iVBORw0KGgoAAAANSUhEUgAAAyAAAAJYCAIAAAAVFBUnAAAAKXRFWHRjaGVja3N1bQAzZjdlOTUxODY0ZjlhYmY5ZjA5NWY2N2ExNjEzM2M1NUo19u4AAAAGYktHRAD/AP8A/6C9p5MAACAASURBVHic7d19XFR13v/xL3fKjRAZCCpooIKLiihq5M+7bq7MNLUyLU2LXdQ2a/XKq8eud+VWapnk4h2lrV66Zpqlrprl3aN0lfDSJCJvkVDAVERQboWBOb8/Tjs718ycYYCPW3a9no8ePWYO53xvzvd7zrydOXPGTdM0BQAAADnuP3cDAAAAfm0IWAAAAMIIWAAAAMIIWAAAAMIIWAAAAMIIWAAAAMIIWAAAAMIIWAAAAMIIWAAAAMIIWAAAAMI8G7fZlStXTCaTv7//HXfcIdugX4KLFy/m5ubGxcW1aNFCpEDx3VVSUlJRUeHh4dG6dWuRAvEzKi4urqys9PT0DA0NdbiC+IR0gqnl0K/7jGfxSxh9s9n8448/KqVatmzp6+v7czVDitlsdndv6hsZt3T61Xv+aaiCggLl8vCJ1/6LYhiwNm3alJ2d7fBP/fv3r66ufvHFF4cPH75o0SKbv+7Zsyc3N3fy5MmSzbyVbBq8bNmyjIwMNze3hx9+OCAgQKQvmZmZRrurcfLy8t59993du3dfvnxZ3T773JV23i59cahxjc/NzU1OTk5LSzt//rz9X60n5KhRo2QaasxmakEnfgj/MjVi9GUP2EOHDm3ZsiUhIeG3v/3tsmXLnnvuOZFiLUwmtXlzzfHjdZ6eqmtXj2eeaaYvP3Kkdvt2k6apkSO9+vT56WVR09SWLTXHjtXdcYfbI494xcZ6WBdVUqKtXVszbVpzy5JFi27evPm/qrv3Xs/i4q0FBQVTp051HrMa/YLbdDbnn6YPaFpamuvD5/zsd9vTDIwYMWLnzp1paWnffPNN69athwwZcuTIkQMHDixevHjWrFmapg0cOHD69On2Gz733HPR0dFGxdowm80urtmUTZyzbnBFRYW/v39eXl5JScmpU6ca1BeHLK012l31bmhk1apVISEh+uOmt1OK82a70s5fTl8aodGNX7p0afv27e2X20zIRpTciOPFemrdIuJHcdMZNanRh/BtqqGjL3jAbtq0aejQoRUVFZqm3XXXXWvWrBEp1qKkxPz//l/pq69WXrhQd+xYbZ8+pfry7dtrunW7kZNT9/33tRER13fsqNGXDx1a1r9/6eHDpoMHTaGh13ft+mm5yaQtWXIzPPx6SMh16/LDw68PHlxm+a9t2+vr1lVrmrZ8+fKnn37a+Zxv9AuuCOvzj8iANmj4jM5+vwKG72C1a9du6NCh+uNmzZq1bNmyT58+SqmYmJilS5c6SWwffPBBbW2tK9luy5YtP/7444svvuh6HGzEJvWybnBubm5ZWZm/v39gYGBgYKDrfXGo0a1t6IZNbKeUepvtSjsb0Zfq6mqz2ezj49OgrW4F8YGwmZAN3fxWHC9N9wtslVGTfvam/nLmthGpAzYzM/P5558/ceKE5XOlpnyy5rCKt9666e/v9uc/+yil2rVTr7/urS//05+qXnnFOzLSXSk1fbr3jBlVw4Z57d9f+9lnpgMH/Pv29VRKTZnSfObMqiFDvJRSaWm1997r+fLL3m+99b/esHrwQc/Vq/30xzdvavfdV/70082UUi+88MK2bdsWLFgwc+ZMowY3+gVXnNRJrOkfjP4KGAasJUuWOFweFBT05z//WX/s4eGRkZHxxRdfNG/ePCkpKSAg4MyZMxkZGb6+vsOHD1dK5efnb9y4sbS0NCwsbMKECdbTPTs7+80334yLi9u4cePIkSO9vb2Li4vXr1+vlBo/fvydd95pv3lBQYHNJnpRGzdu1B/Ex8d36tTpwIEDly5dUko99dRTSimbYg8fPpyfnx8bGxsSErJx48aYmJgrV67oDS4pKfniiy+UUlu2bPH19Y2Li/v2228tfbEvqkEddLi7lFInTpw4cOBAUVFR69atn3rqKX9/f/s9Y73/09LSDh06VFZWduHCBX2J9T53siucNFWXmZm5b9++4uLi4ODgYcOGdezYUSl18+bNrVu3ms3mxx9/XN/kyJEjubm5sbGxNTU1u3bt8vX1TUpKatGihU2zc3JybPpl3U6jQlxZR2/t3r17jxw5UldX5+Pjs3379k2bNrVt29bSl8uXL3/11VfWvRs2bJi+rfP58Nhjj7Vp08a+19bS09PPnz/foUOH48eP//jjj7179x42bJjNQBw/fvzs2bNKqVatWvXo0WP37t1KqZ49e0ZFRTmcSA7ZTMgxY8a4ubk1ekSuXr3qfALYTy2d873hfJjst3U+vV2chDaj1qpVq7q6OstTf3//Zs2a9ejRIzo6+tixY+fOnWvZsuVDDz1kNHBGTXLxEHY+oEaVKkfHvr7caG47qcXhNLZZ3/lIGY2+6+fPphywSqnk5OQRI0ZYX/t148aN5cuXm0ymcePGBQcHK6X27dtXVFRkP7KuVFFbq5Ytq16+/F9XBQ0e7KWUOnWq7uTJul69fvr47957PV98sfLUqbrvv6/z8FB9+vy0vF8/zzlzqn74wRwZ6T5ggKdS6tAh2xRiSVdKqZUra555ppnnP19gp06dOmHChOnTpzdv3lw50rgXXFfGyOFkcFiX+t8nMecDWm+B9sPn4ob2x/vHH39sNpuVUl26dOnWrZtlzYsXL/7jH/9QSsXGxsbExBh16mfUpIz5zTfffPXVVx4eHsnJyb///e+VUpGRkWfPnn3hhReUUoWFhfHx8dHR0YmJifv3779y5Yr1tnl5eQUFBZ6ent7e3m5ubgsXLkxMTBw8eLCmaXFxceXl5fab22xiKapTp07jxo07depURESEUqpXr17vv/++/ti+2O7duycnJ0+ZMmXq1Knr1q1r0aKFpcFXrlypqalRSjVv3tzb29u6Lw6LalAHHe4updTy5ctDQ0Ofe+65L7/8csyYMQ43tHj99ddHjx4dHByclJR099136wut22m0K5w3VSm1bNmycePG9e3bNykpqbi4eOfOnUqp1NTU0aNHd+nSJTo6eujQoampqUqprl27JicnT5069csvv1RKzZ8/f+rUqfbNtu+XdTuNCnFlHaXU9OnT58+fP378+OHDh//lL38ZMWKEzcn622+/PXjwoP7Gz7x58+bPn6+f1+qdD4WFhQ57ba1Lly5z586dM2dOUFBQeHj4pEmT/vM//9Om8Z07dz569OjEiRMjIyMDAwMzMzMrKyuN5qTtcfVPNhOyKSNy9epV5xPA4dQyqtGak2FyuK2T6e36JLQZtdatW1s/DQ8PnzFjxo4dO/Tmpaen6+8cGA2cUZNcPISdD6hRpcrRsa+M57bzWuynsf36TkbKaPQbdP5sygF78+bNTz75RH/PxiI9PT0sLMzf3/+ee+7RQ0Z8fLzDkXWlirw8c0WF1rGj+6VL5n/8o/bs2Tp9+YULZqVUUNBP4x4S4qaUys8333WXW12dqvtprZ+WX7xoVi6orlb//d/Vv/1tM8uS3r17FxcXf/bZZ65sbsTF6efKZDCqwsUzsCsF2g+fKxs6PN779OmTlJR04sSJ6OhopVRmZuaGDRuUUq1bt/b09Pzqq6/0f4n9ErnyOWL79u3HjRtns9D6I+H58+dbPkNNTU1t27atpmk7duwIDg6ura3VNO3y5cuVlZX2xS5dulR/HB4efvToUU3TzGZzUFDQmjVrHG5