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r65s+ff4PLH4tt37594cKFQRA89thjQRAMDAyoSbgbb7755tWrVxcvXhwEQUdHR39//w0XYWtpadm0adO3v/3t6kUU8vn83r17BwYGCoWCmgSg7ui1aASVSuXEiRNDQ0PVB8NQ0dnZefO1ZePx+IsvvvjTn/701KlTQRBcunTp2LFjJl3AnZmZmZmeng6C4MKFCwsXLty6devNv7+9vX3nzp25XG5kZKRYLIYHc7lcLpfr6el5+umn43F3aQBEC+6XycnJX/3qV+GYishtPZS0tra++OKLP/rRj8IlpN55552urq5FixapW7gts4ZC/c3f/M0t/mAmk+ns7JyYmKgOGKOjo6Ojo9ls9msbCACgRvi4qmNffvnlvn37Dh48WJ0rMpnMyy+/vG7duttq7Gxpadm8eXNYvnbt2s9+9jPVC7fr8OHDV69eDctr1qxZtmzZbdyLY7FMJvP3f//3PT091ccHBgZ+8pOfzMzMqF4Aap9ei7pULpcHBwfPnj177ty56OAjjzyyefPmO54A+vjjjy9ZsiRcg//8+fPj4+NdXV2qGm7RuXPnJiYmoqze29t7J3fkeHzdunVdXV1HjhyJfluxWDxy5MiiRYv6+/vN8AZAtGDOXL169cMPP4ymVSxcuPDSpUuJRGLz5s13v2zl97///R//+MfhsKihoaFvfvObLS0t6hxuxeuvvx6Vt2/ffjfvndbW1s2bN1cvIR3+d+/evT09PX/+53/ujQmAaMHdmpmZeeutt6Kh2GG02Lhx41wNxV60aNG6deuOHTsWBMG1a9dee+21v/u7v1Pt8LWGhoYuXboUltva2uZke4pkMrlz587JycmxsbGTJ0+GB0dHRz/44IO//Mu/tMUeAKIFd6hUKg0PD1evKhsEQXd394YNG+Z2AZn169ePjY2FD0mfffbZzMyMPbzg5i5evDg+Ph6W582bt23btjn85R0dHStXrqxeAu7ixYsHDx5sb283PgqAWmMad62rVCq5XG7Pnj3VuWLp0qW7du3q6+u7FwtTVi9rc+DAgWhaKnBDP/vZz8JhhEEQbN68ec5HK8VisTVr1rz00kvV21lOTU3t3bv3nXfeqVQqLgEAogVfL5/P//SnP63exi6RSGSz2b//+7+/d62Vy5YtW7NmTVi+evXq4cOHXQj4KuPj4+HiB0EQPPTQQ48//vg9+h+1trZu27Ztx44diUQiOjg6OvqTn/xkcnLShQCgFhgQVXMqlUosFiuXy0ePHh0bG6v+p3sxAuqGNm7c+OGHH4b9FRMTE+fOnbutZTShSVy9ejUapzRv3rznn3/+Xv8f0+n07t27q8dHFYvFgwcPZjKZvr6+1tZWFwUA0YIgCIKZmZkDBw5UKpVocEUklUpt2bLlfo6r3r59+/79+8Py66+//j//5/90gWCW1157LXq3rlu37v5sNBmOj3riiSeq51+FG3gHQdDa2loqlX7wgx8sX77cBQLgPjMgqlb8/ve/379/f2tr6/W5IpvN7ty58z7P10yn052dnWH50qVLURMpELUFfPbZZ2F5yZIl69evv5//99bW1mw2u3Xr1nB8VEtLy/z582Ox2JUrV1paWv7P//k///Zv/+YaASBaNKNz58796le/isfjFy5cCIIgXEn20Ucf7ezsfPnllzOZzAM5q+eee27evHlheXx8/OLFi64UhK5evXrgwIHoy/swFOqGOjo6du/e3d3dnUgkrly5EovFrl69evXq1Xg8/sknn0TJBwBEiybyxhtvBEFQLpfDRLFx48a2tra//Mu/3Lx5832YWfFVWlpaNm/eHJavXbv2s5/9zJWC0OHDh6PF09asWfMAJyPFYrG+vr4XX3xx5cqVGzZsSKVS0c3k0KFDrhQA95O5Fg/euXPnqleY+du//dsgCFavXl0L5/b4448/9NBDYdvn+fPnx8fHu7q6XDK8ZycmJqIEvnHjxgd+SrFYLOw56e7u/slPfhLeUs6fP3/q1KnHHnvMJQPgPn0eqYIH7qOPPorKD2pYxU08//zz0bCooaEh21zA66+/HpW3b99ea6f33HPPReX33nvP9QJAtGgin376aVhYunTp/Vlh5rYsWrRo3bp1YfnatWuvvfaaS0YzGxoaCrerD4Kgra2tBrerf+yxx8JhUUEQnDp1yiUDQLRoIl9++WVY6OjoqM0zXL9+/cKFC8PyZ599NjMz46rRnC5evDg+Ph6W582bt23btto8z2jl2cuXL7tqAIgWTSRabXbBggU1e5J/8zd/E5XDzTdcOJrQz3/+8+gNu3nz5paWlhq/qwT/NaUbAESL5vL555/X7LktW7ZszZo1QRC0trZevXo1msMKzSOfz587dy7c8XrJkiWPP/54zZ5qdbQIF7MGANGiKSxZsiQslEqlWj7P3t7eVCoVnuTAwECNny3MrUqlEi4SXSqVWltbv//979fy2Va3U4gWAIgWTSRaEb/G97dqaWnZsmVL9OXw8LBrR/M4ceJEsVgMy319fTW44kKkVCqdO3cuLD/yyCOuHQCiRRNZsWJFWLh8+XKNz5BOJpPd3d1hOZfLTU5Ounw0g0KhMDQ0FJbb29szmUwtn20ul4vKNbs4BACiBffE2rVro/Lhw4dr/Gx7e3sTiURYHhwcNEOUZlC9rXV/f3+Nn231VKg/+7M/c/kAEC2aSEtLy6pVq8Lx0IVCocY7LmKxWPRoVSwWjx496grS2HK5XD6fD8sbN25MJpO1fLZXr149ffp0EASJRGLJkiU1frYAiBbMvU2bNkXLuQ4MDNT42XZ0dEQDQsbGxqKnLmg85XI5ekumUqnVq1fX+AmPjIyEy0MVi8Wnn37aFQRAtGg6iUSira0tLJ8/f77296SrHhMyMDBgmwsa1eDgYFTOZrM1vtrS1atXox39lixZEs2MAgDRorn81V/9VfXDeo2fbTwez2azYTmfz584ccIVpPHMzMxEU6K7u7tTqVSNn/Cbb74Z7WgRvUMBQLRoOosWLaqvjotMJhM9aQ0NDdnmggZTqVTeeuutsJxIJDZs2FDjJ3zx4sXp6emwvGTJknQ67SICIFo0r/rquAiCoHqbi1/+8peuII3k+PHj0UYW/f398Xi8xk+4+j2oywIA0aLZLVq0aM2aNWH5/Pnzn3zySY2fcDKZ7OnpCctTU1O2uaBhFAqF0dHRsNze3l77u0PosgBAtGC23t7eefPmheW66LhYu3atbS5oMJVKpXoji+ruxJqlywIA0YLZWlpaurq6wnL1Yi+1+wKKxTZv3hyWbXNBY5iYmKjeyKK1tbXGT1iXBQCiBTdW3XHxm9/8pvZPOJ1O2+aChlEqleprI4sgCH72s59F5eeff95FBEC04P9Tdx0XQRD09/dHw6LeeOMN21xQv4aHh6Pyli1banwjiyAIZmZmzp8/H5bb2tqWLVvmIgIgWvDf6q7jIh6P9/b2huVisWibC+rU5ORk9UYWyWSy9s+5elJWXUwLAUC04L6a1XFx7Nix2j/nTCbT3t4eloeGhgqFgutIfalUKtHe24lEIkrLtWxWl8WiRYtcRwBEC2bbuHFjS0tLWH7nnXeuXr1a++fc398flaNHNKgXIyMj1RtZ1P5QqECXBQCiBbfo29/+dli4du3ayMhI7Z9wMpncuHFjWJ6amooGlkDtKxQKY2NjYTmTydT+RhaBLgsARAtuXVdXV9RxMT4+XhcdF6tXr47mc4+MjNjmgrowayOLvr6+ujjtAwcOhIV58+Zt27bNdQRAtOBm6q7jIhaLRWtfFotFw6KoC9UbWWSz2drfyCL4/zc3VDdDAIBowY3VY8dFKpWKtrnI5XK2uaDGzdrIorOzsy5OO1o7bt68eXUx4xwA0YIHb/v27WHh2rVrb775Zl2cs20uqCN1t5FFoMsCANGCO5NOp5csWRKWp6enL168WPvnbJsL6kU9bmRRqVR0WQAgWnCHstlsVD5y5EhdnLNtLqiLZ/S628giCIIPPvgg6rJYt26dLgsARAtuQzqdXrx4cTweb2lp+eSTT+pl2SXbXFDj6nEji0ql8rvf/S4IgoULF7a0tKxfv951BEC04PZs3bq1XC6HTZVHjx6ti3O2zQW1rB43sgiCYGJiIoxDly5dsuAsAE0ULSqVimEwMzMzc9LJ8NBDD/X09ITlsbGxeqlY21xQm+p0I4tKpRItQp1Kpdra2tyra+1eDdDk4nP760ql0rlz56anp0+dOjU1NRUEwSuvvNLM9bt///4gCBKJRGdn58qVK5cvX37H80Sffvrp0dHRsPz2229XT8Co3eQaiz3//PP79u0L/mubi7o4bRpePW5kEQTBiRMnohFcmzZtcq+uzXs1gGhx5yqVyoULF06fPj05OTk9PR197FGtWCyOjY3NGn2RSqWWLVt268O74/F4T09PmC5yudyzzz5bF5984TYX4WioXC63du3aVCrlJcEDVKcbWZTL5aGhoegekk6n3atr814NIFrc9gfzrOaum4g+wonkcrlo4kH4ZNPW1rZs2bKvbTqtx46LIAj6+/ujR5k33nhj9+7dPqR5gOpxI4sgCN57772o/Oyzz7pX3+d7dXt7+2OPPXaL92