkH9re6k+FhisTvlyIK4pP9VtbxwQvS+rthS8JbXGQ0/JN/fAi467NBx3HHDIQ2q4DoQ0AcEsIbTiNKw1tjV29dUFqu5twFzCSvNMWB62Xh3pjwthLJmDJ3bi9MNcLfIa0mSrHLDIsEtpen+q7cNdT3d3f13d3T/VrqPN8v6nvn7vXvTaUtGWWW6ULbCOhDQBwSwhtOI2x0CZ3stoObdEFo11Vl+3dKSnfheXKelvq44O2/rarL3Vc0GrXpzS0hXbK0E6xrUKbYT2hPalThXZOEdrkMcji01s7P572cuFMyt32FmGfdTn/aCWPRB5NhsVCWxxiDg02pwhES7dJaAMA4KQIbTgNCT8+YCkJQia0xXV9udzhciFpqwHKBTgXULaVtGWClQS+tn5zR6zfTphWNrRJe1I/Hg/LSUiTECefaZPtuFRok7Lk440hzL3IHbg31647XlLPt/Hw4Kd9mCPAHUSGmwhtSyO0AQBwUoQ2nEYqQNkyN16aL/vwXxKSWiZezk7LaxsKlQlxqnenrVt/cjxymdAmYSz1ubV9uqy8bh7s5+T4TNshZDhLaHu+N49P3nWPR74+1/d3tvw1LHdfP93fJeo/dfWlzmsot1J1dFsmt+3m67Zn27uv77UdN/48uv7MeicitAEAbgmhDaeRCkJtmd5Bs48kuvJceIrLbX25g2frpqwstI19pm0/xOW1deWbIweDIKaQYbHQ5sOIciHGB5XE3ai2/LV+cuHm/skFNV/uApwLM0/P0lYIcFIuga+t7+ZrUEu2n6ljX7Nty2ftdFu07YH2TDuvTy6M3T+78Wn1u/WGehMQ2gAAt4TQhtNIBaG2TEJb9/mz3daFKl8+8HikbattJ66fCV9rC229z6vF3x458G2STnNH7aVZVh6PdMenqRvW4ce503YoGc5yp82N38vdKw11GmRSwSUu12l57QVDYQKS1k3VkSCYWqdte846tb1j6+v0BIQ2AMAtIbThNFJByJRJUGv/TTF5TLINULkvIjFt9QKXqT/pi0h0ucx45CShzUn9O22eC2KfPsWfR7PLv4Vlm+PzYO+m8e+0HU2G04c2vYMW3cXKBZe43NaXO3i2bixXx7aRa3vOOpeqb+uMILQBAG4JoQ3vn4a21LwRy4S2jLe3+i1zR63PhTa+zv8sZDhPaAuf7XLlr0/34fNi4ZHE1OORyYAT108Fn0yd+FXrx23nHptMtdfbJ/t45MD6pcyW6/QEhDYAwC0htOH9k9Dm78Sl76alNY9eynInC21YHRlOH9qaoKaPDd7JY5JaN/tFJJmAY+vrl3xovbZ+oo62Mdi2Gw/b2P8ikkx7bnvv2nLb5sD62zrR9ASENgDALSG0AQsitF03GRYJbe/M6/N9uHOWnn8JhDYAwC0htAELIrRdNxkIbY3n9uv4zR2yRL1LIbQBAG4JoQ1YkIY2husdCG3XgdAGALglhDZgQdLhx/VLvbeK0LYOhDYAwC0htAHADIS2dSC0AQBuCaENAGaQsIB1SL0/AAC8R4Q2AAAAAFgxQhsAAAAArBihDQAAAABWjNAGAAAAACtGaAMAAACAFSO0AQAAAMCKEdoAAAAAYMUIbcCCvv32W7wDqfcWAMB17r1IvbdYN0IbsCD5Rchw3QMXMwDI4zp3/QPXuetEaAMWpBezr1+/4grJwMUMAPK4zl03GbjOXSdCG7AgLmbXTQYuZgCQx3XuusnAde46EdqABSUvZm9v9dubmcZqycDFDADyDr7O5epwjTwrGbjOXSdCG5bx5XNdbDb1pqeoH6tE3SHVY7Ns8bn+kppvubpFUTiP9efKrb+3zJf6c7Gpi89f+su48upzVX9+3PS27cvnwq33sa7aelX96Lb/85emHdmmKfsSX8xeHqRdt41u+eLhpfeLs+ftU/2weahfwvTbJ1nOHkvRzcdpyMDFDIC31HUtdoPXuVydyddILEYGrnPXidCGZcjFLboAffEXmwkXJUsuZo9Vel7kS1U1bct6HvvrqtzFKtmO1HUXOLl4dRc6uWDJRVEuXqGev1h3Fzdpb/bFzAWxovhUv/lflG/1J9f+p72/Jkq5dgYGQpm0xQXt5GTgYgbAW+q6Fru161yuzqRrJJYmA9e560RowzISF7fmr3j2r3oTzLiYNZoLkf0LpP9rYvKiKnXD9sh62jpuO914ZS9w0XYcdDF7eag3vb8obuqHl/4vz85L705bTP4aycXs9GTgYgbAW+q6Fru161yuzqxrJJYiA9e560RowzKW+oukXkR8e4/146M8OiGPf8ijHs1jFI9VuOCEOpX81VDXL8vnLqiyPe1fHc2F164zXMD6f6E87GImjzgWn97aX5TxdN9AaOv9NRKnJAMXMwDeUte12I1d53J1piyL5cnAde46EdqwDLkQ+Ef8DL3QpOrn2AuLu3D5xzji8XDBlAuMfxa+cBc4eWzEr9NNu9f9C4/562M73bQpF66mfvOXyC9mni5/ydAmy/HXx/OQgYsZAG+p61rsxq5zuTpTlsXyZOA6d50IbViGucg005W/IAxdAOK/8nn2Yqbt5cYtKdcLnrQR13Fl8bqai5i9cOm4+etkcLnQ5sqLgc+6YVEycDED4B1wXZvkxq5zuTpTlsXyZOA6d50IbVhG6iKjFyZbNuaYi1lbLhcledREL14y3b84eXKBe3wMf3VsyvwFTv6aGW33IRezJT7TxkXsvGTgYgbAW+q6Fru16xyfaVsVGbjOXSdCG5aRvMjs/yVv1CIXszBt/iK5d0fPk+3b9C/Asn5XFtc/6GI265uxUqGNb9M6Nxm4mAHwktebA65rsVu7zvHtkasiA9e560RowzKSFxl9DKOZ/9h+tX1TtvjjkVG5tL95/Jz+66MX/6VSyAUubLOpe9DFzEn/GzSpgJYoe3upP33q/gqJ05OBixkAL3m9Gb6uyfwqfLGID0Y2LKkbvM7x77Sthwxc564ToQ1nkQpog6HNlq3AoRcz7+2tfuv99dBdzPg2yFWSgYsZgCmy1zV3DWuCVRPg9q4dt3qd26szUo6TkIHr3HUitOFM3MXr82Mt34ClX1+cDW3yF8rUXxkvovkrpWzTwRczXA0ZuJgBmCZ9XdO7bK04oHGdwwXJwHXuOhHacH7hr4zJ0HbluJhdNxm4mAGYTe+eudfuTtv7xHXuusnAde46EdpwFl/kr5H6V8fiMf+ZtivHxey6ycDFDMAUqeualNvPtNny94Lr3HWTgevcdSK0AQvSixnD9Q5czAAgj+vc9Q9c564ToQ1YkPwixPVLvbcAAK5z70XqvcW6EdoAIPi/NhsAQELqdyaA8yG0AUCQ6qgAAAhtwKUR2gAgSHVUAACENuDSCG0AENBBAYDOGn8nfv3b3+r/89e/JucB7xmhDQCCNXZQAOBS1vI7UYLa//xv/63+v//4R78t/++PPybrAe8ZoQ0AgrV0UABgDS75OzEOahahDbeI0AYsKPW1urgetlOQen8B4Jac+3fiUFCzCG24RYQ2YEHS8We43sF2ClLvLwDcknP8Tpwa1CxCG24RoQ1YkIa2r1+/4grZTkHq/b27u5st1Q4AXIOx34mHOiSoWYQ23CJCG7AgQtt1s52C1PsrIWzOQGgDcM3GfifOcWxQswhtuEWENmBBydD29la/vZnpOY5ZFrPZTkHq/T15aNtt66LY1rvUvFM41foOaHdXlXXhjvsmKMozHodTOff7eQGz37eRY1KVm7qsutdUnaRDj/US71GujXfw/o/9ThyzZFCzCG24Re8utFWP3cWj57FK1r8KXz67X/yf6y+peUtYsP3qsfDH+zF3sT3Vvki70XtefP6SrptTPTbL9rbvS/25aNrL7pMRh7aXBzkehd+24uGlFxD6dcI2f3qLyoeXxbJspyD1/k4Jbf/7f//v+j/+x/9Y/5f/8l8uH9rG2lt6fWpuu9LxL8q62nVlu21Zb8oz/t7ObfMxx+hUxzfn3Os75H071TYe2u4S25Nr49zvxwmM/U5MOVVQe68IoJjqHd9pq+rHzWNdJedd2NzgcqnQNnu9E475YuuKLHGMJLRlwr38MWB2aHv75LbpU/3mA8Fb/ako6k/xXbOXh3rzYOts6ocXNz5lWSzOXkhT7+9YaNPA9p/+03+q//3f/507bal5e3b11p3fW9Pxv4hTHIv38n4mHfi+reKcM5bYnlwbZ30/TmPsd6IiqB2O0IapCG2XMDdgLBFIhiwVpKbUX2pdsWOXF0uHNh/IujtkLw8hkIXplLdPRXO37YBlcTx7IU29v0OhLQ5sMgyGtt5jZUXzKNhOOnllXZbh7qvcxZC6Ur4J4+53W5kad3XKcFdYlvOdad9e6DTuXF2d79e3a9e31fXpdgy2N16/cJ35TbveRDtSrnybIx3bXBtReXus3Lgew2Jbhe0N+5xsTwKITrttidqYvC9RnSnHYbcN65Dt24btM231jo1O+1fXRu99iPYh1N9bZ1i22Td3zAbqJN/neFtsWWx0/U15cy472Z+JxDGI2p90zs35mXOS782cnyPdVn0N7bblmXWk15vep8HzZwFjvxP/z1//Wv8///k/9+phHkIbprqt0OY69o/tL73H+vOXpqxw44/hsb7ic1V/9uOF66R/6eab5do2R9tzdV0QsBcJaVMft/OP4fn6JmzodK+dUNfXcfvlLk5+2xLb4Ldtb1mzPVH9bpvj9t1xmLWdoa4XtmNv3yeuK7Q/vF+hTPXaPdDCoa0NYCEQxNP7ujtt85fFEuyFNPX+SgiTxx4lnElI0yEV2GSYfKdtZzp30vkK4cJ3yPyjZuauhut4ys9Fv0Mb3fWw7bXz3TK24+nWs63662sedxtpL1tftilst2zjUDsyruKysH/Nz/5QG9E69ViFbfT14/Gh9tr5Zjlpe2w5GW9F2zR6HPqhuwvmcb1o2tdNvA+9+gP7qfs2Umf/fQ71bF2dnvq+RW1353iop2x9u552eu6xDtPKtp/cntR7E9Y59efIrsNuQzudWkduval9Gjl/FjD2O1H9f//jf/jw9vwf/kNvGYwjtGGqGwptEpaKJqTItHby5dX9sm3Dix1v54dw45b78tn9Qvcd+5H2NFRZto4GDDse19F22rIm5LTrDJ+30gDXblu8bLs9A9ucal/L4/F42Xg7tY5l6/vXgXVN2S9tV/l5ocPgRaFuiguHNpm/CY9EEtouw15IU++vhDAJZRLONLjlApsMg6FtJ385d++5nrODnTt3DrZf0OA6b1tXLh1L6RxKB1LqaTut0JlMtZtovzc91l6q/px2tPNp6+p0XJ5rY8q2pMantDdnuaF9GV22CQEbdx6U28rVM22NtTdWLuOpdcb7OVbHtq/TuTJbfkjbbnzyz8RQeW+dIrxPbt70n7nEexPX3Vsmmo5f9+qn3v/Menv7IyacPwsY+52YQoCbh9CGqW4ntO116ptfep8rExZscNBxWxaXj7UX6ks4aevEbQ61b+u4tgv55WxDxdRle+3otqqwzWPt23E7PVInue9LrCs2NE9CoN519NvRhfAeE9raL7Qx06cMbX5e+xk2Qtul2Atp6v2VECaDDW65wCZDPrTpX+j1L/ZjnTs37gOadDpl2i3vXrdb11nTO26pv7Ln2o3nx9Nj7cXTc9vpkY5n6FTb8rE2htap5alxeR1rb85yll3OTo8tu9NHOKM6Q+2Nlcv4lP0cq5Oa9hZ+3+b+TAyVJ4/1AT9zftq8N/G8tk6mjfg1Wz/x/sfrTe5TkDt/FjD2O3HMqQIcQQe36MZCW+Lui+3sp8bjMGDLx9rz22DuDKXa7NUfqCPr+qJ3oKK6Y8vG7Wh9peVD7dtxO52tM7DvS6wrlp0n63GB53Nl2ovu8qmF77RN/VyaBDK9w9aW85m2i7CdgtT7q6FNBg1uucAmw3Bos59LCY927ZrOWVfuzo320TFZRj6j1XQ65Y5b9/mb5i/u9vMv/c5iPF87sHHnMVc/bi9T3z5iNtSOLq/842TSOQ3TfvvkDyxDbSTWqY9H6jqS4xP2bc5yMt5KbNPgsuF98PstdeIQFJ0n8WN3Wk+ne+UT9nNSHVOu0+qQ901ek+d4tK/6M5E7Btr+rGOdaH9we+L3Jm471Mn9HOXW3e5Dah1T1mvbjes261jK2O/EOZYMcIQ23KIbezzSdbz1a+BTQSA1Lq+uHe3g9x+PHGkvbEO3rAsFY3Xkc2BxnXi83S8NPs029B4jTC079Rho+71lZ27nlH3PrmvCfsVy8waC2J6lQ9uUb4CUOpuH+sWWaTnfHnl2tlOQen9taJsy5ENb02nUO9/tlyjspAMpd13DnV7fMdNlQsdNz0PX8esCnSOdvXa50EGU9rQNO9+tw3d27XxfJ1M/1d5efTfu23b74wLlYDu6vOE7smF5X6/3GF+mDbfOrtxsx+h4qr3KH9+9Oyqjy0Wkvsx3phyH3nmgnXLDhwg/371nZejs220S7bTZB1+eWOfeslPqRNPG7PdN2sqc48mfCV+eOAa+fWkr1J97rCf8zCXfG9v22M+RKc/tQ2odo+vN7VPi/DnW2O/EQx0b4AhtuEU39kUkrqz9pRcCRRwi4nH/WpjlTDAYa8+RsNK/SMg8/eKNZvt8KPF13Hoex8JQqG/m7W3bwLLTtnmp7Uzs+8R1je5XLDNP2p/877UtHdqc9L+19lI/hKAmd9CaY9rRxyD5d9rOz3YKUu/vkqENANZu7HfiEg4JcIQ23KJ3HNoWMhQUsHpxaOuCZyKEnSC0eW9v9VvvLpkLbfHjkDl7y+KUbKcg9f5KCJsr1Q4AXIOx34lLmxrgCG24RYS2MYS265YJYhLekqHNXQzaO3te86hmMuQlJEMbrobtFKTeXwC4JZf8nTgU4AhtuEWENrxzErrkblv3RSRf/LdlTgthcxHarpvtFKTeXwC4JWv5nRgHOEIbbhGhDTfABbfoK//lH+gmtCG2lg4KAKzBGn8nSoD79X/+z+Q84D0jtAEL0tDGcJ3DGjsoAHAp/E4E1oPQBixIQhuul+2gAAA6qWsegPMhtAFAkOqoAAAIbcClEdoAIEh1VAAAhDbg0ghtAAAAALBihDYAAAAAWDFCGwAAAACsGKENAAAAAFaM0AYsKPU18rg+qfcWAADgUghtwIKkw89w3cNYaPuv//W/YiVS7w8AAO8RoQ1YkIa2r1+/4grJMCW0/ff//t9xYYQ2AMAtIbQBCyK0XTcZCG3XgdAGALglhDZgQbNC29tb/faWKMfFyEBouw6ENgDALSG0XYsvn+tis6k3qnisP39J1MuR5YvP9ZfUvBHVY+HX+fi530b16Mqq7jVernXEunuqR7cdxbz9tvzycuwmbIurWxSFp8d8cB+DZGh7+1Q/bB7qF1P28iDtuvZdu8XDiy97+9Stq9Nf7uvXF9eWnV/UnzT4vTy054i2iXlkILRdh7HQdnd3N1uqHQAA1oDQdi18aHusK52uZgahg4NTVT/qeg9tY6HQJuHx8dGFqc9fkvNHSWh7rNLzIl+qqtleCW9ufaPBNOiHtrf6U6HhyoQvF+KK4lP91tYxwcuSenvhS0JbHOS0fFM/vMi4a/NBxzGHDIS26zAltM0ZCG0AgDUjtF2LOLTZMDXFEoHroqHtS/25kP11+31oWzNCW0PW2dzZOyy0qShovTzUGxPGXjIBS+7G7YW5XuAzpM1UOWaRYZHQ9pc/1r/7h3+o/8H43Xff1b/73R/rv4Q6f/ruH+rv/tS97rWhpC2z3CpdYBvPGtp22+hJh7Le7hL11kS2udjWu9S8oCqbu/vlhN9tAIDLIrRdCwk+uTttbt6j3tHxwaZbRsv9Y36Z+v5xQ2lfxsOjkPLY3WMlwTDUk3X7OqENuQPVzpO6uk4JVbb8S6ZtrZ/YFimPSRs+cHVBKllviIa2sD2PYXuKz1XYtrC9UjfUqcJ6lgxt8hhk8emtnR9Pe7lwJuVuOwt9X8Ny/tFKHok8mgyLhbY4xBwabE4RiJZu8yZCW2l+/44Holmk/SXbE6NtVnWp+zRWd872nWJfAACEtqshIcIHHqXBR0KMBIombHz57Drvbbgx5RJYfOCKQo8PJ67ct29Ci4QyLTdhrx232vKwTn18UQKca/OzBMxU27lt0XYN2S8NTTJ+0COSNrTJdsl64/Gwfglpcowl7Mr+nDu0SVny8cYQ5l7kDtyba9cdb6nn23h48NM+zBHgDiLDTYS2pd1aaLOBZwnS/rlD2ynWKU7VLgDcOELbtfDhon8XzU+boNGWy/RQeS/8NeHEB6uxdqLxR7l7p23Eda24XKfltbcdwoS4VhMGe/V663Hz27t4Mi9zx653py0snxuPnDe0SRhLfW5tny4rr5sH+zk5PtN2CBnOEtr+9J15fPJ33eORf/lT/d3vbPlfwnLf1X/87neJ+n/s6kudv4RyK1VHt2Vy226+bnu2ve/q77QdN/6n0fVn1jvRau60uXml/n7SxyalvoyHxw/l95p/BNGXm0AT6nXLN/OqMkx73d2w3HpKvx5Xz9Rpnq7IbaOEzjAdlvPbFdob3O69tux2aJsyz+wnAOBohLZr4QOOCW16l2pK2IrLe+1E8+NpW96O6x00vaOWqGvF5bZ+altiUs/fPdQye4euGZdHHLv25RHNRPhbSWgb+0zbfojLa+vKN0cOBkFMIcNioc2HEeVCjA8qibtRbflf6j+6cPPdH11Q8+UuwLkw88c/SVshwEm5BL62vpuvQS3ZfqaOfc22LZ+1023RtgfaM+385Y8ujH33Jzc+rX633lBvgvOHNhNINMz8fVdv3e+a9vNtUk/Dj6+za8qrsiu3YcbWT4Sc3daFp1J+9w2vZ+vXI3Xk82nNOndunU1wGlhW1xm1l9/uCdvR1g11AACLILRdizjgtNPNXajRxyOl3AeSUN4+whiCShxYUuXtuIS27m7Wl8/20Uvbtnk8MtV2blu0XpB6HLIt0yBm5mWtJbT1Pq8Wf3vkwLdJOs0dtZdmWXk80h3fpm5Yhx/nTtuhZDjLnTY3/p3cvdJQp0EmFVzicp2W114wFCYgad1UHQmCqXXatuesU9s7tr5OT3DRO2067V9tmGsC3Tb+zJvU64WfkXKdZ+6yja5nqO2pyw61MbctbQMAsAhC27WQQBFdKNsQ4eZ1X+ZhQodZpnh0IacNJ3InSuuH8BUHFp225WZcglrbtgsZ7XqzX0SSaDuun3ysUYJd4q5ZaOPHOZ9vW0toc1L/TpvngtinT/Hn0ezyb2HZ5vg+2Ltp/DttR5Ph9KFN76BFd7FywSUut/XlDp6tG8vVsW3k2p6zzqXq2zojLhra9I6ThJVeeSD1h8LPWHl718zUG1vPUNtTlx1qY25bcR0AwFEIbbhq8V04f0cxBJe9kDXnrlzkuNCW8fZWv2XuqPW50MbX+Z+FDOcJbeGzXa78L3/8LnxeLDySmHo8Mhlw4vqp4JOpE79q/bjt3GOTqfZ6+2QfjxxYv5TZcp2eYBV32jRcbcPjhBpY4uDSTjdfYKKPF8ojjKn63WORYflJ69GgFx6PlDb8vAnLJttLlc9oS9sAACyC0IbrlgliEt6SoU0CXeZuWlrzCGcyBCbMCm1YHRlOH9qaoKaPDf5OHpPUutkvIskEHFtfv+RD67X1E3W0jcG23XjYxv4XkWTac9v7u7bctjmw/rZOND3B+UNb83ugoZ9pk3kuiIXfEf0v5jDBxUz7MKVtlCG0uTAnYaj50pEmGNl1NW1OXE9Yrijl6Yowb2xZHU+1F5ePbofdl9AOAOBohDZcuebxSftFJF/8PzEwLWQtjdB23WRYJLS9M3/503fhzll6/iWcNbQBAHBhhDa8Ay64RV/5L/9wNqENc8lAaGv8qf06fnOHLFHvUqaEtrlS7QAAsAaENmBBGtoYrncgtF2HsdAGAMB7QmgDFiQdfly/1HurCG3rQGgDANwSQhsAzEBoWwdCGwDglhDaAGAGCQtYh9T7AwDAe0RoAwAAAIAVI7QBAAAAwIoR2gAAAABgxQhtAAAAALBihDYAAAAAWDFCGwAAAACsGKENAAAAAFaM0AYs6OXPP+IdSL23AAAAl0JoAxYkHX6Gyw5fv349ylho+/Of/4yVSL0/AAC8R4Q2YEGEtssPErz+8R//cS+MjdFlpoS2X3/9FRdGaAMA3BJCG7CgyaHtl1/kv+EhV2fKsjc8aAD7t3/7t1kIbdeF0AYAuCWENmBBNrT99PFDvdlsvA/fdymrKf9Qf5Dyjz+F0v6QqzNl2VsfNLT97W9/2yPvRapcENquC6ENAHBLCG09VV1uyroaLUurysJ3CssqPX9Ru21dFNt6l5o3RpZ126mBYlOU9XaXqJdzxLrbY7Ttt1GVzXHT13i51jH7Laoy7PNYG7t6WzTHZ8772Ya2nz7Wm4/f101U+6X+/sOm9hnrl+/rDx9s+Yfa5LlmyNWZsixDG9r+5V/+pac93514niC0XRdCGwDglhDaeo4JbdPD3SKODm1mW6uZbR28bnOMDm1jidBWVul5CaMhMmLvtNnhl+8/NHfbfJizd85CmLNDrs6UZRna0PbP//zPLRvYlJ0vCG3XhdAGALglhLaeI0LbsWFirmPWJ8v29mlm4FwicC3RxiEuEtq6O21teAtDPC1Drs6UZRm60PbXv/51lmVC23N9v7mvn0fL0p7v73ygvH9Oz78Kr0/13d1T/ZqatyBCGwDglhDaegZCmw8LZV2Gx/uKbVVv/XjhOvVbV0f/gh+Wd+GgewRR6riy0EaznCmX+m5eGR7H2xRufiqYmDqFrdNbNjzq2NveaJ9kni2zd9qitto6B6y7v59yHEO99niGNlLHyrftltG2ffku07bWT2yLlFsa2kI76ffTrSfUXyK0SbjahMcapwSvXJ0pyzJ0oe2f/umfZrl8aJse7ha1dMgitAEAsDhCW89IaHMd+jaU2HEJH/raWzawdWwokLDil2k+P9WWJ9vq19lJ+GiXDdtilw3r2poA0vLzNAzZ4BOtY+tCjL8rddi69/ZT59u6Mm615WGd29CGBDi/P5m2c9ui7SrZdg1t0l7u/Qz1jw1tPli1n0PLBzI75OpMWZahC22HuGhoO1PYOTlCGwAAiyO09YyENu3Mp8ajzr6Ul3JHSoNRpk5u2d50qswu2wtgIoSbuA27rN1PnR5axzHrTrUTjY8eKxWX67S89rZDmBCnbGgz60+OO8eENglVeoetHfhM28mH1YY2H2bu6/vwCOTd03P95Mfv6vvnJ1dHz9uw/PN9fdeWSR1XFtpoljPlUt/Nu78L9e/c/FRw6tVx7bw2ZT5kHdJ2tr1uP6W8PR4D9ZPrHUBoAwDcEkJbT3S3RthQMNTJ73X29a6Q3iVK1ZlQrtOpMrvsXtA08+NynddbJuz3lLAVl09Zd6qddnzisVJxua2f2pbYuUKbfNPj5mO9l6n49siTDxra5HWOs4Q2F0jaoGLH29CUuUNl6/hQ89qUS7Dzy7zWTy4MteXJtqROWKetc3DbA+2Zdl6fXBi7f3bj0+p36w31MghtAIBbQmiLNJ30ECAc/yjglE5+r7Pf3J3T8LfbhscJo0DQtRMeBdx75C/U8/p1/KOLdtn2McLU9kRkng047XRiHanHI+euO1XejmeO1V7bGu4ybee2ReupM4U2uQvW3DXo6KOM6X9r7af6owl5/Dtthw8awP71X/+1Fb8Xws4X57nTFsJIatyWhfJ7uaul25ypk1u2N61lZv8bLkQ9j7QxVD7U3rH1dTqD0AYAuCWEtj2u818WruMelCMdex2POvsSPvRxvfaLO6I6e+1oR0braz1bX9v026jLukDjAkuzbAhA8bosuy5PP9PWzOvairY11J+9bp225WY8eazitv02ukCWazuuP+mLSPa3JW7/2M+0ZYdffpH/zOBCW/wo5V6dMOTKGfygoS3+x7Ob86gRzxPLhLbobpKwoUXDSGq8F1Yk6Emgie5u9epMKNdpLdsLlKH8kLbldai9eHpufVsngdAGALglhLYVau/uJebhSDOP7clCG8PJBg1tqX9AWwJbqlwsE9rka/vNo4TO6/N983igDSOp8V5Yae7Oafh7fXJt7NWx7USPMCYfMQx1njJBcHbbA+31tt0+Hjmwfimz5TqdQWgDANwSQttKVOGr573cXSIcT0KbP8bmbl1S87il1CW0XdegoS3+x7PHLBXafDi5v3PBI7gPAcSGkdR4FFYkqOnjhNLOcGgL46F+/otIXBh0wampY78I5MC2c+1tZN+13LY5sP62TjSdQWgDANwSQhuwIELb5QcNbal/i23IcqHt8tq7e4l5xzpl23MQ2gAAt4TQBiyI0Hb5QUPbIa45tD23X5lv7mIl6h3ilG0fitAGALglhDZgQYS2yw8SvI7xHu603QJCGwDglhDagAVJhx/XL/XeKkLbOhDaAAC3hNAGADMQ2taB0AYAuCWENgCYQcIC1iH1/gAA8B4R2gAAAABgxQhtAAAAALBihDYAAAAAWDFCGwAAAACsGKENAAAAAFaM0AYAAAAAK0ZoAwAAAIAVI7QBC0r9W1IAAABATqpPGSO0AQuSH7xff/0VAAAAGEVoAy6A0AYAAICpCG3ABRDaAAAAMBWhDbgAQhsAAACmIrRdm6qsN5ui3u4S86babeui2Na71Lwxsuxm47bBKuqyStSdK7ddUXlVbvz69LVX90oQ2gAAADAVoe3KVKULSGVZF9vd/vypYezY0BYtu3NB8uD2rImh7T0gtAWvT/Xd3VP9mpp3DGl3748Ld/X9c6LuXLltjsqf7zd+ffraq7taz/V9dMyeXlP1Mk71fgIAcOMIbVdlV2+Lsq7+XtXlMeFm4dD2d9mejWyXLTsAoS1NO8LvsUM8MQDNllj+9fl+meN3qm1eBQlt9/Vzct4ExxwDXfZdHEcAAJZFaLsmEl7Kyo1LeAuPSPpAU9Zlaf46ngk+ZdHML9yybR1TvnHt9Nt09eIw5uf12+/daZNx3Q59bDK0t/XtmfLQ3th29coH2m+219XfVmFdMn83cb7ZJ50Oy41t98Zu30QH3Wl7j53Z3D4du6/J5Y8MJOpU27wGJznuM72H4wgAwIgff/wxWS5S8whtV2S37UKDjPtHJCVYuDCxTYWPloQ8+fxX80ilhKwmZJjwJ/VsWNE2e+2EOj7AGC7YVKnP2EXt6fp98GrXn9uuVPlw+23gtONT59v2o+XGtrutr8tPEIe2u7v7+v7+zh/Pu6fn+smPy+N8r6ET6+bfheMdd2hlfhtGbDAx43KXqX3PzGOCuXLXZrc+ty26zl75ffPonG6f32a3vlQdv6zbHi2P9q3Z3678Kd7XKeuVesrP6x+n3p221H4ntyUsb9Z/lzkevfKB9kff58H5Zp90Oiw3tt299zFH2nLL3+k+PU3Yrnh5U1feK/++9Moz54jWactHthUAgCv1888/19988039ww8/7M2TMpkndWw5oe1qNEHBd2ZUHDhy4SEu12l5te15EtYy7dhl2+nKB7/+HSi9M+XoenLrn1MexgfbT43PmX9MuU5PsBfaXAe47bja8bZTbl7Ncg0JOWEZFxbkuHQhIVF/tLwJTW2HvFduPuOk5fIq2+zrZ+pomxICfLkESlmmWbZdlwardjlpZ8p6wzzl54VzREmA0Dbiuqa9vW2JjoeEvyZQ5MqH22/fWzs+db5tP1pubLvb+rp8Sqjjj1MI2fdPTfvZ7YqXN9vy+uRC2v1zt5wvH3g/7attFwCAdyYV3HKBTRDaroUEA/9opJaFu2Q2YOXCQy5kyGvqs2i5dnLz5E6Y3zb5bJtsU3QHKl7m0PIp7afG58w/plynJ9i/0xY6qbbDOqMz233phesMSydbOsrSeW9DktzZCHc/fIDp1rFXHq/Hrl/rtaQjbupPqWMNrevQNnWZXrvPPij070DN2O855WF8sP3U+Jz5x5Tr9AQSuu7uNQS6MttGqr3cOuPl9Li0zPuZahcAgHfIBrehwCYIbVeifRwyLpNvktTAkA0P0eOGbrneY4jabi6UWMl5+kUkzas+brnbhsca42Xa6ZHt2iuf0H5qfGx+3K4+Bmnr9ur3t697bDLUm2Dp0NYENAkKMl/ukDy58KYhRe9qxXdcMuXxemx5/Biina/jY3WGynX6mDZz8+ROmITZQ/Z7TvmU9lPjc+YfU67TE5wutA28n3EbAAC8YxrchgKbILRdBQkJ4XNYtlxChPyVug0M8qii/NU6c/cs/FW7KF3Y02V2LrD4ZaSdEFzisGIl53XbJ0GqXY88xih142XsdHa70uWj7afGx+b7dl1bvt2i+ScV4uVSy4btWOKLSHod2nh8UmdWgkL4DJKbljtu7eeJ/LzwuSE3/fqkj/HlyqPH6uLH7czdu/3tytTZK9dgE+3TnDZ7dSLJec3+Puf2O16mne4fD//I32D5hPZT42Pz43b1fbF1e/X729e9j6Fegj7O2Kw38R7ltlFJWW/fm/b6dUfez1S7AAC8YxLWhgKbILQBR/JflNJ7dHXcQaHNddqls7v3pRuedtDDdHtXqZmW4KCPpNkvzMiVN53vEEp75a4j77dBykPnPO5kp+rE5S4M+DCxt2xmX6es10rOk2PkQohbNrnf2W0J41rfBeKx8tH2U+Nj8327ri3frjt+egfM1k0tG7aj/0UkEsjS55EP/LoOCVaZbemNK7++7otMeueTrTv4fg6d5wAA3CZCG3AA+UfOm46to3coE/Vy4tC2Zv4LNkwAxHXqv48SmqLABQAAVovQBlzA2kNbd7fF3AlJ1MO68T4CAPA+ENqAC7imO20AAAC4LEIbcAGENgAAAExFaAMugNAGAACAqQhtwAXIDx4AAAAwVapPGSO0AQAAAMCKEdoAAAAAYMUIbQAAAACwYoQ2AAAAAFgxQhsAAAAArBihDQAAAABWjNAGLCj1Na4AAABATqpPGSO0AQuSH7zUP5wIAAAAxAhtwAUQ2gAAADAVoQ24AEIbAAAApiK0ARdAaAMAAMBUhDY4VV1uyroaLft7XZWbuqy66d22qDe9erJcUW93XZ2D7LZ1sdm4tvvsuo8m6yi29S4178QIbQAAAJiK0AZnemiTkFZsd2F6V28LN+20Ic2Hrf3lkoZC0xKBStuwbeXGz2wvtL0+1Xd3T/VrW/ZaP91t6run1369c9jbFgAAAFwSoQ3O9ND296qsN23QcXXceGWDnMwvq/4yOUOhaclAdYWh7fl+U2/un/t1DjU3hOXq23KCHQAAwNkQ2uDMCG22XAOahJ8Q1Hp34lx5WYRHG4uyuRvng1JZl2X3yGMXAo1coGqXl8cym3Z1vNhW9daPF3VZuW3QumYbunHXtq4jXlev3G23rsu329Xp2nLzU9s6YCi0vT7d1ZslA9EpQhsAAAAO9uOPPybLRWoeoQ3OnNDWPBIpAUwCWhNiXF0fWrp5tp5fzgYh+cxbG6oyYcfXC6Go5bYnXl4/PxePt6HLvGq78bgti8t9UOvuIjb1ZN/k83VdOO0tP0E2tD3fu/28r5+jefd34RjchXm+/n39dO8Cnj82d/X9c1Pfhz4te3r2j1k2y7r2w3L3upwNYboN+urLn926pe1UO6GOG5+zfQAAALfs559/rr/55pv6hx9+2JsnZTJP6thyQhuc4dAmXz7iO97mbpoElv2AZtrxgScs15KwZQJOFHZ668kFIVs+Nh6/jtWTsmPKdXqCZGiTfXcBSV67gNN8tu3+uflsmw9k8tikry9BKHzmzYW9JkS5kKWhz9dx4z5AdQFLlnuS5Wy5zrOB7LUJbE+v0fze+NztC20BAADcsFRwywU2QWiDE90VE0NBRO44lfKoYTffBzlXpo9J+uVTd+psu0PryM3LLZ8aj1/H6knZMeU6PUE6tIWAJHfb9sKRqSfTufIQoiT8yV22V2nP1s2N22l5ddtyJ+3Yz9Wllh1qI1Wu0wAAADfOBrehwCYIbfCar/IPj/s5u8EvFJE7auGOmJZJfVfW/2ZJ16b5fNte4BkKO7l5ueVT4/FrdpnmDqGGVtn3veV69aPHI9vHJkO9CZKhrQ015psjDw1Fr8/h0cTEnbbUuJ2WV7+c3kWL5sd1c22kynUaAAAAbXAbCmyC0IbABZGy+fp+rxwKIU1o6QKakOAT361zZe2XddgvItG2K99O/995C6SeLBeRO3zt8rat1HhbZtdjxs0ycqewWUe4Y9hb3myTTsu4bpc7Xkt+EUk77e+8DTx+mAxF8nikPtIoy8qjkKZub7nmUUp9/FE+T+fn2Tp+O+zn1OJ25m5fmAYAAIAnYW0osAlCG3Ck4buSaaOhzbEBqPuijzg07S//+uTCVwiUzb/zpl8iEt1183XlbpzMu6vv7xOhTev46Uw7bnzO9vlpAAAATEZoAw5Qtf8MgKN3ERP1cvZCGwAAAJBBaAMugNAGAACAqQhtwAUQ2gAAADAVoQ24AEIbAAAApiK0ARdAaAMAAMBUhDbgAuQHDwAAAJgq1aeMEdoAAAAAYMUIbQAAAACwYoQ2AAAAAFgxQhsAAAAArBihDQAAAABWjNAGAAAAACtGaAMWlPoaVwAAACAn1aeMEdqABckPXuofTgQAAABihDbgAghtAAAAmIrQBlwAoQ0AAABTEdqACyC0AQAAYCpCG05vt62LYlvv2rJdvS02dbHd9eudw962XAahDQAAAFMR2nB6UVCqyk29Kav9eoeYG8Jy9W35GYLdXmh7farvNu64qLv7+unVzD8lWffdU/2amjfk0OWGnKJNER/fzV19//zaq/N8v3Fl3audBwAAcEmENpyeCUG7bVFvlgxEpwhtZ5AObff1s04/j4SXJcPNoW2dImCdok0Rt/v6XD/dbeq7p35wAwAAWCNCG05PA1FV1ptNWVfRvLIIdz+KMM/XL+tt6QKevytS1GXV1PehT8u2lX/MslnWtR+WK3U5G8J0G/TVl1du3dJ2qp1Qx43P2b6pRkPbr8/1fW86smS4ObStUwSsU7QpUu2eal0AAAAjfvzxx2S5SM0jtOH0JOT40FP41y7gNJ9tK6vms20+kMljk76+BKHwmTcX9poQ5UKWhj5fx437ANUFLFluK8vZcp1nA9muCWzbXTS/Nz53+0JbE8y60+bm3d+F4Ogfm3z1d4ma6XQd344PJa7+/V0Il/JIYGjf1L+7c/Oz69L6LkRquT5a6NvX0CPzzSOHuXasqM7gNufKE+3k1rUf0Ewwfr43j0/213kf1nn39BzWb/d/bL5Zp06H5cb3xc3f22YAAHDtfv755/qbb76pf/jhh715UibzpI4tJ7Th9ELI8QFJ7rbthSNTT6Zz5SFESfiTu2w7ac/WzY3baXl121JIO/Zzdallh9pIlev0BOnQFjrrvY68BLQ7E55sx1879E2I08D0+uQ6+/fPoc0QIKSeBBO/TFTflTfhILMura+PEkqAc+0+abD0gc4sl21H52udGds8uC9j68qVR8sqrRvW6efH41Pn23VGy429L219XR4AALwbqeCWC2yC0IbT64Ua882Rh4aiXRUeTUzcaUuN22l59cvpXbRoflw310aqXKcnGL3TptP+1Ya5JtC1gUnr5sLB3PKxdVm+/p2b5+pJ4OqVJ9qx4WhoG+aWj63L1rdl9k6bmy/Bs20jXmdqfM78Y8p1GgAAvCs2uA0FNkFow+mlQo6/8zbw+GEyFMnjkfpIoywrj0Kaur3lmkcp9fFH+Tydn2fr+O1wAS5eth2fu31heoLR0KZ3gSQw9coD26HPdfYPKR9bV1zug6XeIYrK4/pW3KZOH1I+ti4RL98r0zuH0R0uu0xqfM78Y8p1GgAAvDsa3IYCmyC04fQSocYGoO6LPuLQtL/8buvCV7gb0vw7b/olItFdN19X7sbJvKIuy0Ro0zp+OtOOG5+zfX56gsl32vSRufbRxFQHv/9YXe9Rw2QISNS35fG69sqjxyO1brv9uXZknpq5zbnySetKlIdvj2yCZnPHTe/OvT6Fx0XtMqnxsflxu/ZRT63bq98/Jt1jk6EeAAB4lySsDQU2QWgDLiAd2kI49PQzbTLPdf5dZ96Xt1+00YSOjQYlt3xXJ3T0s+EgjId13d3LI45anlpXVO63zQWLqP0u/A20Y83Z5ly5H5+2rv3jG8KRI0GtPR7ymGS8ztT42HzfrmtL13c/FtrCuG6jbofWAwAAN4vQBlzAXmgDIv4LYuxnBQEAwM0itAEXQGhDynP7zwDInbbMXUMAAHBzCG3ABRDaAAAAMBWhDbgAQhsAAACmIrQBF0BoAwAAwFSENuAC5AcPAAAAmCrVp4wR2gAAAABgxQhtAAAAALBihDYAAAAAWDFCGwAAAACsGKENAAAAAFaM0AYAAAAAK0ZoAwAAAIAVI7QBAAAAwIoR2gAAAABgxQhtAAAAALBihDbghP785z8Dk6TOHyu1DJCSOn+s1DJASur8AXAZhDbghOSi9+uvvwKDpnSOOJcwBecSljLlXAJwPoQ24IToHGEKOtpYCucSljLlXAJwPoQ24IRs5yg1H7dtTueIcwlDOJewlDnnEoDzIbQBJ0TnCEPmdI44lzCEcwlLmXMuATgfQhtwQnSOMGRO54hzCUM4l7CUOecSgPMhtAEnNNg52m3rotjWu7ZsV2+LTV1sd/1657C3LSdyivWca9tPYE7n6Go72vL+bDb1plXUZXXCc3yp8+HKzqurOZcuflx3dbWt6t3eedkoq9Qyt2XOuQTgfAhtwAkNdo6izktVuk5DWe3XO8TcjlGuvi2f22bKEm3EDt3XU2zLTHM6RxftaB8jPs67avyPE8e8N0u9rys4P+a4mnPpHMd1aB1V2Zx753p/r+w8EnPOJQDnQ2gDTmiwc2Qu5rttUW+WvLDP7Sjk6i/d4ThFB+bQNk+xLTPN6RxdtKN9jNRxHjv2x7w3S72vKzg/5riac+kcxzW7DnmaoayrwToLu7LzSMw5lwCcD6ENOKHBzpFezKuy3mxCR8LMK4vwyE6vk1HW29IFPP8ojzxm1tT3oU/Lts2djGZZ135YrtTlbAdCt0FffXnl1i1tp9oJddz4nO2z+9XfFrPfUZvbXSiXv4z79kybiXYmt6nL2n0bqTu4T0eY0zk6W0c7e7z1/OhP98+9xN2zeFnPnWN6zu+tr3lMuHkfDnhvQnnyfBg4l9Lt6Hbrz8QFHl2eaJXnUooe1+h9KuT3lh8Px1nnm/c993Pty9v2QrmfF5138v7rOarbYeeHOva8K+Q8PcW2rNiccwnA+RDagBMa7Bz5DoFczAv/2oWBptOqHUTfKZbHJn1903GUDojvCJgOsK+jnQzb8SjqbdsRMp0HnW5fm85pG5jidvz43O0LbWkbpk67rG8zs15Ly0M77T7NaTN+9W0P1B3bpyPM6RxdpKOdPFamPHXuaZ29urY8Ot4qub6Z701U3p0PYXk1pR3/Gv1MrNTqzyUVHXd/XOPxdn4I6G65/s91/vdP8vecJ8uZ89PXN