uvYm1ESNG9OzZU398+fLlhx9+2KhY65bn5+frL6h6gzVN0+NwSUmJTV9cb6FRB412V1ZWlv7go48+8vf3t9/QoqCgwMvLa+3atfpT60slrNvpcFc4b2phYaGPj8+OHTv0p9euXdu8ebOmaR06dDh8+LC+cO/evZ06dbLvy6xZsywf2Fs322G/rNtpVEi965jN5hYtWqxfv15fnpSU9MADD9jsq++///7SpUuapm3fvt3d3T09PV1f7sp8MOq1te7du7/xxhv6482bN3t6ehYUFNg0vrq6OjY29tlnnz169Ogrr7xi2dZhG4yuQrCZkI0eEecTwMnUcmVvGNVutK3D6d3oSaiPms3T6Ojod955R1/zjTfeiI+P1x8bDZzRicWVQ9jhgFozqtT+GHEyt+utxWYPOJ/qmtVIORn9hp4/G33Anjt3Tim1e/duyxLri3i2b9/eqlUr/RomhyPrShV799YoVTxxYsW0aRXTplW0bFkyalS52aytW1etVPGNGz9dIHX9ulmp4r/9rbqoyHzXXSWzZ1fW1Wl1ddrnn9coVbxlS42lwMWLb9pcg2WxbNnN+fOrbBYGBAS8/fbbDte30aAXXFfGqN7JY33+ceUsXW+BRsNX79nP6Hh/5pln7rvvPv3xxIkTIyIi9AJfeeUVvcBfpkbepsFGcHCw7dcnlIqNja2oqBg4cOBLL700cuRIo7dGlVInT57Mz8/PysrSv0fg7e197ty5+++/38XNlVLTpk2777770tLS+vbtu3r16kmTJhkVa71VWFiYix1segutWe+url27nj59+tKlS1lZWfrbFUaOHj1qMpl69erlvHCHu8L5WGRkZFRVVfXu3Vt/2rJly1GjRp06dSonJ6dLly76wri4uOzs7DNnzuj/hrAIDQ21H/oG9ctJIUbrNGvWTNM0/bH+amqzst7ssrKyF154YcqUKffcc49ybT642GtrCQkJtbW1WVlZNv9ibtas2bp16/r06XPlypXt27frC+ttgxNNGRHnE8BoajVib1hqb+i2jZ6ENkex6we10cC5wnIIN3RArSt1eIw4nNsNqiUsLMyV9S0jZTT6TTx/NuiA1a9kMLrULCEhobCw8NixY5bpYa/eKpo1c1NKTZvWPCbGQyk1alSzfv3KPvusmZ+fm1LKZPpptepqpZTy9XW76y63Awf8X3/9Zr9+ZW3busfHeyil/PxUvWpqVGpq9eHD/jbLfX199W42nevTz8XJ4ArLgDZizuvD5+fn53xDJ8f7+PHjhwwZ8uOPP7Zs2fLkyZO5ubn/+Mc/BgwY8N133y1cuLAR3fn3uIWXobVr1y49PT0yMjIpKSk6OjonJ8doze+//14p5e/v7+3t7e3tnZqaOm7cONc3V0oNGjSoe/fu+r81d+/erV815bDYxvWl6S106MaNGz179lyyZElZWZmnZz1ht6ysTCmlX8TjhMNd4bypRUVFeu+sF+rfGba8EutXnurXFcn2q6Hc3NyeffbZlStX5ubm/v3vf09LS9NDpL2ZM2e6ubnNmzdPf+rKfGhEr728vNQ/R8dGbGxsz549v/vuu4qKCtfbYKQpI+J8AhhNrabU2NBtxSdhvZwMnOsaOqCWSh0eI0Zzu6G1NGh9o9GXOn+6csDq+dLDw8NRAUq//uaHH35oShVhYe5KqevXfwph8fEeXl4qM7NO/+yvouKn5WVlmlKqVSs3pVSXLh6bNvmlpflv3uynByy9EOf++tfqRx/1uuMON5vlXl5e1Xp8k+PKGAm+DjauQMvw1buhk+P9gQceCAkJ2bRp09atW1944YV+/fqtW7fu2LFjCQkJTenLrSb84mdN07Ru3bqtW7fu+vXr/fv3T0lJMbqOLyQkRCnVs2fPyMjIRmyumzp16uTJk9euXTt48GD9QHVYbOOItNDetm3b8vPzjx8/rv55inGiX79+SqnCwsI2bdo4X9N+Vzhvart27ZRSeXl5nTt3tiwcNGiQl5dXSUmJftlpYWGhl5fXoEGDxPvVCC+99NIf/vCHNWvWxMTEZGdnO/x63ZEjR1asWPH3v/9df80+cuSIK/OhEb3OzMxUSrVv397+T2+99dbMmTNfe+21qVOnrl27VjVtTjZlRJxPAKOp1ZQaG7qt+CSsl5OBc11DB9RSqdEx4nBuN7SWBq1vNPqC5896D1j9JpNGb2NnZGQopfRLGBtdRbt27m3auGdk1OnfCtQvq7vzTrfYWA8fH7fTp+vatXNXSn3/fZ2Pj5vNLa+UUmlpdW3buuvvfjlhMqmUlOoDBxzcELiqqkr89q2ujJHgODauQMvwVVVVOd/QyfHu4eExduzYDRs2RERErF27tqqqavr06S1atLBcJP3LdAvfwfr000/T09OVUoGBgVFRUfo/3az5+fldv35dKdWnT5/g4OAVK1bUu7llE3tjx4698847p02blpSUpC9xWGzjuN5Chx00omlaaWmp/vaG9UnW4YYREREdOnRYtWpVva213xXOm5qQkBAZGblgwYI6yyWdSgUEBPTr1+/zzz/Xn27fvn3AgAE2bzAY9deoXyI0TRsyZEjv3r0ff/zxzp07O9zDJpNp4sSJTzzxhP6NLZPJtHXrVlfmQyN6vW/fvs6dO9t/wnLgwIGqqqpHH330r3/964YNG/RLtpsyJ5syIs4ngNHUakSNrmzrcHpLTUJdYGBgVlaW83WsB87oUK33EG7ogFoqdXiMGM3thtbSoPWNRl/q/OnKAdu2bVs3N7fCwkKHm+/atSsmJkb/fNDhyLpShaeneuGF5uvX1+jzKzOzzmxWDz7o6e/vNnq019///tNnhB9/XDNqlFdAgFtpqfbqq1X6wsJCbeXK6ldf9bYv1saaNdUPPOAZEmL7wmoymYqLi/UPo5csWdLQf4obcWWMBF8HG1Gg9fDVu6Hz433ChAnHjh0LDAz08fEZPXq0yWRKT0+v9yOdn5nzS7QOHjyo58SOHTvOmjXrhx9+0Jfv2rWrXbt29957b1pa2tmzZ0eMGOHn5/fhhx/u3bt36NChLVq0eOeddz755JOIiIj/+q//evbZZ3v16pWfn29T+Ny5c++8884nn3zy2LFje/fuDQsL69at2xNPPDFu3Ljc3Nzdu3fbb269iX1r58yZM378eOsl9sXqLU9ISNi0aZO+gqXBmZmZ48ePV0pNmzZt//791n8qLS11sYUOO/jGG2843F1Xr15t165dWFjYww8/PHnyZA8Pj/fff99JNw8cODB06NCBAwc+8cQTo0eP9vPz+9vf/mbTToe7ot6mfvvttz169IiMjBwxYsTjjz+u75xTp0698sors2fPnj179h//+MezZ8/qe8zSl5MnTw4dOjQgIEBf39LsL774wr5f1u3csmWLw0JcWUfTNJt/tXTq1Om7776z7s5f/vIXpdQjjzzy7LPPjh07tnPnzq+++qor88Go1za6d+/et2/f119/fdCgQb/5zW/02q0bv2LFisjIyI0bN2qa9j//8z+dO3du3br1hg0bHLZh9+7dQ4YMCQgIWLRoUXl5uaWWH374wXpCNmVE5s+f73wCOJxaruwNJ7UbbWs0vV2fhDajZj+If/3rX93d3X/zm9889dRTjzzySGho6JYtW4wGzkmT6j2EHQ6oK7PF6Ng3mtvOa7HfA/brOxkpo9Fv0PmzKQespmn33Xffn/70J8vTYcOG/cd//Mcf//jHuLi4Hj16nDx50vnIulJFXZ02dWrFI4+UzZhR2aPHjf/+72p9eVmZediwst/+tmLs2PLhw8vKy82apt24YW7T5vqLL1ZMnVrRs+eNd9/910Xre/fWzJhRee+9pT4+JX/4Q8X8+VU1NZqmaTU1WseO13Nz6zQ7x44d8/Lyunz5sqZpnTp16tChg/06WsNfcF0Zo3onj/X5Z9u2ba4MaL1z3mj46j37OT/hxMbGHjx4UH/8zDPPJCcnO9yNvxwufYuw0aqrq3Nycq5cuWK0wpUrVyyZQH+qf7/GyeY2m1irqKi4ft3B1zpsim0KV1pos75Ra3Umk+n8+fPV1dWub3j16lWTyeS8nfa7ot6mappWVlZ27tw5m8ZUVlbaN8+IpdlG/Wo6s9n89NNPp6enl5WVlZWVFRQUDBw4cMqUKa6X4Mp8cN5r/XthP/zwQ2Fhoev1NrQNjWubfUX6iLgyAYymVoNqdGVbJ9O76ZNQV1RU9OOPP9osdDJwRk2q9xC2rGY0oEaV2h8j9c7thk6bBq1vNPpNPH+6eMB+/PHHHTt2tL7duT5j7U/p9iPboHOCyaTl59fV2aWgGzfMerSyqKnRLlyoO3++rr7Tbf1eeeWVMWPG6I8vX76sJy1BroyR4OugKwUaDZ8rLTE63i9dumSZISUlJfbf3P+luYXXYCmlmjVr5vxj2latWjl56nBzm3WsGf20pJNNGsqVFjaoak9PT4dXgTjZMCgoyHmZytGuqLepSqkWLVrY/5xwg+4ibWm2Ub+a7uDBg5mZmfoXA5VSLVq0aN26dYN+A9WV+eBKr51fFNL0Nhhp3Ii4MgGMplZT7iTucFsn3W/6JNTdddddRn9yOHBGTXJxpOpdzb5S+2Ok3rnd0GnToPWNRr+J508XD9gnn3xy//79ixcvfvnll/UlRjPWfmRdqcLNraQpvWg0TbvzzJkz+/bt279/v75Ev4ZJlitjJPg66EqBTk449bbE6Hi3/kHoRvyyxb/frQ1YgLjOnTuXlZW99957vXv3Li8v3759e0FBwfvvv/9va0BNTY3JZCorK6urqzP63hN+gX6WgWtQpT/73L4VXO/UsmXLXn311cWLF1vuxSpYhaYZ3r78ljp69OjixYu3bdvm5P7p+LVy0/557xDgdlFWVrZnz55Lly4FBARERUX9m7+pu2vXrry8PKVU27ZtH3300X9n1WiKn2XgGlrpzzu3b5EGderChQuNePP7F7vf8vLywsPDbX60AP9HELAAAACE8XvXAAAAwghYAAAAwhpwkfuVK1dMJpO/v3+DvrFlr7i4uLKy0tPT0/obAUqpkpKSiooKDw8P8dvd3urCrTW0d0br1+vatWtVVVU+Pj5Ovi0FAAB+Fg0IWJmZmS+++OLw4cMXLVrUlCpzc3OTk5PT0tL0X3y0yMvLe/fdd3fv3n358uWmlO+Qk8Lfeuutvn37Dhgw4K233rr33nsHDhxo+dP58+cPHTp09uzZ0tLSwMDAiIiIhIQEJ790q1zu3Z49e3JzcydPnmy0fr1ycnJefvnloKCgbdu2OV/z4MGDBw8etDxt3rx5SEhI3759O3bs2KAafx0lK6cjDgCAiAZ8RPjQQw/V+yt4roiPj+/bt6/98u7du/fv37/p5TvkpPDU1NRTp04ppd577z391yiVUmazec6cOffff7+7u3tiYuLs2bOHDBly5MiRiRMnOq/Ixd599NFHixcvdrJ+vfr06WP9q21ODBgwoF+/fnPmzGnWrNmDDz4YGxubnZ0dExPz2muvNaLe271kZTDiAAAI4j5Y6u6779bvARgREWG5GeB777339ttvnzlzxrIkKCjonnvumTBhgkilH3zwQW1trUhRrtDvyWb59vLgwYPz8vIWLFgwa9asZs2a/V8r2eGIAwAgyFnAys/P37hxY2lpaVhY2IQJE/Sbq3p4eGRkZHzxxRfNmzdPSkoKCAjQV7558+bWrVvNZvPjjz+ur7lv376ioqIePXpER0cfO3bs3LlzLVu2fOihh+wrSktLO3ToUFlZ2YULF+z/evjw4fz8/NjY2JCQkI0bNz722GNt2rQpLi5ev369Umr8+PH6DdxOnDhx4MCBoqKi1q1bP/XUU5ZfiHReuHL0cmsymWbPnv3000/bv/qmpKRYP7XvtSu9O3PmTEZGhq+v7/Dhw+3XNyozMzNz3759xcXFwcHBw4YNs/6wzGQyffrpp0qpmJiY2NhYhwNn44477nB3d7e+O4sru9R+LG7HkglYAIBbzfAjwsLCwvj4+Ojo6MTExP3791+5ckVf/s0333z11VceHh7Jycm///3v9YWpqamjR4/u0qVLdHT00KFDU1NTlVLx8fEzZszYsWOHUqpr167p6ekzZ860r+j1118fPXp0cHBwUlLS3Xffbb9C9+7dk5OTp0yZMnXq1HXr1hUWFi5cuDAxMXHw4MGapsXFxZWXlyulli9fHhoa+txzz3355ZdjxoxxsXCl1MyZM/VX2T/96U96asnNzS0pKenevbv9ytZ343XYa1d6FxkZefbsWZtfJ3Ve5rJly8aNG9e3b9+kpKTi4uKdO3dab+Xl5bVjx47a2tro6GijgbOWnZ39ySefzJkzx8vLS1/i4i61H4vbsWT7EQcAQJjRjxTu2LEjODi4trZW07TLly/rv6o4cODA6dOn6yvMnz+/ffv2+uMOHTocPnxYf7x3795OnTrpj6Ojo9955x398RtvvBEfH68/Xrp0qb5tQUGBl5fX2rVr9eWrVq0KCQmxb4yl3vz8/MLCwvDw8KNHj2qaZjabg4KC1qxZo2laVlaWvvJHH33k7+/veuH2du3apZSy/BS5EaNeu9K71NTUtm3b2qxvVGZhYaGPj8+OHTv05deuXdu8ebOmab/73e9GjBihadq8efMsrXU4cBkZGUqpXr16DR06tFevXl5eXk8++eS5c+csfXFxl2p2Y3E7lux0VAEAEGD4EWFsbGxFRcXAgQNfeumlkSNHNm/e3GaF4ODgmzdvKqVOnTqVk5PTpUsXfXlcXFx2dvaZM2ecf9tOd/ToUZPJ1KtXLxfjYFhY2MmTJ/Pz87OysvSv3Xl7e587d04p1bVr19OnT1+6dCkrK6umpqYRhVv4+fkppSoqKqwXfvDBB5mZmZqmBQQEzJ07Nycnp95eN7QBRnvywoULVVVVvXv31pe3bNly1KhRlq2WLl166NAhy7uDTgZu1qxZI0eOVEpVVlampKTExMRs3rx5+PDhru9Sa2FhYUqpixcv3nYlAwBwqxl+RNiuXbv09PTIyMikpKTo6OicnByjNbOzs5VSlhdyX19fpdTZs2ddqb6srEwpFRUV5XqL9a99+fv7e3t7e3t7p6amjhs37saNGz179lyyZElZWZmnp2ejC9fFxMQopXJzc60XJiUltWnTZvny5fpX21zpdUMbYFRmUVGR3mX7Tb7++uusrKzdu3fv2bNHX+LKwPn6+s6YMSMqKurNN99UDdml9bodSwYAQJzhi5Cmad26dVu3bt3169f79++fkpKyZMkSh2sOGjTIy8urpKREv4VmYWGhl5fXoEGDXKm+X79++iau3wAiJCREKdWzZ8/IyEjLwrVr1+bn5x8/flwpZXnfk9cUVAAAF9BJREFUohGF64KCgu6///7PPvts7ty57u7/yqD65dX6/13pdUMbYFRmZmamUiovL8/+vgxdu3ZduXKlt7f3pEmTTpw44efn5/rA+fj4aJqmGrJLXXQ7lgwAgCDDd7A+/fTT9PR0pVRgYGBUVJTlymJ7AQEB/fr1+/zzz/Wn27dvHzBggP52S2BgYFZWlpPqIyIiOnTosGrVKtdb3KdPn+Dg4BUrVlgv1DSttLRU/1DP8sraiMItVq5cmZOT8/bbbxut4KTXFg1tgFGZCQkJkZGRCxYsqKurs9lEr3HevHlms3nGjBnK5YE7cODA8ePHx44dqxqyS11xO5aslFqyZIlREgUAoKEM38EKCAgYO3bsE088cfXq1by8vJSUlM8//zw3N7empubrr78OCgrauXNneXn5hg0bxo4du2LFitWrV8+ZM0cpZTKZLN99mzRp0sSJE48ePdq9e/fS0tKLFy9u3brVz89v165dJSUlycnJzz///OrVqxcuXDho0KCgoCAPD4/y8vL169c/88wzlpbo9VZXV3/88cejR4/28fHZsGFDYmLinj17oqKivL2933zzzWHDhoWGhnbu3Llr167t27evra1duXLlpEmT6i3cSIcOHU6fPj1jxoxHH300JiYmICDg3Llzp06dmjx5siWyOOz1nj176u1daGjozp07b9y4sWjRooiICOv1HZbp6em5ZcuWxMTEqKiobt26eXh4jBkzpl27dsePH6+srMzIyOjRo0dcXNzy5cuDgoISEhJsBu7gwYPvv/++Umr+/Pkffvihm5tbcXFxYWFhSkqK/k1G13dpeHi49VjcjiUbjfiyZcvMZvMf/vCHeucGAAD1ctM/cHGopqamoKCgRYsWrVq1cqWsqqoqDw8Pm5tAXrt2raampt5fACwqKgoMDGzQdTOFhYUmk6lt27b609ra2osXL7Zu3dr+LpSNKNxacXFxRUVFaGiow3eDHPa6iQ0wKrO8vPzKlSvh4eHOqzMaOJPJVFtbazab9av47bm+S23cjiXb0O9noX/yCABAEzkLWAAAAGiEBvwWIQAAAFxBwAIAABBGwAIAABBGwAIAABBGwAIAABB2S35OpLi4uLKy0tPTMzQ01Hp5SUlJRUWFh4eHzV0bjNav17Vr16qqqnx8fO666y6BdgMAAEioP2CdP3/+0KFDZ8+eLS0tDQwMjIiISEhIcP5Dzrm5ucnJyWlpafoP8Vrk5eW9++67u3fvvnz5slJqz549ubm5kydPNlq/Xjk5OS+//HJQUNC2bducr3nw4MGDBw9anjZv3jwkJKRv374dO3ZsUI2/jpIBAMAt5ewjQrPZPGfOnPvvv9/d3T0xMXH27NlDhgw5cuTIxIkTnRcaHx/ft29f++Xdu3fv37+/5elHH320ePFiJ+vXq0+fPvY/z+fQgAED+vXrp/9O84MPPhgbG5udnR0TE/Paa681ot7bvWQAAHBLOXsH67333nv77bfPnDkTERGhLwkKCrrnnnsmTJggUvcHH3xQW1srUpQrAgMDlVJRUVEJCQlKqcGDB+fl5S1YsGDWrFkNvev3r6BkAABw6xgGLJPJNHv27KefftqSrixSUlKsn968eXPr1q1ms/nxxx/38fFxWFpaWtqhQ4fKysouXLigLzlz5kxGRoavr+/w4cPt1zcqMzMzc9++fcXFxcHBwcOGDbP+sMxkMn366adKqZiYmNjY2Pz8/I0bN5aWloaFhU2YMMFhw+644w53d3c3NzfLkuLi4vXr1yulxo8ff+eddyqlTpw4ceDAgaKiotatWz/11FP+/v6HDx/Oz8+PjY0NCQnZuHHjY489djuW3KZNG0cDBQAABBh+RJibm1tSUtK9e3f7P+mv4rrU1NTRo0d36dIlOjp66NChlp95tvb666+PHj06ODg4KSnp7rvv1hdGRkaePXtW/+FeG0ZlLlu2bNy4cX379k1KSiouLt65c6f1Vl5eXjt27KitrY2Oji4sLIyPj4+Ojk5MTNy/f7/+M3M2srOzP/nkkzlz5lh+YXDhwoWJiYmDBw/WNC0uLq68vFwptXz58tDQ0Oeee+7LL78cM2aMUqp79+7JyclTpkyZOnXqunXrCgsLfwUlAwAASZqBXbt2KaU2bdpktIKuQ4cOhw8f1h/v3bu3U6dO+uOlS5e2b99e07SCggIvL6+1a9fqy1etWhUSEqI/Tk1Nbdu2rc36RmUWFhb6+Pjs2LFDX37t2rXNmzdrmva73/1uxIgRmqbNmzfP0todO3YEBwfX1tZqmnb58uXKykpN0zIyMpRSvXr1Gjp0aK9evby8vJ588slz585Z+hIeHn706FFN08xmc1BQ0Jo1azRNy8rK0v/60Ucf+fv7648HDhw4ffp0TdPy8/MLCwtvx5KdjioAAGgSw48I/fz8lFIVFRXWCz/44IPMzExN0wICAubOnZuTk5OTk9OlSxf9r3FxcdnZ2WfOnLH+juHRo0dNJlOvXr1cDHynTp1yWOaFCxeqqqp69+6tL2/ZsuWoUaMsWy1duvTQoUMzZ87Un8bGxlZUVAwcOPCll14aOXJk8+bNLWvOmjVr5MiRSqnKysqUlJSYmJjNmzcPHz785MmT+fn5WVlZ+jcZvb29z507p5Tq2rXr6dOnL126lJWVVVNTY9PasLAwpdTFixdvu5IBAMCtY/gRYUxMjFIqNzfXemFSUlKbNm2WL1+uf7UtOztbKWWJL76+vkqps2fPWm9SVlamlIqKinKxQUZlFhUVKaX8/f3tN/n666+zsrJ27969Z88efUm7du3S09MjIyOTkpKio6NzcnLst/L19Z0xY0ZUVNSbb76plPr+++/18r29vb29vVNTU8eNG3fjxo2ePXsuWbKkrKzM09PVe4bdjiUDAABBhi/AQUFB999//2effTZ37lx393/lMP3yav3/gwYN8vLyKikp0W8cWlhY6OXlNWjQIOty+vXrp//JxauqjcrMzMxUSuXl5dnfl6Fr164rV6709vaeNGnSiRMn/Pz8NE3r1q3bunXrrl+/3r9//5SUlCVLljiszsfHR9M0pVRISIhSqmfPnpGRkZa/rl27Nj8///jx40op+7eCnLsdSwYAACKc3Qdr5cqVOTk5b7/9ttEKAQEB/fr1+/zzz/Wn27dvHzBggM2bTBERER06dFi1apWLDTIqMyEhITIycsGCBXV1dTab6DXOmzfPbDbPmDFDKfXpp5+mp6crpQIDA6OioiyXhNs4cODA8ePHx44dq5Tq06dPcHDwihUrrFfQNK20tFT/nLRBYeV2LBkAAEhx9hFShw4dTp8+PWPGjEcffTQmJiYgIODcuXOnTp2aPHmyJbKsWLFi9erVc+bMUUqZTCb9G3979uzZtWtXSUlJcnLy888/v3r16oULFw4aNCgoKMjDw6O8vHz9+vWhoaE7d+68cePGokWLIiIirNd3WKanp+eWLVsSExOjoqK6devm4eExZsyYdu3aHT9+vLKyMiMjo0ePHnFxccuXLw8KCkpISBg7duwTTzxx9erVvLy8lJSUgwcPvv/++0qp+fPnf/jhh25ubsXFxYWFhSkpKfo3GX18fDZs2JCYmLhnz56oqChvb+8333xz2LBhoaGhnTt37tq1a/v27Wtra1euXBkeHp6bm1tdXf3xxx+PHj36diz5Fk4oAACglJv+YVO9iouLKyoqQkNDHb4bVFVV5eHh4fzWl0VFRYGBga5fFWRUZnl5+ZUrV8LDw51XV1NTU1BQ0KJFi1atWlkvN5lMtbW1ZrNZv4rfXmFhoclkatu2rf60trb24sWLrVu3rvfGnrdjyQAA4FZwNWABAADARc6uwQIAAEAjELAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACEEbAAAACE/X96bLSo0sYRiQAAAABJRU5ErkJggg==