oA0eKW5PP53/zmN1/7ETXr1qyWb16l0cCM9vb29evX36QxMh6PZ7PZ8Akgl8t1dXXdbsvlg3mRxeO9vb3haYfbXKxZs8al54Gox40sgiAol8tRs0Imk/na03avnnNTU1NRfX7tvRpAtLglqVRq+/btlUrl3Llz+Xy++kP6qzT52PqvbQjMZDIrVqx47LHHli5dGo9//eXo7OyMVsw8cuTIzp0766IeMpnMRx99FH4wHzt27IknntDsx/1XqVSiBdbqaCOL4Pa7LKrv1adOnTp9+rR79X2+VwOIFrcqFoulUqlwDH02my0UCp9//vnJkyejVRFn3Y59XM36yG9ra7vjaYKxWCzqAcjn8zMzM/XSctbf3793797ly5d//vnnw8PD5nNz/4Wzt1tbWyuVSr1sZBEEQaFQiLosbqunJbpXr1mzxr36Pt+rAUSLO5RMJpPJZEdHR19fX7lcPnv27C0O7W0ec9vcVacdF8lksqura3x8PAiCy5cvl0olHRfcT5VKJWy5L5VKHR0d9bKRRRAEb7/9dlTesGGDe3W93KsBRIu7/nXxeDqdDtvRwwVJmrx+d+3aNefNXbM6LnK5XL00N/b29k5OTp4/f35ycvLkyZNN3krKfXbmzJnJyckgCBYtWvQXf/EX9XLahUIhGsvU09MzV8+77tX34V4N0ITu4XiAWCzmTn2PaiCTyURLuI6MjFQqlfoIsvF4NHwrfMiD++b8+fNhYdGiRcuXL6+X067usnj66afdq+vrXg0gWlAfog2zisXixMREvZz2ww8/HBauXLniInI/zczMhIU/+ZM/qZdzDrslw/LGjRsN0QGgxjXyB1WhUDh9+vSZM2dKpdKKFSuSyeTKlSsbZkeFdDqdSqXChWtHRkY6Ozvr4k/7j//4j7Bw7tw5bz/up4sXL4aFU6dO1cs5R3OLE4nE6tWrG/sCNfYdG0C0qGPlcvnQoUPVcxPDlr9UKpXNZhtmN+hNmzbt378/qJ/NIq5evTo1NRWLxSqVil4L7rOFCxcGQdDS0hJuJLds2bIaP+GZmZlo05ve3t4Gfsgul8uDg4PVy+OG5UQisXnzZttHANSRBvysyufzr7766g3XPMnn8/v27Ys+retdOp2OZkIPDQ2Vy+UaP+GRkZEgCMKZIUuXLvX2435atWpVmG+DIHjrrbdq/4SPHDkSFhKJRGdnZ6Nel1Kp9Oqrr95w241isbh///5oJBsAosUDMDAwEC3Z3t3dvWPHjl27dvX09ETf8MYbb9TLvOevVb15VvWmWjXo3LlzH3zwQfTlt771LW8/7qe2trbqVoZwHeSaNTk52SRdFr/85S+vv2Nv3Lgx+ob9+/c3zB0bQLSoM7lcLvo8zmazfX196XQ6mUyuW7dux44d4fFisdgwA/2TyWTUcTE6OlqzHRfT09P/+q//+t8vu1js8ccf9/bjforH42HHRYzFPNUAACAASURBVOjIkSPHjx+vzVOtVCqDg4NhOdyctFEvyszMTNTD3NPTE92x16xZU71jz5kzZ7yAAUSLByBa0vT6z+N0Ot3d3Z3JZDKZTLQMZQOo7rg4evRobZ7khx9+GATBI488En75zDPPeO9x/33729+u/vLkyZO1eZ7Vu2VHa8E1pKjvKJVKrVu3rvqfUqlUT09P492xARpbo03jjgbsrl279vp/7evra7xLmEwmu7u7x8bGgiAYGxv71re+VVMLtJdKpcOHD//Hf/xHPB7/7LPPgiBYuHDh+vXrvfd4gG+W+fPnB0EwPT29d+/e7373uzX1lqlUKuGspPDxurEnMU9PT4eFG65/NStsAFD7GqrXono40JIlS5rnKm7YsCEqV2+w9cCfkD766KM9e/aEC86Wy+VwwPQPfvADbzwelN7e3lQqdeXKlXCNskKhsHfv3t/+9re1M5q/ebosKpVK9JeG63cBIFrUaLRYsGBB81zFeDwezVPP5XKFQuGBn1KhUPiXf/mXX//619UHH3300ZdeeimRSHjj8cBuebHYCy+80NHRUX3wd7/73Z49e2phJaJyuRztZZHJZBq7y6I6zjVVYxCAaFEfWltbo/INV5gtlUqFQqFQKJRKpQa7kE8//XRUfrAdF+ES9Xv37q1OOPF4/Lnnnvvbv/3b6msEDypdbN269Xvf+151A8Tly5f3799/6NChB3tzqF7nrXoaVUOq3lz8hrMpGviODdCoWv73//7fx44du/k31dHI+JmZmfCJtqWlZdYaRJVK5V/+5V/efffdcKT1Y4891mBPS62treHQo3w+397e/kBaAT/++OMDBw6cPn26+uA3vvGN73//+9EcbqgFyWTy6aefLhaLZ8+ejQ5+8cUXv/vd7xYuXPjwww/Pmzfv/sfyAwcOhOVMJvPUU081/FX44osvwmagL774oqura9a/vvbaa2+//fbY2NjVq1f/9E//tJb/kJt/jJpdBjSPRlshKlpcMpfLzRrecObMmWhcb/UK9w1j9erV0VijaLOt+yYcAXX48OHLly9HBxcsWPC9731vy5Yt1c2TUDuBvL+/f9euXbOmcQ8PD//zP//z/R8fVb3CW8N3WYSikWn5fH5WhVdvRr5y5UovVwDR4gE/Xu/fvz+ceFAqld55551o/91EIvHwww835HNSb2/vV31O3zvlcvnIkSN79+794osvqo8/88wzL730UoP1DtF4ksnkiy++OGv5uEuXLt3n8VGFQiFc5y0Igu7u7ppatOre6ezsTKVS0R37gw8+uOEduyEbgwAaUqO1Jcdisc2bN+/fvz/8MpoQWe35559v1Eb0zs7OkZGRsHPmyJEj1XtO3QuVSuUPf/jD0NBQdU9FEAR/8id/8vzzzzfJsxGNcd8IN7359a9//cc//jE6/sc//nHPnj19fX1dXV33ej/s6ilS1Wu+NXzNZ7PZffv2hV8ODQ0NDQ3N+p7+/n7dngB1c2NvvD8pnU7v2rXrhssQJRKJbDYbNZI15Od0dcdFtMvHvZDP5//1X//1+hFQzz333IsvvihXUHdaW1u3bNmyY8eOWevLDQ8P79mzJ9qO814oFArRu7Wnp6epnqRTqdSuXbu+6raczWZnLecFQC1rzA+wZDK5e/fukydPnj179tSpUxcvXkylUh0dHatWrWr4z+xMJnP8+PFwjPLIyEhnZ+ect7aWSqV///d//+STT2Yd7+rq6u3t1b5IvbdNvPTSS+Pj48PDw9HBy5cvHzx4cNmyZdu2bbsXsbm6y6J6tbcmkUwmX3jhhfCOfe7cuXw+3zx3bADRoj7EYrGOjo7mbO7atGlTOCSsWCxOTExkMpm5+s2VSuXdd9+9fi0UI6BosLvHDcdHnTt3bu/evXMeoWdmZqIui40bNzbnw3Qz37EBRAtqWjqdTqVSc95x8fHHH18/rWLBggWbNm2aw/QCNSIcHzUzM3Po0KFLly5Fx8fHx8fHx5977rknnnhiTt5Z0XpuiURi9erVah4A0YLaEs2MLBaLx48fX7du3d38tnw+/3//7//98ssvqw/Omzfv2rVrly9fHhgYuOF0+VdeeWXWkR/+8Ic3+b9c//3lcvlHP/rRbf3IA/9fXP8j9+F/UalU/vEf/9H/4l68Qh5++OHqXBE5fPjw8PDwc889d5cN7dVLrPb29t7ryeIAcE/Nu3bt2h18PFP7BgYGolEWL7/88p2NsigUCsPDw9VjQkILFiy4fPny9RsCQKP66KOP3n333VkBO7i70YCVSuWnP/1pGC0SicTu3btFizp1u5EVoFH5GGtY1Vtuvffee7f74+Vy+e233967d++sXLF06dIdO3bs2LEjCIJDhw6pZ5pBpVJ5++23v/zyyx/84AfpdLr6n7744ou9e/fe2Q4YExMTUZdFf3+/XAFAvTMgqmElk8lMJhN2XIyOjmYymaVLl97iU9THH3/861//etbxBQsWbNy48cknnwy/DH/55OSkmZc0vOPHjxeLxY0bNy5fvnzHjh3XT8AId8B45plnnnnmmVvsIaxUKr/97W/DcrggknoGoN5pJGtkYcfFI488EgTBv//7v9/Kj3z88cd79uy5Plf09fW99NJLUa4IjwRBMDg4WKlUVDUNrFQqjY6OVs+xTqfT/+N//I/nnntu1g4Y77777o9+9KOPPvroVt4UIyMjFy5cWLZsWRAEGzduVM8AiBbUtGQy+cwzz/znf/5nEASff/759YvGVjt16tRPfvKTWVvgBUHw1FNPvfzyy93d3bNGa7S2tvb09BSLxRMnTqhqGli4wcWsAUuxWOzJJ5/8h3/4h2eeeWbW9//617/es2fPxx9/fJOAMTMzE+4Mc+7cuc7Ozscee0w9A9AADIhqcOvXr//000+LxWKxWDx27NjZs2f//M///NFHHw0fks6ePfvxxx+vWrXq8OHD58+fn/Wz3/jGN/r6+m4yP3Xt2rXj4+NDQ0NPPPFEa2ur2qbxhLvaf9WApXg8/uyzzz7zzDNHjhz5/e9/Hx2/fPny4cOHh4aGtmzZcvLkyfnz569duzb8p3Pnzp04ceL9998P83m4fLN6BkC0oA7EYrGtW7fu3bs3/PKPf/zj9cs9jY2NXbt2rfrI0qVLt2/f/rWL3sRisf7+/oMHDw4PD2ezWbVNg6lUKuHCylu2bLnZbTQe/853vrN+/fpZy6ldvnz55z//eVg+evTo9T9YKpW+853viOUAiBbUjWQyuXPnzgMHDly8eDEIgpaWlqtXr856MLpy5Ur0zc8999ysNXBuoqOjI5VKTU9Pl8vl5txFmAYWruDU3d19K2vLJpPJLVu2FAqFwcHBqamp8OD8+fNbWlqqF4+Kx+Plcjksb9261extAEQL6kwqldq1a9fw8PCHH344K1cEQRDmiuXLl2/atOkOxnx/97vfjcfjcgUNplwuj4yMBEGwYcOG20ry27dvz+fzBw8ePH/+/JUrV6LcHv3a8C353e9+V38FAKIF9Xml4/H+/v5nn332gw8+OH369JkzZ8InngULFjz00EMbNmxYsWLFnf1mj0f382H3008/DcsrVqywX+E9FYvF2traOjo67iA2p1Kp3bt3T01NDQ8Pf/HFF9F87gULFjz88MM9PT233jEIAKIFNWrRokU9PT01cjIzMzPnz59fsmRJNK08enResGBBNFBkcnLy8uXLK1eulGGmp6fDof/hw+vOnTu9pKtz1/T09OXLl1OpVCqVCg/m8/lwT7ooiZVKpZMnTy5YsGDlypU336IuFovd5Qyi9vb2H/zgBy4NAM3D4rM8GO+8885bb7115syZI0eOvPnmm0EQVCqVV1999fjx42fOnBkcHAxX/JycnDx79mwqlfrFL36h0qqnAufz+TvY/rlRlUqlV1999f3335+cnNy3b9/MzEz44tm3b9/k5ORHH320d+/eQqEQBMEvfvGLJUuWnD179vjx4+oNAOaWXgvm2K3M5w73INu1a1cymSyXy4ODg2GTcxAEL7zwQiwW6+zs3L9//4YNG86ePbtq1apUKrVo0aJSqdTMHReFQiFsgI+Mj4+vW7fOSy6siuXLl2/fvj0Igo6Ojunp6XQ6ffTo0Z6enrCKBgYG3n///XCfx3Q6vXjx4rffflu9AcDc0mvBXIaKffv2DQ4Ofu13njx5sr29ff78+blc7uzZs9/5znfi8fjJkyfb2trCMSqPPvpoEAQXL1588sknBwYGDhw4sHz58iYfEPXxxx+HhUQiET1Pe9VFVfHNb34z3INi5cqVYZzI5/OrVq0Kv6Gjo2NiYiIIgs7OzgMHDrz++uvRRhMAwFzRa8HcvZji8UWLFuVyua6urpvPUr106dLnn3++b9++tra26enp5cuXb9u2rXp4TxgwPv/8846OjhdeeOHy5ctNnisqlUoUJMK9RIIgKBaLMzMzJgSHVTEyMtLa2rpo0aKBgYFsNhuGivnz51d/TxAE69atK5VKCxYs+KqJFjMzM4sXLzZFHgDugF4L5lJ/f38QBEeOHImWxLmhL774olgs7ty5M5vN7ty5c2pq6uTJk9d/24IFC8KYYQL3mTNnwifjIAhWrlzZ3d0dlsOWeIIgaGtr27lz5/bt27PZbDTZ/YZaW1u/KleUy+X9+/e//vrr0dYTAIBowYORTCa7u7vz+fzNH3kfffTRRCIRBobW1tZUKjWrXyJ8sFu8eLEqDUVdFj09PeFclPDLsbExD8GhaEmx6mWUL1y4EJWjgWQ3EU6U7+3ttU8LAIgWPHgbNmxIJBIDAwM3eeRNpVLFYjEcAVUul/P5fLgYaC6XC38qnNK9aNEi9RlWUS6XC8vhOJ9wLkoorKsml8lkJicnw/Lp06cTiUQ8Hk+lUlHEPX78eJTHvkqhUBgbG0ulUl/7nQDADWmZY65fUvF4b2/vwMDA0aNHwwV5rrds2bL29vZorkV7e/vKlSuDIEgkEq+++mpbW1sul+vu7tZyHIq2yQuqNmpIpVJh4f33348a7JtWX1/fnj17Ll68GM722bp1a5hyDx48+Pnnn1+8eDGfz2/ZsuXmv+TQoUNBEGzatOnm+10AAKIF909nZ+fx48fHxsa+9a1v3XA6bCwW27Zt27lz5/L5fFdXV7Rl3u7du8Nm5q+dCN5UqndguH4WwdTUVJMvyxsEQWtr60svvXTmzJnLly/39fWFtdHR0bFr167Tp08HQfC1Wy5OTk7m8/lMJuOFBwCiBTUkFott2rRp//79g4OD4VYDN/ye6l2To4OZTEYFVrt+O4vr/eEPf1izZk2TV1Rra+v1vTfJZPJW1nqqVCrhoslf1c8GAIgWPDDpdDqTyeRyOauj3qVoO4tUKjVrSM/7778/NjYWBMG7774rWtyNEydOFIvFnp4ea5EBgGhBLXr22Wc7OjqqJxxzuyqVyujoaFhevXr1rAb4p556KowWxWIxn8/P6gLiFpXL5aGhoUQiYRM9ALhLZityrySTyUwmY0bs3Thz5kxUfuKJJ2b9ayqVihZU/fDDD1XXnTl79mwQBL29vV6rAHCX9FpATctms2HhhmN1Nm/efP78ebV0N9Lp9Msvv2w5MgAQLaDBn3rv8hu4pfugXAEAc8EAAAAAQLSgTkxOTh44cEA9AACIFnBXcrnc1NRULpdTFdSIUqmkEgBAtKD+hDuRjYyMVCoVtUEt5Io9e/YMDw+rCgAQLagzra2tGzduLBaLx48fVxs8cGGoWLlypaoAANGC+rN69epEIjE6OmogCg/WzMxMLpdrb2/v6OhQGwAgWlCHL7VYrL+/P/ivBmN4ICqVypEjR4IgCF+NAIBoQV3q6OhIpVK5XC6fz6sNHoiJiYl8Pt/d3Z1MJtUGAIgW1LEtW7YEQTAwMGA+N/dfuVweGRkJgmDDhg1qAwBEC+pbMpns7u7O5/MTExNqg/vsvffeKxaL2WzW9tsAIFrQCDZs2JBIJJYsWaIquJ8KhcLo6Ggikejs7FQbAHAvaLrjvr/m4vF/+Id/UA/cZ2+//XYQBJs3b47FNKkAgGgBcKf6+/s7OjrS6bSqAIB7ROsd0BTi8Xgmk1EPACBaAAAAogV8hUqlMjk5aSFaAADRAu7K8ePHDx48aCFaAADRAu7K008/nUgkBgYGyuWy2mDOFQqFffv2FQoFVQEAogUNLh6P9/b2BkFw9OhRtcGcO3ToUD6fv3LliqoAANGCxtfZ2ZlKpcbGxjQtM7cmJyfz+Xwmk0mlUmoDAEQLmuAlGItt2rQpCILBwUG1wVypVCrhK6qvr09tAIBoQbNIp9OZTGZqampyclJtMCdOnDhRLBZ7enpaW1vVBgCIFjSRsGl5cHDQQrTcvVKpNDQ0lEgk1q5dqzYAQLSgubS2tvb09BSLxRMnTqgN7tLw8HAQBP39/bGYWxwAiBY0n7Vr1yYSCdGCu5TP53O5XCqV6ujoUBsAcD/FVQG1EnNjsZ07dxoZz10aGBgIgmDLli2qAgBEC5qXXMFdqlQqq1evPn36dDKZVBsAIFoA3KFYLLZmzZo1a9aoCgB4AB/EqgAAABAtaFjlctlCtAAAogXclUKh8Oqrrx4/flxVAADUC3MtqEWLFy8OgmB0dLSrq6tJ5naXSqUrV67Mnz//jv/eQqFww+N38zvrRT6fP3/+vNVmAUC0gNlisVh/f//BgweHh4ez2WzD/73lcnnPnj1BECQSid27d9/ZRm979+79qn9qb2/ftm1bo+4fV6lUBgYG8vn8Sy+9ZJExABAtYLaOjo729vZcLtfV1ZVOpxv7j52eng4LxWLxzJkzd/P39vT0LF26NPryzJkzY2NjU1NTv/rVrxo1pE1MTOTz+e7ubrkCAB4scy2oXf39/UEQHDlypOHncx89ejQIgo0bNwZBcOzYsbv5VU8++WSmSl9f39atW4MgyOVyDVmN5XJ5ZGQkCIINGzZ4ywCAaAE3lkwmu7u78/n8xMREA/+ZhUIhn8+nUqnVq1cHQTA1NVUqlebw90czEC5cuNCQqaxYLGaz2XhcHywAiBbw1cKm6JGRkXK53Kh/48cffxwEwdq1a2OxWE9PTxAEf/jDH+bw9+fz+SiqNV4qGxsbS6VSnZ2d3iwAIFrAzcTj8Ww2WywW33vvvYb8AyuVyujoaBAEq1ativ777rvvzskvL5VKMzMzv/nNb4L/Gm3VYAYHB4Mg2LRpU6POUAeAOntyUwXUuM7OzpGRkUZdiPbMmTNBELS3t4fjeVKpVCKRKBaLMzMz0WTuXC53k9+wZMmS6mnfN1wnqqenZ82aNQ1WdTMzM1NTU5lMpuFn+QOAaAFzIxaLPf/885cvX27I9X/CSdvr16+PjnR1dY2Ojo6Pj0dPzAMDAzf5DbfybD06Orpw4cLVq1c3TOt+pVJ56623giB49tlnvUcAQLSAW5VKpRry7yqVSlNTU2HAWLRoUXjw4sWLQRDkcrn+/v6wK+OVV1659d+5a9euWXMq8vn8G2+8MTQ09NBDDzVMA384Jb2np6fxJpAAgGgB3Lbx8fGwEAaMWT766KM5GcWUSqV6e3sHBgYmJiYaJlokk8ndu3d7CQGAaAH8d7TYunXr8uXLq49PTk4ODQ2dOHEijBa3NdfihhYsWBBUbczXGEzdBgDRAgiCIJiZmSkWi4lEItp3IvLNb35zaGgon8+H+13c/VyLcEu+Rh1XBgCIFnDbKpXKiRMnvvjii76+vnr/W8Iui2eeeeYGb8t4PJPJ5HK5Dz/8sK+vb9euXTf5PfPnz6/+8vPPP5/15fvvvx9ubWHGMwAgWsB/O3HiRD6f/9a3vlXX83fL5XI4zOmJJ5644Td0dXXlcrmxsbENGzbc1l968ODBGx7PZrMNMOO5UCgsXrzYUCgAEC3gbsVisWw2u2/fvkOHDu3cubN+/5CzZ89mMplly5Z91Yq6jz76aCaTCYLgyy+/vMWBTOH3z7Js2bKHH364ra0tXGyqrlUqlddff721tbWuLz0AiBZQK1KpVDhYaHJy8vpZCvUinU7ffIJEGKJu63fe7vfXnePHjxeLxRsOIQMAaoFxBdSfcKLF4OBgpVJRG02iVCqNjo4mEonVq1erDQAQLWButLa29vT0FIvFEydOqI0mMTw8HARBf3+/iRYAIFrAXFq7dm0ikRgaGiqVSmqj4eXz+Vwul0ql6ncIHACIFlCrL9xYrL+/P/ivxmwaW7izx5YtW1QFAIgWMPc6OjpSqVQulws3baBRhZc4k8k0wOK5ACBaQI3asmVLKpVKJBKqolGVy+WRkZEgCMJOKgCglll8ljqWTCZtcdDYPvroo2KxmM1mG2BfDgAQLQAemNWrVyeTyZUrV6oKABAt4OuVy+WLFy9ef3z+/PlftVk1TSIWi33tqlCFQuGGxxcvXmylWgAQLWgun376abgE0A11d3evW7dOxuCr7N2796v+KZVKrV27NpPJqCUAuA806VHrxsbGfvGLX3ztxtvlcjmXy6kuquXz+YGBAS8MALg/9FpQW7LZbFj48ssvx8fHi8Vi+IB47ty5VCp1kx88dOjQ1NTUkiVL0um0amxOmUwmGj01OTkZJYqPPvpIxwUA3Ad6Lai5p8PQunXrdu/eHR3/2s0rwsVJjxw58rX9G9S4crn84x//eHJy8nZ/sKOjI3r9ZLPZjRs3hsenpqbUKgCIFjS16pBw8y6LIAiSyWR3d3c+n5+YmFB1de3o0aPFYvHy5ct3+XsuXboUFtrb29UqANwHBkRRW6LVfi5cuBCFhFQq9bXRIgiCDRs2jI2NjYyMrFq1yjYI9fsCGBsbS6VSnZ2dt/uzX375ZfT6OX369Pj4eFhev369igUA0YKmc/1qP4lE4oUXXrilV3M8ns1mBwYGjh492tfXpzLr0eDgYBAEmzZtuoN1Y0dHR0dHR2cdzGazpt8AwP1hQBS1rlgsvvnmm+Vy+Va+ubOzM5VKjY2NfdVeB9SyycnJqampTCYzh2FgYGDgDqZtAAB3QK8FtWXXrl3VD5rvvvtusVicmpq6xY6IWCy2adOm/fv3Dw4Obt++XX3WkUqlEnZZ3HGPU09Pz5NPPhmWL1y4MD4+Hi4SdfDgwZdeesnWKABwr+m1oLYkq6xZs6arqys8PjY2dou/IZ1OZzKZqampmZkZ9VlHTpw4USwWe3p67jgDLF26NHrxpNPpcNGw0MmTJ9UwAIgWNLW2traoXCqVbvGnnn322SAIpqenVWC9KJfLQ0NDiURi7dq1c/U74/F4NPvfmCgAuA8MiKJ2lUqlY8eORV/eemN2Mpl8+eWXLRJVR8KhUL29vXcwe/uGKpXKyZMno+1Qoq30AADRgmbxwx/+8IbHe3p6bu+VLVfUla6urosXL97lntkDAwMDAwM3/KdVq1apZAC41wyIog60t7fP4TgZalA6nb530+537NghagLAfeDjlgdvyZIlX9VcvWLFio6OjmQyqZb4Kl/14mltbV25cuXKlSvnapAVACBaUOvS6fQ93dSsVCpZeLSBZbNZlQAAtUBjHg1ucnJyz549FggCABAt4K48+uijQRAMDg5WKhW1UVNKpdIHH3zgugCAaAH1obW1dePGjcVi8fjx42qjpgwPDw8NDZ05c0ZVAIBoAfVh9erViURidHT01jfd417L5/O5XC6VSt3TaTYAgGgBc/oqj8X6+/uDIBgeHlYbtaBSqYQbUGzZskVtAIBoAfWko6MjlUrlcrloe2YeoImJiXw+393dbVlhABAtoP6EDeRftVsz9025XB4ZGQmCYMOGDWoDAEQLqD/JZDKTyYRD/NXGA/Tee+8Vi8VsNmuHbAAQLaBehTMuwiZzHohCoTA6OppIJDo7O9UGADQYrYY008s9Ht+xY8fixYtVxYMyODgYBMHmzZtjMe0aACBaQD2z1OkDVC6XL1682N7e7ioAgGgBcBe3m3h8586d5XJZVQBAQzImAbjfAUMlAIBoAQAAIFpAlXK5PDAwYCFaAADRAu7W9PT0wMCAof/3WqlUUskAIFpAw4rH4729vUEQHD16VG3cU7/4xS9+9KMfSRcAIFpAw+rs7EylUmNjY4VCQW3cI5OTk/l8PpPJmL0NAKIFNO6rPxbbtGlT8F/7uDHnKpVKWLd9fX1qAwBEC2hk6XQ6k8lMTU1NTk6qjTl34sSJYrHY09PT2tqqNgBAtIAGFzaoDw4OVioVtTGHyuXy0NBQIpFYu3at2gAA0QIaX2tra09PT7FYPHHihNqYQ+FQqN7e3ljMfQYARAtoDmvXrk0kEkNDQ1Yxmiv5fD6Xy6VSqUwmozb4f+zd7W9Td6Lg8d9GCY1NQuFcLknjbMpNPEuBgCgERKFiJLej0uGKuy94Ue7c2xcI9Y+qRrNSdzVUGjTSoG0Lu9S3iyahYoCiNqTTrZOh2ThNGMahGGwPWJ598dvx+oaHoeUptJ/Piyo4zvF5cNLz9e88APAD4ZotENra2nbu3Hn58mWr4mHJ5/MhhNdee82qAABpAT8s2WzW5+sPy9zcXLzgbHd3t7UBANIC4Dvq7e3dv3//6tWrrQoAkBYAD1oXVgIA/NA4jRsAAJAW8AiUy+VCoWA9AAB8Kw6IgsV+85vfVCqV/v5+95AGALh/Ri1gsT179oQQxsbGrIr712g0jh49ev78easCAKQF8P8MDAwkSVIoFEqlkrVxn6ampkqlUq1WsyoAQFoA/1+811s+n280GtbG31Sv1z/++OMQwo4dO6wNAJAWwP/X3d09PDxcKpWmpqasjb/pzJkzlUoll8u1tzt9CwCkBfDvxQ/gP/7443q9bm3cQ7lcHh8fT5JkcHDQ2gAAaQEs1t7ensvlKpXKp59+am3cw6lTp0IIL7/8clubvycAIC2AOxkcHEyn02fPni2Xy9bGHc3NzRWLxWw26/bbAIC0gLv/erS1vfrqqyGEhYUFa+N2jUbj5MmTIYTt27dbGwCAcy7hXnp7ew8dOuTs5DuampqqVCojIyPd06NZ8AAAIABJREFU3d3WBgBg1AL+Vn/rirvo6ekZHh7evHmzVQEABKMWwHfW3d29a9cu6wEAiIxaAAAA0gIer1KpZCUAAEgLeCDnz58/evSoC9ECAEgLeCBr164NIZw4ceKHvBIajcbY2Jg7lAMA0gK+uyRJstlsqVSanp7+wa6Ezz//fHx83B3KAQBpAQ8kXhDp1KlTjUbjB7j4tVptdHQ0nU5v2bLFmwEAkBbw3XV2do6MjFQqlc8///wHuPhjY2MhhD179rS1+dMBAEgLeDBbtmxJp9Ojo6M/tPMNSqVSoVBIkmRgYMDbAACQFvDAvzNtbTt37gwhnDp16ge14Pl8PoTw2muveQ8AANICHo5sNpskSaFQ+OHc5iIubDab7e7u9gYAAKQFPDTxw/vTp08/npdrNBrlcnlubq5QKJw/f/7ixYuFQqFcLtdqtcfz6h9//HEIYc+ePTY9AHA37VYBfAfd3d179+7t6+t7pK9Sr9e/+OKL8+fPV6vVezwtk8ls27att7f3Ec3GhQsXKpXK7t2729v9xQAApAU8bI/0bOZyufzZZ5+Nj4/Hfw4NDa1cufLZZ59NkqSjoyOEsLCwcPPmza+++qpWqxWLxWKxmEqlXnrppbVr1z70ALh69Wo6nV6/fr2NDgBIC3hq1Gq1Dz/8sFgshhCSJNmyZcvg4ODtF3uN5zxks9nYIf/7f//vc+fOxTOtd+/evXHjxoc4S7lcrtFouOAsACAt4KkxNzf3P//n/6xWq0NDQxs3brzPY5y6u7u3bdu2efPmr7766vTp06Ojo5cuXXrttdce4vCFrgAApAU8HRqNxoULF86ePRtCyOVycTjiW+no6Mhms88///z/+B//o1gsHjlyZN++fUmSWLcAwOPhk0h4UOVy+ejRo3Nzcw/SFR988MHZs2dTqdTBgwe/Q1e0Bsa+fft27dpVrVaPHj168eJFGwgAkBbw1CiVSr/97W8bjcZ37opisTg0NPSzn/3sodw4Ynh4+MCBA6lUanR09Pz5899hCvV6vVwu27IAgLSAx6e7u3t4eLhUKk1NTX3nrti2bdsrr7zyEE9pSJIk1sXZs2cLhcK3/fEzZ84cOXLkQYZiAABpAXxrO3bsCCF8/PHH9Xr9W/3gRx99VCwWh4eHt23b9tDnKpVKxbrI5/Pf6sbh5XJ5fHw8SZI1a9bYuACAtIDHp729PZfLVSqVM2fO3P9PxZtqZzKZnTt3PqIZS6VSP/nJT0II77333v3fuvvUqVMhhJdfftmFoQAAaQGP2+DgYDqdHh8fv89TFMrl8ujoaCqVyuVyj3QPvre3N5fLVavVDz/88H6ePzc3VywWs9nso7u9NwAgLYC7/y61tb366qvhrx/531uj0Thx4kQIYd++falU6lHPWzabzWQyxWLxb5500Wg0Tp48GULYvn27bQoASAt4Mnp7e7PZbLFYvNvZz41Go1wul8vliYmJUqk0PDz82O47kcvlQgj5fH5hYaFcLt/tnJDPP/+8UqmMjIw8lAtVAQA/KG6ZBw9NvV7fsGFDoVA4fvz47t27//jHP8bTG4rFYrVaXfTkVCr1OEcG4pFX+Xz+V7/61aJvxdtodHZ2/t3f/d3o6OgzzzyTzWZrtVpnZ6dtCgBIC3i0CVGtVhcWFm7evHn58uVarbYoHm7evPlv//ZvrT+SyWTinnoqlbpx48Yf/vCHl156qaOj43HO9uDg4OnTp6vV6vDwcHNuJycnFx0l9ec///ndd99dFB4DAwMhhJ6eno6ODskBAEgL+C7K5fKNGzeuX78+PT1drVaLxeIdnzY0NBR3vjs7O7u6upYvXx5CWL58+aJTtG/duvVf/st/SaVSg4ODj3lB2trafvKTnxw7diyE8Morr8QHm18sLCz86le/WrFixcjISAjhq6++CiHMzs7G8FiUH0mSJEnS09PT3d29atWq2xcTAJAW8EPXaDRu3LgxPz9/+fLlhYWF20MiSZJVq1bFhOjp6QkhfKvTEj799NMQwksvvfRE9sV7e3uTJBkfH9++ffuiMZNVq1b967/+a71ej4sTByuiarVar9fjKM1XX30VR2lKpVJrb8TYGBgYSJJkxYoV7e3+tgCAtIAfnnK5vLCwMDMzMzs7u+jWcplMZtWqVWvWrEmSJJVKPeDVnBqNxsTExBMZsmjasmVLPp//9NNPb79J392WLj6+KDlu3bpVq9Xm5+e/+eabq1evTk5OtsZGKpUaGhpas2ZNHNnwHgMAaQHfW7VabWZmZnp6etGhPplM5vnnn1+xYsWqVase+j7x5cuXq9Xqtm3bnuDhQ4ODg/l8fmJi4gHv/93R0dHR0dFcRa+88kq1Wv3mm2+uXLkyPz8/OTk5Pj7efHI2m+3p6Xnuuece2xWxAABpAY9QvV6/cuXK1NTU5ORk8zzm+Pl6f3//o2iJ6enpZcuWNe89d/HixRDChg0bnuBKaGtr27Zt27lz50ql0sPd0Y+jOr29vcPDw7E0/vjHP/7xj3/8wx/+UCgUmgmXzWaz2WxfX5+DpgBAWsDTVxSzs7OfffZZ88SJVCo1PDzc39//93//94/ujnW3bt06fvx4KpX62c9+1tbWduvWrcnJyXhg1ZNdIf/wD/9w7ty53//+97t27bp169YjulBVKpUaGBgYGBjYtm3brVu3/vSnPxWLxdbMSJJk/fr1Q0NDLjkFANIClrRGozEzM9NaFEmSvPDCC88///zjOfq/o6Mjjg9MTEwMDw9//fXXIYQXXnjhia+ZmDeTk5O7du2K9w7fs2fPI70SbkdHR29vb29v77Zt2+JoRtwuo6Ojo6OjSZJs2bJl7dq1xjEAQFrA0lKr1SYmJs6ePdtaFENDQ49/uODFF1+cmJgYGxsbGhqamZkJITz//PNLYRUNDQ2Nj4//n//zf+JAyuO8w0ZzNOPWrVtff/11bIx8Ph9CGB4efuGFF5yPAQDSAp68ubm5c+fOxWGKVCr14osvPpGiaGpra/vxj398/PjxsbGx2dnZVCq1RC6X1N/fPz4+HocsXnvttScyDx0dHc3G+Oqrry5cuDA+Pj4+Pp4kyY4dO/r7+90rAwCkBTwB5XL5xIkT8dKxmUxm27Zta9asWQr7pvFWD5OTkyGE4eHhJbK6nnvuuRDCjRs3hoaGnnjtdHR0xHO7S6XSJ598Mjk5efz48SRJXn755eYZ8ACAtIBHrlarjY2NxTODh4aGduzYsdRupPDaa68dOXIkhLBmzZolMksdHR2pVKpare7Zs2fprKgkSV555ZU9e/Z8+umn586dO3bsWJIkuVzOIVIAIC3gkSsUCvEw/SRJXnvttaV5d7bu7u7Vq1dfuXJlSe0i9/X1xbGUpSae/v6f/tN/OnPmzOTk5NGjR3fv3r1+/XrHRwHAEud/1TytGo1GPp+PXbF3794DBw4s5bs+x3lbUnPY09MTQqjVakt2jb3yyisHDhxIpVKjo6O//vWvl+ysAgDSgqe7Kz744INCoZDJZP71X/91YGBgic/wN998E0J4nBdi+ptWrFgRQpifn1/K6y1Jkp/97GfDw8OlUulXv/qVugAAaQEPvyuKxWImk3n99def+B3o7sdDv/X1g1u1atXT8UeqrW3Xrl3xhhjqAgCkBTxMFy5cKBaLw8PDr7/++lNx/H2j0Viyu/KXL19+Kjb6tm3bYl18+OGHfgUAQFrAQ1Aul8+ePZtKpXbu3Pm0nNd748aNJThX8cSParX6tGz6bdu2DQ0NFYvF6elpvwgAIC3gQX322WchhJ/85CdP3fWC4mnTPIhdu3aFEM6cOWNVAIC0gAc1OzsbQnga76TW2dlp8z2gVCqVyWRKpVI8xgwAkBbw3ZVKpUwmYz38YMWqXJrHmAGAtICnSSqVKpVK1sMP1tWrV+PbwKoAAGkBDySTyVSr1Vu3blkVP0CNRmN2djaVSrW3t1sbACAt4IFks9kQwqlTp566OX9aLvO6lE1NTVWr1Y0bN1oVACAt4EENDAwkSTI5OTk3N/e0zHM8gXupXeb1KbrsbHOG8/l8KpXavHmzXwQAkBbwELz22mshhGPHjj0tddHR0bEE56per4cQnn/++aelK44ePRpCeOmllxwNBQDSAh6O7u7u/fv3x7p4Wu6elkqlJicnl9QsPUUXWSqVSkePHq1WqyMjI/GIOABAWsDD0dvbG+vi+PHjH3744dI/q7uvr2+pzdL169dDCEmSLOX11mg0xsfHm12xdetWb34AWLIcV8BTXBdvvvnmhx9+ODk5OTs7++Mf/3hgYGDJzu3KlStDCOVyubu7e4nMUjytfGkerBXNzc399re/LZVKqVRq3759S7yCAABpwVOss7Nz3759Fy9eHB0dPX78eJIkL7/88tK8Ufezzz4bQlhYWFg6aRHva7505qdVuVw+c+ZMPIRseHh4586dbW2GWAFAWsAjtnHjxnXr1p06dapQKBw7dixJkh07dvT39y+pndGenp4Qwh//+MclMrTSaDSW5n3N5+bmLl68GKMim81u3759acYPACAt+J6+j9vbc7nc9u3bf/e73xUKhePHj6dSqQ0bNmzYsGGJ3LZ5+fLlIYQ//OEP27ZtWwrzE+9pvXRGeG7duvXVV1+dPn06XhJ3KQ9AAQDSgu+/7u7uXC63a9euiYmJixcvnjt37ty5c5lMZtOmTc8999yTPamgra0tk8kUi8Vbt24thdMb4tFQT3zUotFoXL58eWpqanx8PD4yPDy8adMmIxUAIC3gyevs7Ny6deuWLVtmZmY+++yzYrFYLBbjbvSTbYx169YVi8U//elPS+HD+N///vchhDVr1jyRV79169af/vSn1qJIkmTLli1r1651zwoAkBawtLS1tQ0MDAwMDNTr9dnZ2TNnzjQbI0mSF154oa+vb+XKlY/zfIw4RDA1NfXE06JarcYTLR7z6Sjlcnl+fv6LL76IGyJui/Xr1w8NDcUblgMA0gKW8Fu8vT02Rq1Wm5mZifu1Y2Njzd39559//vFkRiqVSpJkfHx8+/btT/aYqHiS9KZNmx5bTnz11VetdwxUFAAgLeAp1tnZmc1ms9lsPL5/dnZ2amqqOZQRM6O3t/fv//7vV61a9YiO9X/hhRfGxsa+/vrrJ3udqHg01HPPPfcoJl6tVr/55psrV6589dVXzXUby2poaGhwcHD16tWOegIAaQHfB21tbb29vb29vVu3bq3X61euXJmdnf36669bM6NZGs8++2xPT8/y5csfypjG0NDQ2NjYmTNnnmBalEqlUqk0NDT0UEZOGo3GjRs3FhYWrl27Nj8/3zo0EUJIkiS2xJo1awxQAIC0gO/1L0B7e8yM5l7y/Px8HNNYVBoxDFauXPnss88mSdLR0fEdRjbiJ/eTk5OlUulJ3Vv6k08+CSG8+OKL3+Fnq9VqvV6fn5+v1Wrz8/Ozs7PxWrGtC5jJZAYGBpIkecynsgAA0gKWira2tu7u7u7u7mw2Gx8pl8sLCwvxbIFisbjoI/m4J93X15dKpeKlluJ98e49xPHiiy9OTk5+8sknr7zyyuNfxnK5PDk5mSTJvcOmXC6HEBYWFm7evPnNN99cvXp1YWGhVCrd/sxsNrty5coVK1Y8xLEdAEBawPdNLI0QwsaNG8NfhzVu3Lhx/fr1y5cv12q1QqFwe2+0VkcIIQ50hBCWLVu2atWqjo6OlStXTk5O7tix4/HfveHMmTMhhK1bt5bL5bggIYQ4BBFb4o790KyIEMLAwEBckFQq5ZQJAEBawHfRHNZo7mfncrnw7z/jv3btWrzR9T2qIzpx4sSBAwce5/zHIYsQwsmTJ+/2nEwmk0qlOjs7738cBgBAWsDDEWNj0RBErI440BFCuHXrVnNA4PLly5cuXSqVStPT04/tfO5Go3HixIkQwn/8j//xRz/6UXywq6tr+fLlIQRDEACAtIAlLQ50xK+bpzdks9mtW7e+8847/+t//a833njj8dzjYmpqqlQqZbPZ2DwAAA9/z8cqgMevs7Mzl8tVq9VTp049hperVqv5fD6VSu3Zs8fKBwCkBXyvZLPZTCYzOTl57ty5R/pCjUbj6NGjIYQf//jHjnoCAKQFfA+99tprqVTq3Llzc3Nzj64rPvjgg2q1OjIy8mRvAQ4ASAvgUWlvb//P//