6HKa+bLo+o+RLr3vQ3wi27Lus05lwCcD6ENOKHBzpFe2KUj4DqKvb/u2ou8TufKQ8dBwp/cZdvZjk/cXq4NeXXbUkg7toObWnaojVS5TqfK7LJ7HaiuEyed5rY8XtfcNisz37YxVDduW6ePNKdzdLaOttvHweMd6jTTiXPPttWra8v7YW/0/dV5rYH3Jl5f1NbkfZPX1M/ESq3yXEqxx9e8L3vjtmxueVxHSBi3d4JTdVpyfpr3fco6c+VxnSsw51wCcD6ENuCEBjtHvYt50/lNfkA+1RHYW16m9fEi1xm283Ljdlpe/XL6l+Noflw310aqXKdTZXZZ7cT3SOdJOuihs2Xraztz28y1MVQ3N32kOZ2j83S0JxxvW95Om3NPy9p5iWPWlk18f+e8N7nyufsmr7Le+GdipdZ3LmWkjntq3JbNLY/rxHfZknWieRrqddrW1ekp5XGdKzDnXAJwPoQ24IQGO0epC750KttOYtO57D1yk+ogaGfU3+WQZaVjaur2lpO65jGf+FEwra+d5Ljcj8/dvjCtZXb98WNGe583ibZ3G+5I2rbnthm/yryxur6OKdfpI83pHJ2no5053rnzJnXuhTqtvWPYfFayCUET3t+57428Js+HKeuK2tHy0OZecFyR9Z1LGbnjG4+HY77/PobzYej3jx0X8V22VJ1Wcx5L+1VZdH9IW2pbrsCccwnA+RDagBMa7BwlLub2ot99uD1z8TfT0gHVR8iazknTMd676+brunX4uq5jUiZCm9bx05l23Pic7fPTWubW6x85s8v6ea5T3Zb3O9ftvsmjbbJMtC2z2myXNfs2Wlfbi6ZbTSBoOvW58X1zOkfn6mgnj7cvT5w3cf24Yyz8+xOOqy4fOrkivb4j3hu/vvT5MHouxe30lu2Oha/XOuy9X9oaz6Wk1PFNjftXd64k3keps1du2+idPxKsEu+D1A/nwh4fyJp2mruzS21LWKa1jnMnNudcAnA+hDbghC7aOcLqzekccS5hyLs7l3rB58LWtC1nMOdcAnA+hDbghOhoY8iczhHnEoa8u3OJ0HYxc84lAOdDaANOiI42hszpHHEuYQjnEpYy51wCcD6ENuCEbOcIyJnb0QZyOJewlCnnEoDzIbQBJ0TnCFPQ0cZSOJewlCnnEoDzIbQBJyQXPWCK1PljpZYBUlLnj5VaBkhJnT8ALoPQBgAAAAArRmgDAAAAgBUjtAEAAADAihHaAAAAAGDFCG0AAAAAsGKENgAAAABYMUIbAAAAAKwYoQ0AAAAAVozQBgAAAAArRmgDAAAAgBUjtAEL+vbbb/EOpN5bAACASyG0AQuSDj/DdQ+ENgAAsDaENmBBGtq+fv2KKyQDoQ0AAKwNoQ1YEKHtuslAaAMAAGtDaAMWRGi7bjIQ2gAAwNoQ2t61qi43ZV2Nlv29rspNXVbd9G5b1JtePVmuqLe7rs5BqtK1u6k3xbbeHrzOXV1tq3qndcptGB/g1lsUhVPW22rrXu0yu3pbbOrCtbktdf1NmWyr3cYxcWh7eZB9atopPr31AsJonZeHutDyh5feMl/fPtUPm4f6xZbhaDIQ2gAAwNoQ2t616aFNAlOx3YVpCSwScExg2rmgk1guSer2QpEhoa2s/PjB65QAFpaTNqaEql0VQp4s64KZ3T4JrLpNtm2dd3Boc6Fr8/CpfvOB4K3+5ELgw0s/JOTrvLhQpuOu/MGMhzC5IbQtTgZCGwAAWBtC27s2PbT5MNUGGVfHjVc2VJmwNWpiaDtsnRLudPsz+5LVBEN7p83f3ettq23/yNAWefvk9i1zt021dSTMFRrmUiTUEdqWJgOhDQAArA2h7V2bEdpsuYYlCV8hNPXuirnyUu/2yOOGcmfMB7WyLuWuVXikrx+Ggl4Qm7FO5erthbp23c1jhs1jjjIud+G6bZY6Vbutbttk+cSxsEFtudCWudPW09WR8LaJH4nsIbSdggyENgAAsDaEtndtTmgLd6FcqOkeOXR1ffDq5tl6fjkNQPIqnz+TkKRle+tweqFt6jqVlHXb3oY6XbfUjcfDdvhHIF25PH5ZyuORPlS6afcahzIbFpcKbT6EDd4569fxd9weHuqHEI73PtNGaDsJGQhtAABgbQht79pwaGuCjGPubMmdqf2AZtrxoSgs13J17Jd7TA5tE9dplrV33nqhLbXu3Hb4fQjrk+2J6iwd2nwAmxDYbB0f4AY/D0doOwUZCG0AAGBtCG3vmg1DwUigki/paO50NWU+VMmdKQ1aPvDEQTCUj4UlEYW2Sev0ZF/66z0qtLXl0q48UpkIg2782NBm757ZcGAl68g3R5rPv/lQ1/s8HKHtFGQgtAEAgLUhtL1zTegwgSQOTT1yd6u78+ZJfVfWhZom5JQ6rQFoSlgSe+ufss6mrDet9WS53Lpz2xGXy7TeeXPTNqgdFdrePrl2R4JVtk4IZW8yzp22c5GB0AYAANaG0PbuuZBVyqN3weC/abZ/16kJVfHdOlfm6vlHIwv7RSTaduXbSX3Jx35om7JOqZNoy9dz5bmgFoczlSiXu2vNdvXXdUxoe3kIx8ho7pZ1gStfx4WIoX+njdB2EjIQ2gAAwNoQ2nBee6HtOP5RyhmhapTc0TPbd+zjkWkucI08MonLkIHQBgAA1obQhvOS0CZ3j1J3wA5S1eXg3cM55K6k3mVr7gDKti4f2rBWMhDaAADA2hDagAUR2q6bDIQ2AACwNoQ2YEGEtusmA6ENAACsDaENWJCGNobrHQhtAABgbQhtwIKkw4/rl3pvAQAALoXQBgAAAAArRmgDAAAAgBUjtAEAAADAihHaAAAAAGDFCG0AAAAAsGKENgAAAABYMUIbsKCXP/+IdyD13gIAAFwKoQ1YkHT4GS47fP369SiENgAAsDaENmBBhLbLDxK8/vEf/3EvjI3RZYZC293d3WypdgAAAOYgtAEL2gttv/wi/w0PuTpzyxn8oAHs3/7t32aZGtrmDIQ2AACwBEIbsCAb2n76+KHebD7UHzab+sPHn0Jpf8jVmVvO0A0a2v72t7/t2bjjlioX5w9tVV1uyroaLft7XZWbuqy66d22cPti68lyRb3ddXUOUpX+GO0pq3T9OXbbuii29W5q+Rrsbduu3habutju+vXO4azHSfZTzid9dWXnXP+azwkAuBBC2yg6VoPlc+m2u7a2Bx+vXV1tq7Atrk45YbvcegvX+SiKst5W8b5oR6xy26Trb8pkW+02jmlD2y/f1x8+fF83N8R+qb//8KH+Pr47lqszt5yhN2ho+5d/+Zce+7MSzxNrDm3ys9EFhaYjLedz+7MhP5+J5ZJm/SzL9sz7Gcg69e+WU4i2TX7HL/J7Vszd7ynH75TH8pRtx865LgC4EoS2UXSsBsvnktAWOj0HHy8JYGE5aWPKfu+qEPJkWRfM7L70OmKmbZ13UGj76WO96d0h29R7N8ZydeaWM/QGDW3//M//3LKBTdn5Ys2hzf/ctOesq+PGK/vzY36uRs34Wa5K+zN6pFP/bjkFs23+j0pLbufc/b708Tvn+3TOdQHAlSC0jaJjNVg+lz0GBx0vCXd67DPvQ1YTDO2dtv2OmG3/8ND2y/cf6g/mNlg8LUOuztxyhv6goe2vf/3rLKsObbZcfy7kZzL8fPT+AOLKy3CXeCN3luWPIP7nt6xL+QOFBteRn+fez0b882+mfT3fZlGX7TbIz7OuS/6w4srDNmzd76uuPGrb7Vuh26fzw/q6fUqFJzk+mT/49JbtypLb0rYX6LbJMY/fl5nt9o9T5X7P6LKu/bBcqcvZ/dNt0FdfLsdX2k61E+q48YP2u7ceMx2W7bbRHI9oXf1zrqufXO/AsulzpWuzeTpCxmX++Pk/uN8AsHKEtlGpTlSqLCqnY5Xedj0ufnrG8VKybi2zy/jj1mxz7kIudar2OLttk+UT76MNaoS26xs0tP3TP/3TLOsObeEPDu78lZ+L5pyUn1/5Gevm2Xp+OT3X5dX9PGzbn/HEz6alPy+9abNMO222169DxmUb3M+N/T3j1y3zzc+k/CzrtqW2py0P7fV+lvfry8+q/m7wv+/875H+sm2539bEtoS2Wr5e8/tMXrvfBXPbTRwnux9hueT7o9Ptq7zvife4N37Eftv27HS0bP8YTzjnkusdXnavvrYp9ePxQ9qTcQC4EoS2UeZiO1gmuguGXNDoWCXqu/aaC71MTz1eSsq6/ZVlfCfN71OoG4+HbZAOnYQ4efyylMcjkx2xqN2wXDx/CKHt8oOGtkOsKbQ156wTfl6anxH7c6Hj8c93WK7l6tjPcUY/m/F6mm3QdQTRMt20bINbVn6u5HOm0c9du3xvmWjalrtxCSTttsfzU+3slZtjlFt2Tpt6LOR3l9aZ3e7IccqN22l59b/D7HuVWXaojVS5TqfKxpaV1/ZcU8Pn3Kxl4/qpNg9tT6cB4AoQ2kbRsfLTttyNH9yx6oW2icfLLGvvvPVCm9m25Lgl5XrsbEcsWCK0Tfr8GZ9pO8lwPaHNnvdB7pwVcv6XZfijRlPmf37kjxD6M+XP7fj3VSgf+7kIko9bx8vsTevdbbfuXPu5Ntry8Dst/sNPbjmdbunxNPNzy05ts1fe/B7d+51j6421mztOuXE7La9+uWY72t9LqWWH2kiV63SqbGxZeZ17zs1Z1k7b8tS4vM5pz9YBgJUjtI2iY+Wn2/IjO1ZRaJt0vDx5H/rH7KjQ1pabjliYv0ho49sjLzZoaJPXOc4f2vT8Mude/PPRIz979g83jtR3Zd35Gzr0Oq3n+pSfC0fO/fT6mz+i6O9B2c6mjfD7oPcHl3gb9HdGtN69bYvWsdU/qIT29Di16w7tGP5n123D3vEIy7