k/hxCOHTv2KOoidkWxWMxkMlu3brXCAQBpAd9b3d3d+/fvfxR10Wg0/u3f/i12xeuvv25VAwDSAr7nent7m3Vx7ty5RqPx4NOsVqu//vWvJycnY1e4KwUAIC3gh1IXBw8ejOddxFMjHmRq09PT//W//tdSqTQ8PKwrAABpAT8s3d3dP/vZz7LZbLFYPHr06PT09HeYyK1bt8bGxo4fPx5C2Lt3765du3QFAPDYuBIlLJnQb2vL5XIDAwP5fP748eOpVOqll156/vnn7+eeeuVy+bPPPhsfHw8hJEnyj//4j52dnVYpACAt4Icrm8329PR8+eWXZ8+ezefzIYRt27ZlMpnly5cvX768dRSiWq3W6/X5+fkLFy6USqUYFVu2bBkcHDRYAQBICyB0d3dv3bp18+bNly5dOn369Llz51pvqzc0NLSwsBBbojVINmzY0Nvba+0BANIC+Pe/nO3t2Ww2m82WSqVSqXTt2rWrV6+WSqXJyckQQiaTSaVSAwMDy5YtW7NmjcOfAABpAfwNSZIkSWI9AABLnAOyAQAAaQEAAEgLAABAWgAAAEgLAABAWgAAANICAACQFgAAANICAACQFgAAgLSAx6VcLo+NjR09evS99947f/58o9F4WFNuNBrlcvlBpnDx4sW5ubm7fbdWq9Xr9dsfn5ubO3r0aAjh7bffvvdE6vV6rVb7VrM0NzeXz+cfw3a5n2Wv1+tvv/32HVcCACAt4LGq1+u/+c1varXajh071q5dOzEx8cEHHzysid+4cePIkSOPbubHxsYuXbp0++O//e1vX3755fuZwqVLl8bGxp7GDReXvb29fWRk5MyZM97JACAt4AmbnZ2tVCq5XG5gYGDjxo07d+4sFov1er1cLjc/C29+HUch4rBGvV6fm5tbNChRLpfn5ubiOECj0VhYWIgPto6ExInU6/VSqVQqlVq/FR9sfemhoaHVq1c3JxKfEL9bLper1eq1a9cWDTvEGVizZk3zkeZEGo1GqVRqzmGtVrt27Vq1Wm0uxaKFao5plMvl5lKsXr16+/btoWXMpDnB25di0fpprsC47K2jDc0Vco9ln5ubi9+t1WrNZf/Rj340Pj5u4AIAnkbtVgHfJ8uWLQshFAqFtWvXtre3Dw4O9vT0tLW1nTp16rnnntu6dWu5XD5y5Mju3bs3btx49erVo0ePHj58eG5u7tixY0mSlEqlTCbz+uuvt7W1jY2NjY+PZzKZYrE4MjLyox/96Pjx4yGEI0eOHDx4sLu7O75iHMpIp9OdnZ2lUimdTh84cKCzs7M5zbib/k//9E/d3d1jY2MDAwPZbPbIkSPZbDbufKfT6TfeeCOOhxSLxatXr+ZyueYSTUxMbNiwoa3t/38KECeydu3ad999N4SwatWqYrG4d+/eQqFQKBTiHL711ltxBuL8x4W6dOnSF198kUql4utmMpl9+/ZdunQpn8+/9dZbcbijVCrF/+ZyuTiH77//fvOlK5XKW2+91fxn67LHxWwu+8mTJ5tP++lPf5okSeuyDw8PT01Nxe++8cYbY2NjxWKxuexJkszOzg4MDHg/A4C0gCemt7d39+7d8eSBJEkGBwc3b97c1ta2du3aTz75ZOvWrfPz8+l0+tKlSxs3bvz6668zmUyj0Th58uTevXsHBgbq9fq77747NTXV1dU1NTX15ptvNiNh8+bNBw8ejHvtt7/uiy++uHHjxkaj8etf//r8+fM7d+48efLkyMjI1q1bG43GRx99dOLEiQMHDrT+SGdn54EDBxqNxs9//vPZ2dm33norn8/Hne/Wp5VKpTvuZF+5cqVSqRw6dKi9vX16erpcLsexmunp6VwuV6/Xjx071rpQMzMzMV3279/f29sbF2rR4MDs7Ow///M/x6yanp7OZrP5fH5wcHDXrl2NRuODDz6oVCq3z8mGDRviYn7wwQdjY2O5XO7kyZPNn/roo4/y+fyiZQ8h/Mu//Euj0fjlL3956dKlmFLNZU+SpFAoSAsAeOo4IIrvm40bNx4+fPjAgQPr16+fmJj4xS9+UavVhoaGKpVKrVabnp7esGFDsVhsNBqff/75pk2bqtVqpVIpFAr5fP7UqVMhhOnp6dnZ2RDC2NhYPp+fmJiIu933eNH169eHENra2nbs2DE+Pn7jxo1KpbJhw4b44JYtWxYdKxVC2LRpU/xuNpu9efPm3aZcKpW6urpuf3z16tXpdPrdd989f/78smXL4gw0Xbt2LYTQulBxQCPWVwhh+fLlIYRqtbooEuLwSDz+Kh7U1JzPdevW3XEON2/eHJ+wbdu2QqFQLpcrlUrzp7Zv377oWKnWZe/r67t9gitXrvQ2BoCnkVELvlcuXrz4zDPPZLPZJEmSJFm/fv3Pf/7zmZmZ+Mjly5cLhcKbb745MTExMzNTKpX6+vri7nXzM/KBgYGurq7Z2dnOzs7WB1etWnWvRm+7Q6W3t/+/36+Ojo6H/6vb3v7GG2/Mzs7OzMzEA5/27du36DmLFur69ev3nuaKFSta/3mfJzw0lz0ejXbHRf5W504888wz3skA8DQyasH3zccff7zoTOi4y7t+/frjx4/HEwMGBwfPnDmTyWTa29tTqVR8TjabzWaz165du3nz5urVq2u12uDgYDabXbt27fT0dHza3UxPT8cvCoVCJpOJT25e7umzzz5Lp9N3zI+/KZ1O3zEJ5ubmzpw5MzAwsGvXrv3798dxmNafCiH09PTEhbp8+fI9BkbuprOzM51Of/bZZyGERqPxxRdf3PFp8VCrEMLvf//7JEnieEjzwbjsnZ2d9/+68/PzBi4A4Glk1ILvlfXr13/yySfvvPNOPGp/dnY2k8n09/eHEIaGhkZHRwcHB0MIg4OD4+Pje/fuDSG0t7fv3r37+PHj2Wy2Wq0uLCy88cYbbW1tnZ2dv/zlL/v6+mZnZ/v6+trb2+Mn8e+9994rr7yyaF+5+ePFYvHAgQNxmvl8fnp6uvngfXbRn//8540bNzYfGRwcjEc3LbJy5crx8fGFhYVVq1ZNTU1lMpm2trZly5bFA59yudzu3bvjyeJxoXbu3Nk8c/r+vfrqq8eOHVtYWKhWq3e7Y8aiZW9ra9u7d+/x48djisSzO+4nY5rLfrfTSwCAJe4//OUvf4n34bqHO563CktTo9GYmZmJH9J3dXWtWbOmOVxQKBR6enq6u7vr9fqlS5fiVaTit8rl8vz8fFdX1+rVq+ODjUbj8uXL169fj8dWxafFayst+sF4zaj5+fkQwu3TbH1wbm5u+fLl3d3dzWtYtT5Yr9dnZ2eXLVsWT4eI4tWW4tnVzUeaz48DI83FbM5zLKs4t83vxvmJ32qugWq1Gh9sTjbO+Y0bN3p7e+PVZhcWFrq6ukqlUjxHvDlvcdkPHToUZ6O/v79ZXLVaLQ5cNB+8z2Vfvnx5nGZzNcLSd+//jfp/KPDD4X/efN+0tbXd7TPv5sWX2tvbF12Iqbu7u3k92eZ0Wnfxo9bMuPeP3/HB5gRbX735YHt7++1z3tvb29nZOTMz0/xW6/MXLcWieV40t63z0/zZ5oOtP9h88NSpU6lUateuXZVK5eOPP96zZ88d/ojcNhshhM7OzkUP3ueynz9/fmRkRFcAwFO5G2YVwIPo6Oi4fcf64crlcleuXHkiS/fKK69Uq9V33nnn9OnTe/bsiYeWPbplbzQaV69ejZecAgCeOj4ahAfS2dnZeozQo3C3oZLHs3S3X3jq0S17W1vbo16ZAMCjY9QCAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAEBaAAAASAsAAEBaAAAA0gIAAJAWAAAA0gIAAJAWAACAtAAAAKQFAACAtAAAAKQFAAAgLQAAAGkBAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAAAPW7tV8D3WaDQ+//zzzz//vFQqpdPpDRs2bNmypa3trj2Zz+db/7ly5crNmze3t3+7N0m9Xv/000+//vrrTZs29fX1xR8vl8u/+93vQgjbt2/v7u5+WAtYKpWOHj06MjKydevWEMLc3NzU1NTs7Oz69evXrVu3aM5rtdrY2FhPT8/GjRvv/yUuXrw4Pz+/a9euzs7Obzt7tVrtnXfeac5eq3K5HEJ4iKviHuJmzeVyf3NtvP322yGEt95668FftFarTUxMXL169butuiflu71J7vOX8caNGx0dHZ2dnY/uVQBAWvCofPDBB8ViMYSQTqcrlcrZs2e//vrr119//W51USgUFj0yMTHxT//0T/e/Bzw3N3fs2LH4dbFYjHvV09PTx48fb77E3r17BwYGHsoCnj59OoSwYcOGuFMYXzpJktHR0fn5+UU709/N/Px8oVDYvn37d9g/7uzsTJLk7NmztxfdkSNHHtZO/Hdz69atuLkf0d7thx9+WCwWM5nM0/Ur8+hWy40bN44cOZLNZh/K2xIApAWP1dzcXLFYTKfTBw4ciB+UHj16tFgsXr16NUmSe/zgwYMHu7u7S6XS6dOni8XiqVOn9u3b1zrZ2dnZDRs23HFXe2JiIoRw4MCBlStX/vKXv4x71XFf7eDBg3GXulAoNNOi0WjMzMzcvHlz2bJl/f39bW1t5