b7Fx+D3DFJ1fP7O7fdxHHK/pEuc6xtHb8d4fdhXO7Hj9nvgfX33h89V8K65pxz7fSEZXPlyfGZ7ek0AFwBQtsEdKzstkXrmNux2jt2U45XU9ab1nqyXO645Y5hXC7T7fHpB7WDQ5sb0v+m2k/1x81H9/9hin+nbfFBA9i//uu/ttq7woadLy4R2vzPo/wBRoKGGPznK5qfsf7Pgf3ZDuRn2dXz+1mEn9XeOV/5dvY/z9m0Hx8nz/2c+d87fjr8USW0J78D9MmBdtvsNkh9+b2Q+rmTaVPea8sdj97jiKFcnhiI7463fL34eNjP2pr2bBvx9EC5DUBz2t0/TuZ9iJZLHutUHT+daceNH7rf2fW7af94pm1TjJ1zQ+sdPV/NdK7NQ9vTaQC4AoS2SehYLdax2gttU46X1ImPg5B6+x2V5LiVKG87YtG6jgltfvjlF/nPDC60tXfLwrBXJwxzyxn8oKEt/sezm/O8Ec8TlwltmGv4j2YAALxPhDacRLZjtXCHS8LWnFA1ym2ffSzz6NDGcPZBQ1vqH9CWwJYqF1ND21ypdjCPPA7ehm79I1eiHgAA7xWhDYuZ1LGS0ObnJ+6AHaSqy8E7n3Ps6m2pd9m6O5qEtusaNLTF/3j2mCmhDQAA4BIIbcCCCG2XHzS0pf4ttiGENgAAsFaENmBBhLbLDxraDkFoAwAAa0RoAxZEaLv8IMHrGIQ2AACwNoQ2YEHS4cf1S723AAAAl0JoAwAAAIAVI7QBAAAAwIoR2gAAAABgxQhtAAAAALBihDYAAAAAWDFCGwAAAACsGKENWNC3336LdyD13gIAuM69F6n3FutGaAMWJL8IGa574GIGAHlc565/4Dp3nQhtwIL0Yvb161dcIRm4mAFAHte56yYD17nrRGgDFsTF7LrJwMUMAPK4zl03GbjOXSdCG7Cg5MXs7a1+ezPTWC0ZuJgBQB7XuesmA9e567RYaKvKTV1W3fRuW9SbTVlXbZ2qLjdFvd3168fLLWq3rYtiW+9S86bKtbFE28e49PqtoWO02bjzwCrS73dVNvOn7JOrWxSFU9bbKl73rt4Wm7rY7vrLuPJqW9Xbyedp045s05zzM76YvTxI+25bXTvFw0vvF2e/TrOu4tObL3v71JV1HuqXaFksSwYuZu9f9bipH83P9ZfP8vP22Ps98Oh+bj9/6dePl1vUl8/ud9nn+ktq3lRLtHFpa9qH3LZI+d7v52L6uVE9NstM2U9Xt7nePdafq3h7vtSf5Xr3+Ut/GVdefa7qz5PP86Yd2aYp+3DIdU69PHTXuSnlWJ4MXOeu02KhTTq/XUdZOrzyS6YLaU0H3naOz0DWeWywybWxRNtTnGr9S27/jG3c+cCVqCuhraz6ZRm7qmqWl7bKfnvyR4BkO1LXnZ9zz9O5f1ToXczePrm2P9Vv/hflW/3JredT/JfIl4d682DrbOqHl6iOkLZGLoY4ngxczN4/6bx2HV3psDa/BzSkNZ1y27k9gyXCypoCz5ihQHTMPix5DGZs4xcfriauV0Lb47Tr3Rd3vfNtSvuP/XXIHxGS7Uhdd37PPc+n/lFi9nVOSV0JdnE4y5XjJGTgOnedlns8Ujrdbee5qks3XtkO8oxO+WJ2CwSTXBtLtH2MY9e/5PbPOkZyJysR3mefH03gsnfa/F2z5D5J3bDOmefpUaHNB7IuaMlfEpOBzJA7bOm/Qg5cCLEYGbiY3QDpNLed36p+dOOV7eDO6FQvZomwsWRguZRj92HJY5BrK1kud60mBv3Z51cTuOydNn/XLLmfUjdsx8zz/KDQNvk61wS6B3ct61/jcuU4FRm4zl2nBT/TZjrj2vHduQ516AD37nC4+d2jBeFxOanrOtZlKbfZXbkZL/xjbc3t97IKbbj6ZbidL3XtnRItl78o+Q66b9t05nW6t0637TvpxIc2dV2hTrN+LTdt5PbHlTeP3oWysO97ZdJOG2JsoAnjdj1ufG/fovL2WPjlun3b9tbrjmdbf2AfQht7+z60LZZfvl8+eqett935917qVO1+uvZk+fbYRWSdeu7NOU+dY0JbHMBygayTudPW+0smTkkGLma3wHSwteMqHfHQge3doXDz7e9G36n1nfbH+vEx/G4044V/LK35nfVYhTZc/cf2d+5j706Hlje/R10HOw4EOt1bp9v2L9IJD23qukKdZv1avr+uja5Lygf2b047zaN3oa4cO2mjDTE20IRxv46wDabN9jjsrSscN79cdxw+99brjn1b//j9622L5Zfvlx90p623L/lzR+pU7b67dcjy7fGMyHa0d9dmnOfOIaFt8nXOhTt5WmRvfq4cJyMD17nrtGBoC3c+XEdaOr5NR1dCkHTQu3l7y+1Cp1te3S+qrQYlGddOuR1Ptdcrl0520+n2HXlt28+P6mvbvn5YVjvsEuD8vKZOGxgkAKTaVG25CQd+PTKeKjP74oNHCAnaTtteZt9yx8K3r/uWWG/bbljOitrY2/fstiTa8RdEQ8NWXFfa0AAl263vtx0P6/CPQLpyuaCW8nikb9dNu9f9gCXbGva9nW7anHKenjO0yfxNIpxJ+dgdOixDBi5mtyDcuXAdYem4Nh1VCUHS6e7m7S2nnWZ5db+DPmtQknHtVNvxVHu9cukkN51m3xHXtv38qL627euHZbXDLQHOz2vqtB1+6cAn1tVtQ1iHitY1vR0TDvyyMm72W/bN/X7uAlNYR6LN9jjY5RPb1hyHxHrbdsNyVtTG2P5125JoR69pSoNVXDdF2tUAJfui54sdD+v1j0C6crnePcrjkX5dzfVuP2DJ9ofj0U43bU45z08X2l7qh6L5THZ/fq4cpyQD17nrtGBo006w7fjquAkNYid3afQvXPILKAQE7fiPjcurLtty64m/lMLWHyuP68R14+lo2b39CcFGfrnKna1dezzisi4YVKXbh61rV8KLBCS9ExevL96O3nEQ8bFIrDfR3uB7Eq8zVa7TuXJ3Hsj5kAxBNrTpMrlxS8plf2WfUuFRj6Mpm3yeOucKbX5e8m5ad1Hrl+MUZOBidhuaTqztuOq4CQLCdaAfXXn3uzF0+rUzPzYur7psy60n/lIJW3+sPK4T142nc+VhfHD/JrUjx06Wdcf0c+XqNfM1BFSPbn8/u7oSVCQg6Z24sXX1jpmIj1tivYn2jt+/MJ0rd+eMnDs+8Egg621zoxeGbGjTdnLjlpTLMZD9TAVKPbambPJ57pwqtNmyKeM4LRm4zl2nRUOb7yCXZbhr0ZT5DrLcDQmPnzV3fSRUhI70LnTG9dWW5cblNepc99qKp6eUx3XiuvF0W57Zn7a+Pt5nQ2tU5oOFhKbQnnuVxxl9WNhbn7ZhyqccC19m1tubP+E9mVKu00PlGs5smS23y+TGrV55E067kCbTiWMz6TxtHBPapj7rLxer1B02nceF7Hxk4GJ2I6SD+/gY7jo0Zb6DK3czwuNjzZ0cCQqhI6yd6SmdbVs36hz32oqnp5THdeK68XSufMr+TWpHp/XxvrC/PkRIaJI6zR0eeZzRB4Mp65py3HyZWW9v/sL7N1SuQawt2w9FLa1r28mNW73yJrB2IU2mE+ubdJ43Dglt49e55rH/OMQWn14y5VzvTk0GrnPXadnQ5n5JlfKDZzu+0hmXH8S2Iy11us+g7bbh7shuQme9HW86592jjFF5CB/SEW/uvETrlE67lNu299rUIGPrmHW1y2b2x5fL3RttW8ZTZTIu5d0xkjtu/jFCu77svsXbHW+fth+tt7dfmX3oteGMbkuot1ffljfr2r+wLBHawrTuq7zP7XlnNcd7+DxtHBXapnyrlv/WrNydtMwyOBkZuJjdCulUu98DtuMqnWn5PdB2hJuOtz5C9uVzuLsxpbPdjjed6+5Rxqg8BArpSDd3TqJ1Sqdbym3be21qOLF18uvyHfnUulL7N7kduXsj9aWOjkt5dzzljpt/jHCgze44xPsY6ve2LbHe3jE4bv+6bQn19urb8mZd3bUtnjbkPDs6tIVp3X95L9rz1mreg+HzvHFQaJtynTNyf4jkD5TnIwPXueu0cGhrOvP9jq8NDA0JBfrYQ/NBX9fp3k3orPfGXbtuXdJG/EUkbdsu/Gh9Hyx8ebijIuW2vbhNqSehZK9OmDblyf2Jy8MxSZW1gVF/WWqAkXG7fhnXZc2+JY9FtN3765VHFWW6CVCj74lfz4RtseLlvRAazfngLRXaHP9el1u3nkQ49Kadp+Ko0Oak//2al/ohBDX5q6R/34z2wvX2Un/61P0FE6cnAxezW9F00PsdVxsCGtLR7/9udJ3mKZ3t3rhrt/0d3YWIptMd2naBRuv7sODLwx0RKbftxW1KPQkae3Wi7QnrkscJNYyM7t8h7bTHVENQaEfDykCb9jgkj1u0bfvr1S8jaQLTMfvX2xYrXt4LobE9d+RcOnFoc/y58vjZrTuzronnuTgotDlj1zmtJwhtlycD17nrtHBoAw5kg+qKHBvavLe3+q33l0f5nFr6cUhclgxczPDe+S/YsHdeDrRUO+/ThNCWmndBh4Y2j+vc1ZCB69x1IrRhHcLjicnHLC+iuRsn23R0aMPVkIGLGd4j/2hiuIPUu9s301LtvH8joc0fv8TdtIto7sbJNh0c2nA1ZOA6d50IbcCCuJhdNxm4mAE43kBou3Jc566bDFznrhOhDVgQF7PrJgMXMwDHI7RhnWTgOnedCG3AgvRixnC9AxczAMjjOnf9A9e560RoAxYkvwhx/VLvLQCA69x7kXpvsW6ENgAAAABYMUIbAAAAAKwYoQ0AAAAAVozQBgAAAAArRmgDAAAAgBUjtAEAAADAihHaAAAAAGDFCG0AAAAAsGKENgAAAABYMUIbAAAAAKwYoQ0AAAAAVozQBgAAAAArRmgDFnR3dzdbqh0AAABAEdqABUkImzMQ2gAAADCG0AYsaLHQttvWRbGtd6l5J7Ort8WmLquo/FTbcpF9dI5Zryy72dSbyN4xs7LLTD/eVVmY9chyRb3d6WtXL62qy01ZV6Nlsp7+9uy2sl5bT5abss4ZljgPkse4GH5fnP5xXaGRY6PvV/y+jVrimB/qVOu+5D4BwBkQ2oAFXSy0LdRhkU56sd2Nli3imG2+pmUHlpl2vNMBa7rpoa2/7iYUFjYYyr5M3Zapx+qY90Ml2thV5Ui7xx7XM1ji2KScqt0p3uM+AcAZENqABV33nTZnb71T7+YcYDX7OMMhyw4tM+V4H32cpoe2v7ugs2nX5eq48coGOZlfVv1lcqZu99H75yTbGAllS6z31E61jZfc9/e4TwBwBoQ2YEGnCW3SeZZHvULH2c0ri/AIWFE2HXyt719dWXjsq/eIWGo5XV8rCg12O6LlfWc4rK/063NlvTquTJeVux5+e0TYpt6yps3Euva21S87sr9RfW1P7hy125VaT2iz3aeonWTHcGg7cst4A8fbk+ARti8c3958nQ7rT25zMrzkAo0p14AmbYeg1rsT58rzx063Wealj9fk98OVy3qb9txxje5ManvxMe7dadtrNzquyTrabu787tdJvffy2GJTJlLrGdn33vqb8vY9y/5MmeNgp037xx9zOX6ZO7BRe1oW70fyZ2Xg98TY77SpP9ejvysAYKUIbcCCFg9t0rm0nfpcJ9+++s5Id2ek6bSNhYOO7Zh347K8fG6mK2879G59W1/er5NdR2Zb2zanbGumjW5/Td14212dpnOXWU9os9kn206o4zt8VtOZz25HbpnQZvp4h/UJ3a543E6H9Se3eVZo646JbEvTqZVzUNZpj9eEYxdva28dM94Pu62+/cR2+/LoGLsOejW2re32TdifkTpD52D/3E79jExru2una3uvvl13r/1lj7kEUnvepvavLfdthOMYxoeOl6fbkq0/c5+mrhcAVorQBixo0dDmOhiF65T0Omm+POqc+s6Q6ZjYjkivw5JYTjs2VtuG6fwMtavluTphXMJnu+54WVtfXnvbKaJttXVTbeh0qswum1qPHkvbRrzsWLmdzi2j2vlRZ3NvfjRupwfXMRza2rtB4TxrwprdFh2PO/L2uIno2OW2aWgfUm36L1xx424bym3l6pm24jba6cpvc3unJtVuvK1L1NF68bQ9bqm6h7Ttxmf9TOXKe+sUc4+5OVeG1qPluTph/GT7NPY+AcDKEdqABS0b2lxHL3Se7ONA2TsNox2ZxHJJ2gkzbQ21O1bHBwTpNIW/cKeWjcvHtnWsjVTdeFpeh45lXD40L7eO1Lw9ieNtDbWl04PrMJ1qLRuqL3cgyjLcXWvKfJBzZfqYpF9+7Njl1hGX63SuTSVBzD/aNvE9kzsv7V2eCdu6RJ296cTPb6ru7LYP+JnKlafWq4aO+Rp+T+TKZ79PALB+hDZgQYuGNu1Q9DohoROoj9Bpvfh1r53MclovIp10+YxI96iedj6b6d5jT207/Trd40fNHRoNDbtteIxJlu2VhzanbKuWxfNSdVPb7utk1pNsI8jNG9qOofaC/eNt9JaPjqUe45F1NF8J37XtHyXTALZH1rHpz5f6rmzvfBg6dtltmvl+aGfe77PUiQJor64tb45VNel9XqqOKXfj3Tkd5mkbez8jA20nf0YyP1O58yNa7yLHPLQz+/eEHe9NZ/YpW3/mPmXbCdMAsHKENmBBJwltTtchkXmuc+M6Jc3jQ6GTM6VjklpO68VkubbT1pV1y2ubifXJfF+n22bpgGl5+4UBYR3+EVDbpm9nZFt1van122lbrusvZZ2hztCxjNvw9bt2LLkzld2O3DJtR1frpDvG8fb4c8G3Ee5+ybyozj7XkfX7HZQjdd0x6QdI6VDH58PYsZNHFGV+5q6HHoex98OV986f3nYFyf2X/QjbPOV9XqyOTjfH0df1dFvcfC0zPyPZtjM/I8mfKV+eOD90u7T+EsdchO3TZbSsa8+sOzUeTWd/T2Tq+3GtP/fnOp4GgJUjtAELWiy0vQPDd3MA8DMCAJiK0AYsSELYXKl2rlVV6l/5zV+4E/WAW8XPCADgEIQ2AAAAAFgxQhsAAAAArBihDQAAAABWjNAGAAAAACtGaAMAAACAFSO0AQAAAMCKEdoAAAAAYMUIbQAAAACwYoQ2AAAAAFgxQhsAAAAArBihDQAAAABWjNAGLOju7m62VDsAAACAIrQBC5IQNmcgtAEAAGAMoQ1Y0KKhbbeti82m3qiirLe7RL0lyTqLbb1LzRtRlYXfzrJKzx90xHovpb+/u3pbFO790df9+j17+yvLbepiu+u1W5X947nbyryyrtrlqrrcJNYXnzvBQe9NzkLvme7vwef3FZ47AADMRWgDFrR8aDMd9OrAzumUTq3WObgDLOHBhomZrq7jvez+SjjblJUb77crIU2CXLNcEwgLGwqlndR25I7nksd5ibZMGz6Q+mOQqDdkyX0CAGClCG3Agk4a2g4NCnM6tYd2gI/tOF9bx3vB/fVhRduK263Kbp68/268skFO5qeCzjmO5xLrMNvfD6gznGNfAQC4MEIbsKCz3Wlznd3u8beieewt7rz66dJ19EM9nefKu7LwSJoua9vIrsMto4+0+XIJk1ovbG+0Di3z2+OXdWWmjtw9Gt8+XVbK4/3UbY+3ravTtTltXcl2vGh/df06X6dDO+3+tsubOhJa2nmJ42iDugYcWXYs6MTbFJeHbUvto7/rF2+Hq58+TvF+yiOeVWhX2uzC5d65FMr37jAObNv0c7IrH9wuV2f++w8AwPkR2oAFLR/aQodyqPPoO5naeTYd9WR59JmruE7chrLzbadXOtF7yzWfz9I67WNvYdmtL4/qSOfdLz+wfbpsb137dfa2LVpXt/zwuvbbCfV6bUTjdjq00+xvmGfr+KDgQpd7bd/XuC2zjXIcm3ou4Pg60fZb2n6PC0XRtg3tY/u+DR0n05afH49HbfaWl3F531Ohbez4az2z/r36oTy/XUe8/wAAnBmhDVjQSe+02Wk3XroOZ9sh186m7VzqtC33bdiOvHAdV72LF9U9eB3H1OltmzDbN7bs3PKxddn6Oh2XDbUfL2fraIiQ4JJry2nCmg0YOm6CjtPeIdOAnFp3bttS070QZY+RMMfJLjswvncuSXkb2kJIHDv+qXbsfFs/Wm5vXF61ndbI+gEAuBBCG7Cgk4a2XmddOpfhToDthKY6m7Z8r81c3SPXcUydoe2Lx+30IeVj60pNx2W5+qnl4jp+Wt7X5psjk+uSOz1lGe6uNWU+yLkyfUxyT27duW1LbE/v7t+kc8aU9cYz55KMm9AmdlsJsPJlK2F+r/5C56Sdf+j7DwDAmRHagAWd505bc4dFH+tqOrrSqYzK9bGuXqczdMj1c1A6L37NraPXVmJ5u47QuW4fsxur4+eNbJ9fdsp+mmWjdXWPu01Zl20nTO+VTdweK7WO1F0eT9rf9MKNDzuuLPvFHbl1a3lq/WG6fb903thxsm0lxzPnktSR/Yj3azC0HXhOJsePeP8BADgzQhuwoOVDW//RLb37IR1WnWe/xKN5xCzUlTsxvrzyndPuSyVc59dPO70vX+h3WJPryHVoE+XdOkJ5alltvzQd9aHtC8sm9zPVfttmt67+F5GMr2tvOlE2aXusxLwmuEaBxWvCRT+gSYBxIS8EmD3Svu6vIXfsktvWTjfr6pYJ65h4zvT2y4znzlcNbfb4DT2eePA5mR0/8P0HAODMCG3AghYNbTgJ/6UnvTtJAAAA60ZoAxYkIWyuVDtYVtV+fbu5o5KoBwAAsEaENgAAAABYMUIbAAAAAKwYoQ0AAAAAVozQBgAAAAArRmgDAAAAgBUjtAEAAADAav29/v8Bqj8t2aK0DtUAAAAASUVORK5CYII=)
Bild 2: Eingabe einer abweichenden Gebäudegeometrie des unteren Gebäudeabschlusses bei der klassischen Eingabe
Bei der raumweisen Eingabe wird eine abweichende Geometrie bei den entsprechenden Bauteilabschnitten eingegeben.
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)
Bild 3: Eingabe einer abweichenden Gebäudegeometrie des unteren Gebäudeabschlusses bei der raumweisen Eingabe
Die Temperaturkorrektur-Faktoren werden in diesem Fall für die verschiedenen Bauteile separat berechnet.
Eingabe in ZUB Helena (Berechnungsverfahren DIN V 18599)
Während der unterer Gebäudeabschluss nach DIN 4108-6 immer mit Temperaturkorrektur-Faktoren bilanziert werden muss, besteht beim Berechnungsverfahren DIN V 18599 die Wahl zwischen
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Beispiel:
Anhand des folgenden Beispiels soll die Ermittlung von B´erfolgen.