XJ5fn6+v7//8uXLN2/e7O/vb29vn52dvXnzZk9PT2vk1Gq1YrGYJEmck5mZmRBCLpfLZrNHjx4tFAp79uxpHbhob28fGBjo6uqq1+uXLl3q6upavnz5/Px886VDCPV6Pb5W64Nxj3N6enrRPMzNzV2/fn3ZsmXNwZk45RBC88HBGs1VAAAZeklEQVT169ePjo7OzMy01lQz4QqFwtq1a9vb22u1Wpz/JElu3zqNRuPy5cvXr18PIXR1dfX29sa11JyZOMFsNtucqxBCnHIIofWlW1/oft5CrZNqfdHbv44z1lyu2LTr1q37y1/+UigUurq6li1bViqVstlsc6O3/khzzff09MzPz8fFuX254py0TmHNmjXNt02SJNevX1805eYix7mN0+nv7+/s7Gw0GlNTU82XaBUn2Po2aG6F1i3eutHv+KJxCjdu3Pjyyy9DCKVSKW70RW/FuHJaX645A11dXaVSadGbHwCkBY9V3Mt/8cUX4553Z2fnT3/601Kp1NHRcT8/niTJnj17jhw5EvcRW509e/bs2bNJkqxfv35oaKi1MQYGBgYGBpIkqdfrlUol7pDNzs6GloN/4j/jPtm7774bnxZCSKfTb7zxxvz8fD6fj8Ms8cEQQvM5hw4dau7SXb58OYSwfv365gyHEL744ou4A5dOpxcdEFWtVvP5fDab3b59e+tLxD3LXC5XLpd/85vfNB/MZDKvv/56/Pr9999vPv7mm292dna+9957zTUT+629vf32xRkYGBgdHW2tqdBy4Fk+nz948ODCwkJzVCeEMDw8vGvXrtY5b44+NZ8wODiYz+czmcy+fftKpVL8enBwcNEzDxw4kCRJfLlsNhuPH7ufrd9oNG6f1M2bN5sv+uWXX549ezaut88++2x8fHzv3r13XMD9+/e3HmjX399/9OjR1pW8b9++Re+E5kZpznl8PxcKhYMHD6ZSqdYnxynEt03rj+/fv7+3t7dQKLQ+PjIy8swzz4yOjsbxtKtXr8YlWpQWs7OzcVipOf1Go/HrX/+6VCo1N24czWsdpms+edF6zmQy69atO3v2bHxnxo1+77fi7Vsql8tJCwCWPqdxf2/F3aDnnnuutRay2Wx3d3ehUHj7NrdPobkrE08MiHp7ew8fPrx///6+vr7R0dF33nnnvffea90djB9Lnzp1Ku5UtYZBVKlU6vV6COHMmTOVSmVkZOTgwYNx76pZHX19fW+++WYmk6lUKn19fQcPHow7f80nhBBu3rwZQnjmmWfiP1euXJlOp4vFYtyV3Llz573XT6VS2b9/f9whjp+O/+53v6tUKrlcLs5PsViM9RLn5+DBg7FeZmZmpqeni8Xi8PDwoUOHdu/eXalUJiYmZmdnK5VKJpM5fPhwLpfr6+u7du1as2paX7p5HNRbb72VSqViVxw8ePDQoUNJkoyPjzd3YeNefiqVymazhw8fjiM/U1NTa9asCSEUi8VGoxE/Mt+0adPMzEw8Bunw4cNxud5///3W122edHH48OHh4eF7rJw7Tqr1ReOH/XG9xa/7+vruuIDLly9vFtH+/fvPnz8fV/KhQ4ey2WyxWJybm/v0008rlcrw8PDhw4dHRkbuveHi22bRFJrv8IMHD8ZFm5iYqNfrcZEPHjy4e/fuWMX/8A//0AzvuOq2bdt2x/dG3BzFYrFUKsUTluIc5nK5SqVy4sSJEMLJkydjxhw6dCiTyRSLxenp6bj5mouTSqX6+/vjtstms7cfBRdfLh4oFVdpnO29e/cePnz4qTuoDIAfMqMW31tJkpRKpevXrzcPfSmVSvHIip6envs54DsGQAihuXf4/3q0rW3lypXPPvts3JdaNKxRq9X++3//76VSKX7qf8fzOuJ4QtwljWeK/8u//Ev8Vty1GhgY6OzsXLduXbFYHBgY6O7uHhgYKBQKMSeiuN+/bNmy+M8LFy5UKpVsNrthw4aTJ0/m8/l40Ms91k/z8JXWl44N05yfuA+6YcOG7u7uLVu2xH2+K1euhBDGx8fHx8fj06ampjZv3hyD5Oc//3mSJFu2bFm5cmVc/NtHfppidcTkCyHElyiVSs2t1tbWtn379i+//PKjjz6KZVWpVNra2oaHh8fHxy9fvhznsL+//+OPPw4hvPTSS21tbXGQpFKpNBqNRbUZF3DTpk3Nmb9jWtw+qbi7PD4+PjMzE8eFKpXK9PR0DKp7n+6fJEkciomf8beOJFy/fv3q1atxltra2rZs2RI/4L+b+LZpncLs7OyKFStCCOvXr+/u7n7hhRfiorWu240bNzZPn4jv21KpFFddTKZWmUwmvjfi8WylUikeoxXnMA6nlEqlWq0Wlz0+edOmTcVi8cqVK2vXrm2+PeKQRWdn561bt/7mW7G5UHFLxTUffwv8QQNAWvAkrVy5Mu4uNw/FiftDe/fuXbVq1f1MIX6mm06nW/MgHtHR3Endv39/655Zo9H48MMPS6XSyMhI89zluCfXut8Wv+js7GwOaMRj03t6eu5/AZ999tnw17GLEMLXX38d/noFqr6+vkKhcPXq1UXxsGh/7o6PNxqN5rH7zflZFFdRNpttPcypvb39jTfemJ2dnZmZGR8fz+fz8aD8b7XV/vznPy96pFarHTlyJJ1Ov/jii9lstnno1ODg4Pj4+G9/+9v4ef89Lvx1xwW8x57uPcQXPXPmTAhhz549x48fj/OzadOmvxm68YsYJCMjIzEG4remp6f/5gw3R3Li26Z1Cl1dXfGckDiE1Tzkb9EyxrNl1q5dGxsgn89/21V3x5XWHJJqDqMlSXLo0KHZ2dlCoRBPO0mS5B4HIt7trViv19vb229/SwDAkuWAqO+tzZs3x7TI5/OFQuG9996LnzT39fXFA9MXaf7gl19+efHixffee++ORxaVSqVUKrV3795Dhw7lcrne3t7WPbOPP/44njt+9erVjz76KJ/P12q1eFDWe++9Fw+dip/phr8eQvPpp5+Wy+UPP/xw0bHyf1PzUKgoTvZ3v/tdoVCIn+6vXr36W00wfpx/4cKFUql04sSJfD6fSqXu+Mw459VqNUmSZcuW5fP5a9euFQqFX/ziFzMzM7t27YrH5Ny8eTPud97tmJa5ubl0Op1OpwuFQjyQ5pNPPgkhtCZWrK9Vq1Zt3LixddAmFl3c4R4cHAwh9Pf3hxBOnz5dLpfjCEySJK1bp7mA5XI5Xlzrbu42qbhKm5+pxzNhwp0++L9HnMQvenp6rl27Fjd6zOBTp06Vy+ULFy4s+pHPP/+8eZRRcwq1Wq11CncU26NQKJRKpbm5uePHj1+4cKG9vT0uXZzgCy+8cPsPNo9ripujv78/rrq4Qs6fPx9XZmdnZzqdLpVK09PTzTn/u7/7u7GxsV/84hchhFwuFzd9c8PFkcP7fCueOHHi4sWLo6Oj/poB8LQwavH93bTt7QcOHHj//ffjR6chhHQ6/eqrr7a3t69duzYe+X1HrYejxAsutX63q6srlUo1p9l8WvwiHqxSqVSa392+fXuMnDjZkZGRdevWxW/t2LFjdnY2nhQeQhgeHu7u7o5HntyPuP99+fLlOIfr1q27dOlSnLF0Op3L5b7tHTl27dpVKpWa87N79+67TaG3tzdevyiea5tOp7ds2dJoNNLpdPMoqXQ63d/fHw/1aT3jJYojOceOHTt48OCrr7568uTJ5nDE7t27W0/YXbFiRTzO6u23327uyocQ2traRkZG4qzGPfuBgYE4V/EU5HQ6/Y//+I+LFrC5wlsndbu7Taq9vT3OeVznGzZsiCf03/+VeW/f6EmSrFixYmJiolgsxvGZ5pN37949Ojoa962b5zpv3rx5amqquZ6z2Ww8XfuOvwL79+8/duxYczPFN2rzcLJ0On3HEYN0Ot3cHMPDw52dnbEumiukeXzXT3/60/fff7/55JGRkd7e3pUrV05NTTUfzGQya9asiXURz8++x29fc0vFKFpYWFg06AcAS9l/+Mtf/nLHU3hbPcGr7/OA4o264nU5m4f+303r6drhLjd0m5ubi0eot2qmxaIphBCWL1/evK5r+OtZFotmb2FhofX6rdVqNZVKtbe33+3r5o//t//23yqVyuHDh5vLFZ92xzlv3rNs2bJlzZuXhX9/97r4nBs3bqxevTq+UK1Wu3XrVlyKRfNQLpcXFhZWrVrVfLnb1/bY2Nj4+Hi8UtPtM9NcP/V6/dq1azdv3ly5cuXtu+n1ej2e3bF69eo4DBJfMc5Pc0Gam2BhYaGrq6u5uVsXME5q2bJlK1asuP1nb38/LJrUHTfQHSfSfNHWW8Ut2uhr1qxpfTCePLNmzZqf//znzT87cR5iOzU3xO1TaJ2rRa/YXOS4CeJ341Wtdu/evej+Fc2fjdXa1dXVuuGaW7z5ro7Tv3bt2vXr1xctztWrVxddNDbOZNzo934rtl4h9/z582fPnn2Id4PhUbj3/0b9PxSQFv4s8hSIh3vFy4wuza6Lp3QfOHDAxvq2e2mP6M9OuVxuDsW88cYb33Zo63G+scNfL8aQTqf/+Z//+f7PCUFaADwpDojiKdY8cH9pajQauVzuW52bTmgZBHsUUqlULpdbdNu7pSabzXZ1dcVThrZs2TI4OKgrAJAW8GjFK4Eu3d+u9valPHtL1iNdaU/LRunt7V2aY3EAcK99M6sAAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAEBaAAAASAsAAEBaAAAA0gIAAJAWAAAA0gIAAJAWAACAtAAAAKQFAACAtAAAAKQFAAAgLQAAAGkBAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAADSAgAAkBYAAIC0AAAAuLP2+3nS22+/bU0BAAD3YNQCAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAIBH5D/85S9/sRYAAIAHZNQCAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAEBaAAAASAsAAEBaAAAA0gIAAJAWAAAA0gIAAJAWAACAtAAAAKQFAACAtAAAAKQFAAAgLQAAAGkBAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAADSAgAAkBYAAIC0AAAAkBYAAIC0AAAApAUAACAtAAAApAUAACAtAAAAaQEAAEgLAAAAaQEAAEgLAABAWgAAANICAABAWgAAANICAACQFgAAgLQAAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAEBaAAAASAsAAEBaAAAA0gIAAJAWAAAA0gIAAJAWAACAtAAAAKQFAACAtAAAAKQFAAAgLQAAAGkBAAAgLQAAAGkBAABICwAAQFpYBQAAgLQAAACkBQAAIC0AAACkBQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAA0gIAAEBaAAAA0gIAAJAWAACAtAAAAJAWAACAtAAAAKQFAAAgLQAAAKQFAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAABICwAAQFoAAADSAgAAkBYAAADSAgAAkBYAAIC0AAAApAUAAIC0AAAApAUAACAtAAAAaQEAACAtAAAAaQEAAEgLAABAWgAAAEgLAABAWgAAANICAACQFgAAANICAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAACkBQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAA0gIAAEBaAAAA0gIAAJAWAACAtAAAAJAWAACAtAAAAKQFAAAgLQAAAKQFAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAADSAgAAkBYAAADSAgAAkBYAAIC0AAAApAUAAIC0AAAApAUAACAtAAAAaQEAACAtAAAAaQEAAEgLAABAWgAAAEgLAABAWgAAANICAACQFgAAANICAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAACkBQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAA0gIAAEBaAAAA0gIAAJAWAACAtAAAAJAWAACAtAAAAKQFAAAgLQAAAKQFAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAADSAgAAkBYAAADSAgAAkBYAAIC0AAAApAUAAIC0AAAApAUAACAtAAAAaQEAACAtAAAAaQEAAEgLAABAWgAAAEgLAABAWgAAANICAACQFgAAANICAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAA0gIAAEBaAAAA0gIAAJAWAACAtAAAAJAWAACAtAAAAKQFAAAgLQAAAKQFAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAADSAgAAkBYAAADSAgAAkBYAAIC0AAAApAUAAIC0AAAApAUAACAtAAAAaQEAACAtAAAAaQEAAEgLAABAWgAAAEgLAABAWgAAANICAACQFgAAANICAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAA0gIAAEBaAAAA0gIAAJAWAACAtAAAAJAWAACAtAAAAKQFAAAgLQAAAKQFAAAgLQAAAGkBAABICwAAAGkBAABICwAAQFoAAADSAgAAQFoAAADSAgAAkBYAAIC0AAAAkBYAAIC0AAAApAUAAIC0AAAApAUAACAtAAAAaQEAACAtAAAAaQEAAEgLAABAWgAAAEgLAABAWgAAANICAACQFgAAANICAACQFgAAgLQAAACkBQAAgLQAAACkBQAAIC0AAABpAQAAIC0AAABpAQAASAsAAEBaWAUAAIC0AAAApAUAACAtAAAApAUAACAtAAAAaQEAAEgLAAAAaQEAAEgLAABAWgAAANICAABAWgAAANICAACQFgAAgLQAAACQFgAAgLQAAACkBQAAIC0AAACkBQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAASAsAAEBaAAAA0gIAAJAWAAAA0gIAAJAWAACAtAAAAKQFAACAtAAAAKQFAAAgLQAAAGkBAAAgLQAAAGkBAABICwAAQFoAAABICwAAQFoAAADSAgAAkBYAAADSAgAAkBYAAIC0AAAApAUAAIC0AAAApAUAACAtAAAApAUAACAtAAAAaQEAAEgLAAAAaQEAAEgLAABAWgAAANICAABAWgAAANICAACQFgAAgLQAAACQFgAAgLQAAACkBQAAIC0AAACkBQAAIC0AAABpAQAASAsAAABpAQAASAsAAEBaAAAA0gIAAEBaAAAA0gIAAJAWAAAA0gIAAJAWAACAtAAAAKQFAACAtAAAAKQFAAAgLQAAAGkBAAAgLQAAAGkBAABICwAAQFoAAABICwAAQFoAAADSAgAAkBYAAADSAgAAkBYAAIC0AAAA/m/7dUgAAAAAIOj/a28YYIJNawEAAGAtAAAAawEAAFgLAAAAawEAAFgLAADAWgAAANYCAADAWgAAANYCAACwFgAAgLUAAACwFgAAgLUAAACsBQAAYC0AAACsBQAAYC0AAABrAQAAWAsAAABrAQAAWAsAAMBaAAAA1gIAAMBaAAAA1gIAALAWAACAtQAAALAWAACAtQAAAKwFAACAtQAAAKwFAABgLQAAAGsBAABgLQAAAGsBAABYCwAAwFoAAABYCwAAwFoAAADWAgAAsBYAAADWAgAAsBYAAIC1AAAArAUAAIC1AAAArAUAAGAtAAAAawEAAGAtAAAAawEAAFgLAADAWgAAAFgLAADAWgAAANYCAADAWgAAANYCAACwFgAAgLUAAACwFgAAgLUAAACsBQAAYC0AAACsBQAAYC0AAABrAQAAWAsAAABrAQAAWAsAAMBaAAAA1gIAAMBaAAAA1gIAALAWAACAtQAAALAWAACAtQAAAKwFAACAtQAAAKwFAABgLQAAAGsBAABgLQAAAGsBAABYCwAAwFoAAABYCwAAwFoAAADWAgAAsBYAAADWAgAAsBYAAIC1AAAArAUAAIC1AAAArAUAAGAtAAAAawEAAGAtAAAAawEAAFgLAADAWgAAAFgLAADAWgAAANYCAADAWgAAANYCAACwFgAAgLUAAACwFgAAgLUAAACsBQAAYC0AAACsBQAAYC0AAABrAQAAWAsAAABrAQAAWAsAAMBaAAAA1gIAAMBaAAAA1gIAALAWAACAtQAAALAWAACAtQAAAKwFAABgLQAAAKwFAABgLQAAAGsBAABgLQAAAGsBAABYCwAAwFoAAABYCwAAwFoAAADWAgAAsBYAAADWAgAAsBYAAIC1AAAArAUAAIC1AAAArAUAAGAtAAAAawEAAGAtAAAAawEAAFgLAADAWgAAAFgLAADAWgAAANYCAACwFhIAAADWAgAAsBYAAIC1AAAAsBYAAIC1AAAArAUAAGAtAAAArAUAAGAtAAAAawEAAFgLAAAAawEAAFgLAADAWgAAANYCAADAWgAAANYCAACwFgAAgLUAAACwFgAAgLUAAACsBQAAYC0AAACsBQAAYC0AAABrAQAAYC0AAABrAQAAWAsAAMBaAAAAWAsAAMBaAAAA1gIAALAWAAAA1gIAALAWAACAtQAAAKwFAACAtQAAAKwFAABgLQAAAGsBAABgLQAAAGsBAABYCwAAwFoAAABYCwAAwFoAAADWAgAAsBYAAADWAgAAsBYAAIC1AAAAsBYAAIC1AAAArAUAAGAtAAAArAUAAGAtAAAAawEAAFgLAAAAawEAAFgLAABgLr2zpSm+czL+AAAAAElFTkSuQmCC)
16
中文
听音位置
当您将iLoudMTM用于立体声应用时,最佳听音位置应位于假想三角形的中间。这意味着您的聆听点(最佳听
音位置)将位于等边三角形的顶部,两个音箱应放置在此三角形的另外两个点上。此外,对称位置也很重要:这
适用于音箱之间以及墙壁,天花板和地板之间的距离。为了获得对称的立体图像,对称反射也很重要:我们建议
与墙壁保持至少20厘米(8英寸)的距离,以避免低频增强。
房间声学
室内声学在监听系统的表现中起着关键作用。始终建议至少对您的环境进行最低限度的声学处理。这与正确的监
听摆放一起,将改善聆听的线性度和精确度。