Bild 6: Bestimmung der Fläche A und des Umfangs P
B´= A/(0,5∙P)
mit
A = Fläche der Kellerdecke zum unbeheizten Keller (EG) + Fläche der Bodenplatte (KG) des beheizten Kellers (rot-punktierte Fläche - Achtung, bei der Flächenermittlung gilt der Außenmaßbezug!)
P = Umfang der Kellerdecke zur Außenluft + Umfang des Kellerbodens des beheizten Kellers (grüne Linie)
Die gelbe Fläche kann als Trenndecke zwischen zwei beheizten Zonen vernachlässigt werden. Sie gehört nicht zur thermisch relevanten Kellerdecke.
Je nach Auslegung kann für beide Bauteile (Kellerdecke zum unbeh. Keller und Bodenplatte des beheizten Kellers) B´ ermittelt und in ZUB Helena eingegeben werden (siehe Abschnitt Eingabe bei abweichender Geometrie des unteren Gebäudeabschlusses).
Bei einem teilbeheizten Kellergeschoss sind in der Regel vier verschieden Flächen zu bestimmen:
- die Kellerdecke zum unbeheizten Keller,
- die Kellerinnenwände zwischen beheizten und unbeheizten Kellerräumen,
- die Bodenplatte des beheizten Kellers und
- die Kellerwände gegen Erdreich.
Bild 1: Teilbeheizter Keller - Kellerdecke zum unbeheizten Keller / Bodenplatte des beheizten Kellers
Bildet nur die Kellerdecke den unteren Gebäudeabschluss, entfallen die letzten drei Punkte.
Die Lage der Dämmebene bestimmt die Systemgrenze der thermischen Hülle.
Für die Bestimmung des Temperaturkorrekturfaktors Fx wird zunächst das charakteristische Bodenplattenmaß B´ ermittelt.
Das Bodenplattenmaß stellt das Verhältnis zwischen der Fläche der Bodenplatte A und den an unbeheizten Flächen grenzenden Umfang P dar.
Bild 2: Bestimmung des charakteristischen Bodenplattenmaß B´
B´ = A /(0,5 ∙ P)
mit
B´ das charakteristische Bodenplattenmaß, in m
A die Fläche der Bodenplatte, in m²
P der exponierte Umfang, in m
Für die Ermittlung des Umfangs P und der Bodenfläche AG wird nur der Teil der Bodenplatte herangezogen, der den beheizten Keller nach unten abschließt, da auch nur dieser Teil zur Bildung der thermischen Hüllfläche (wärmeübertragenden Hüllfläche) beiträgt. Nicht beheizte Kellerbereiche bleiben unberücksichtigt. [1]
Exkurs: Vereinfachter Ansatz zur Bestimmung der Transmissionswärmeverluste mittels Temperaturkorrektur-Faktoren.
Über das charakteristische Bodenplattenmaß (in Abhängigkeit mit einer ggf. vorhandenen Zusatzdämmung) wird der Temperaturkorrektur-Faktor Fx ermittelt. Um die Wärmeverluste über Flächen, die nicht an Außenluft grenzen, vereinfacht berechnen zu können, werden Temperatur-Korrekturfaktoren Fx angewendet. Flächen die nicht an Außenluft grenzen, sind:
- Keller (nicht beheizt/ teilbeheizt)
- nicht ausgebautes Dachgeschoss,
- Drempelräume,
- unbeheizte Glasvorbauten,
- nicht beheizte angebaute Treppenräume,
- erdreichberührte Fläche.
Hu = ∑Fx (Ui Ai)
Der Temperaturkorrektur-Faktor wird über folgende Gleichung bestimmt:
Fx = (θi - θu) / (θi - θe)
Eingabe in ZUB Helena (Berechnungsverfahren DIN 4108-6)
Die Eingabe des Umfangs P und die Lage einer evtl. vorhandenen Perimeterdämmung erfolgt in der Bautechnik unter Gebäude in der Registerkarte unterer Gebäudeabschluss.
Die Bodenfläche AG wird automatisch über das angelegte Bauteil ermittelt. Die Fläche kann an dieser Stelle überprüft bzw. benutzerdefiniert eingegeben werden.
Bei Art des unteren Gebäudeabschlusses können Sie wählen zwischen
- Angrenzend an unbeheizten Keller mit Perimeterdämmung,
- Angrenzend an unbeheizten Keller ohne Perimeterdämmung,
- Beheizter Keller auf Erdreich.
Bei einem teilbeheizten Keller sind bei einem Gebäude zwei Arten des unteren Gebäudeabschlusses vorhanden (Angrenzend an unbeheizten Keller mit oder ohne Perimeterdämmung und Beheizter Keller auf Erdreich). An dieser Stelle können Sie im Programm zunächst nur eine Art festlegen. Die zweite Art des Gebäudeabschlusses wird später beim Bauteil eingegeben.
Exkurs: unbeheizter Keller mit bzw. ohne Perimeterdämmung
In diesem Zusammenhang stellt eine Perimeterdämmung eine Zusatzdämmung dar. Eine Perimeterdämmung (zur Bestimmung der Temperaturkorrektur-Faktoren) muss folgende Voraussetzungen erfüllen:
- Die Perimeterdämmung (Außendämmung der erdberührten Kellerwände) ist ab Oberkante Bodenplatte bis zum Anschluss an die Fassadendämmung bzw. bis Oberkante Kellerdeckenplatte zuführen.
- Der Wärmedurchlasswiderstand der Perimeterdämmung muss mind. R ≥ 1,5 m²K/W betragen. Die Perimeterdämmung müsste z.B. bei einer Wärmeleitfähigkeit von 0,04 W/(mK) eine Dicke von 6 cm aufweisen (Hinweis: Bei Berechnungen nach DIN 4108-6 fehlt die Anforderung R ≥ 1,5 m²K/W).
Bei der Perimeterdämmung handelt es sich um eine Zusatzdämmung die nicht in einem U-Wert berücksichtigt wird. Die Zusatzdämmung wird über einen reduzierten Temperaturkorrektur-Faktor berücksichtigt.
Eingabe bei abweichender Geometrie des unteren Gebäudeabschlusses
In ZUB Helena besteht zudem die Möglichkeit eine abweichende Gebäudegeometrie des unteren Gebäudeabschlusses einzugeben. Für die Ermittlung von B´ wird in DIN V 18599-2: 2011-12, Kapitel 6.1.4.4 „Geometrische Randbedingungen bei der Bestimmung des charakteristischen Bodenplattenmaßes“ aus Gründen der Vereinheitlichung bei der Betrachtung von einzonig modellierten Gebäuden einer Gebäudezeile oder bei mehrzoniger Modellierung eines Gebäudes jeweils die geometrischen Randbedingungen des betrachteten Gebäudebereichs bei der Bestimmung des charakteristischen Bodenplattenmaßes zugrunde gelegt.
Bild 2: Eingabe einer abweichenden Gebäudegeometrie des unteren Gebäudeabschlusses bei der klassischen Eingabe
Bei der raumweisen Eingabe wird eine abweichende Geometrie bei den entsprechenden Bauteilabschnitten eingegeben.
Bild 3: Eingabe einer abweichenden Gebäudegeometrie des unteren Gebäudeabschlusses bei der raumweisen Eingabe
Die Temperaturkorrektur-Faktoren werden in diesem Fall für die verschiedenen Bauteile separat berechnet.
Eingabe in ZUB Helena (Berechnungsverfahren DIN V 18599)
Während der unterer Gebäudeabschluss nach DIN 4108-6 immer mit Temperaturkorrektur-Faktoren bilanziert werden muss, besteht beim Berechnungsverfahren DIN V 18599 die Wahl zwischen
- vereinfacht mit Temperaturkorrektur-Faktoren nach DIN V 18599-2
- detailliert nach DIN EN ISO 13370.
Beispiel:
Anhand des folgenden Beispiels soll die Ermittlung von B´erfolgen.
EG |
KG |
B´= A/(0,5∙P)
mit
A = Fläche der Kellerdecke zum unbeheizten Keller (EG) + Fläche der Bodenplatte (KG) des beheizten Kellers (rot-punktierte Fläche - Achtung, bei der Flächenermittlung gilt der Außenmaßbezug!)
P = Umfang der Kellerdecke zur Außenluft + Umfang des Kellerbodens des beheizten Kellers (grüne Linie)
Die gelbe Fläche kann als Trenndecke zwischen zwei beheizten Zonen vernachlässigt werden. Sie gehört nicht zur thermisch relevanten Kellerdecke.
Je nach Auslegung kann für beide Bauteile (Kellerdecke zum unbeh. Keller und Bodenplatte des beheizten Kellers) B´ ermittelt und in ZUB Helena eingegeben werden (siehe Abschnitt Eingabe bei abweichender Geometrie des unteren Gebäudeabschlusses).
[1] Auslegung 11-2 zur EnEV 2009 § 3 i. V. m. Anlage 1 Nr. 2.1.2
Sämtliche Aussagen und Auskünfte in dieses FAQs werden von uns nach bestem Wissen und Gewissen aber unverbindlich getätigt. Wir weisen Sie ausdrücklich darauf hin, dass Sie alle Aussagen im Einzelfall immer sorgfältig nachprüfen müssen. Wir schließen eine Haftung für die inhaltliche, fachliche und sachliche Richtigkeit jeder geäußerten Aussage aus. Dies gilt auch bei grober Fahrlässigkeit oder Fehlern in Aussagen unserer Mitarbeiter.
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Hinweis: Diese Informationen werden von der ZUB Systems GmbH kostenlos bereitstellt. Die Ausführungen stellen insbesondere keine Rechtsberatung dar. Jede Form der Haftung und Gewährleistung für die technische oder sachliche Richtigkeit ist ausgeschlossen.
ZUB | Wilhelm Liese
HAFTUNG FÜR DIE INHALTE:
Sämtliche Aussagen und Auskünfte in dieses FAQs werden von uns nach bestem Wissen und Gewissen aber unverbindlich getätigt. Wir weisen Sie ausdrücklich darauf hin, dass Sie alle Aussagen im Einzelfall immer sorgfältig nachprüfen müssen. Wir schließen eine Haftung für die inhaltliche, fachliche und sachliche Richtigkeit jeder geäußerten Aussage aus. Dies gilt auch bei grober Fahrlässigkeit oder Fehlern in Aussagen unserer Mitarbeiter.
Bei allen Texten, Daten, Diagrammen, Prognosen, Meinungen, Programmen oder sonstigen Informationen, bleiben Irrtümer vorbehalten. Eine Garantie oder Gewährleistung für die Richtigkeit oder Vollständigkeit der Angaben wird nicht übernommen. Keine Information ist als Garantiezusage zu verstehen. Die Bereitstellung der Inhalte stellt keine Beratung dar. Die Haftung für Folgeschäden und entgangenem Gewinn, sowie der Ersatz von Sachschäden im Sinne des Produkthaftungsgesetzes, ist einvernehmlich ausgeschlossen. Mit der Inanspruchnahme unseres Supports und Weiterlesen dieses FAQs akzeptieren Sie diese Bedingung. Sollten Sie damit nicht einverstanden sein, betrachten Sie dieses FAQ als gegenstandslos.