Álgebra

Álgebra – Orientações para a atividade Observação: Rosa (R): 15 cm Azul (A): 10 cm Verde (V): 5 cm Lembre-se de que o retângulo laranja possui dimensões de 60 cm × 45 cm. Para movimentar o retângulo menor ponto preto e girar o ponto vermelho
[b]Procedimento[/b][br][list=1][*]Utilize inicialmente apenas as [b]peças azuis[/b].[/*][*]Meça o [b]comprimento[/b] e a [b]largura[/b] da figura e registre os valores encontrados.[/*][*]Em seguida, repita o mesmo procedimento utilizando as [b]peças verdes[/b].[/*][*]Depois, utilize as [b]peças rosas[/b] e realize novamente as medições.[/*][*]Compare os resultados obtidos e registre suas observações.[/*][/list][b]Registro[br]Tabela de Registro das Medições[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAx8AAAL4CAYAAAAakkorAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAALF6SURBVHhe7N0NvBV1nfjxHz6LKGUhGmgLYg8GqxWWkriFmlm5idsDRpD/0rTaNFcXtqzMVStIM2q3NNoyXJOelJ4kUqykwJJSwmgThEIJgTTlSXmQ8z+fH/O7zh3OveccuHe4Fz5vXsM5Z2bOPPxmzszv+3uY26NSFSRJkiSpk+2RvUqSJElSpzL4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklSKbhN8TJ48ORx11FFh7NixYf369dnYjjF+/Pi4bF7Vvs48Dp0pHWO2f1e0aNGiMHHixLBkyZJsTPf2wAMPhKFDh4aTTz45rFq1Khu7+7nrrru2+b09/fTTYerUqeFb3/pW2Lx5cxzXrDvuuCO88pWvDG9729tazpkrr7xyl/19SJK6jk4JPlLGgZtmewPzMO+ubvny5eEzn/lMeO1rXxte8pKXxH0/9thjwzve8Y5w7733ZnOpuyFTTOa4eF5zjM8444xw++23h2eeeSabu/OQKf3P//zPmHG84oorwlNPPZVNUbOKx5R0rVQq2dRt3XfffeHlL395nLes69ns2bPDxz/+8XD55ZeHX/3qV9nYxq1ZsyZ87Wtfi9ejnj17hlGjRoXrrrsu/OIXvwgDBw7M5pIkqXPY7KoTkfGcMmVKeP3rXx/+53/+JyxbtqwlM7pu3brwu9/9Ltx///3x8+6CUttvfOMbMcOzYMGCbGz39/znPz8cfvjh8ZVj/H//93/h3/7t38J//dd/tZt57Qj77rtvGDRoUNh7773DSSedFPbbb79sSn276vHoKD/72c/i77YWjusPf/jDsHbt2mxMOQ477LBwyCGHxICH494sjjk1Jh/4wAfidend7353+PrXvx6X9apXvSqbS5KkztEpwcfgwYPD3Llzw8KFC+Nw2223hd69e8eB92k88zDvroiMCTf0T33qU/FmT00HN/p58+aFBx98MJZYUnJ54IEHZt/YPVDqSkBGM6EtW7ZkY7u/q6++OjaRmTNnTiwNf8tb3hKDEJrGLF68OJurc+y5557hE5/4RAwe3vOe94QePXpkU+rbVY9HRyCYe+SRR8LPf/7zbExrBCUEJ8973vPC/vvvn43tfC996Uvj9YPAp1+/ftnYxvXp0yd85zvfCUceeWTYa6+9YhDy+9//Plx//fW73fVIklQ+az46yW9/+9vw3//93zED+va3vz3cdNNNsVSaZg5kDim5fNe73hVLnLVr6dWrV2yjf9BBB4XHH388ZmDV/YwYMSIGdgQfFCAU/fKXv4zHlmZ2++yzTzZWkiS1Z6cHH3R2/I//+I9wwgkntLSXP+uss8JvfvObbI5trVixInz0ox8NQ4YMaWlfT4lzsXkLbeG/9KUvheHDh8dlM//FF18c+2DUQ2aDWhpKsPke3z/uuONiTUa9jtZsx3e/+93YHIPto/lNI01h+B59QN75zne2rJMakwsuuCCWTOelfjUMpBXbxbysj2YUlMrStIK23ccff3xcFm28f/zjH7dKp3wHco5FI+laC/OQSePY8d1a36fT97Bhw8LSpUvDk08+GUaOHBnXnTr670iaJ7TZ/9jHPhbTgu+/6U1vavdc2pFzpD0bN24MmzZtigEIgWbSzPo45u973/tajgfBKsedY8V3qWlJaj00gfQk6D3llFNajgnv6WyMescjv0yOI+cPzXL++Mc/xunF5TMv+/XZz3624aZInBszZswIb3zjG+My2Fdqkdo63o1eL+rteyNOPPHEWDtAQULa54Tl33nnnbE297TTTsvGbuvvf/977DfCecz2cl6yf8X04bf6v//7vzGNmY/O4Px2OYeK8r/9Yh8TziPO/7Q+0vODH/xgq077zR63Rs9ZzleuVem3xyvzrV69OptDkqSdHHxwU6Pp0bRp02KNABkKqv3nz58fmwLU6rzJzfzSSy+NnXlpX0/TCNrXk0nLZ8ZoTsIy6EjJDZx+FzSP+NGPfhSbprTVjjuhU+e4cePCX//61/CiF70o3qRZJk2pyDykvhu1PPHEE+EPf/hDfE+mivXWQyaMZlljxoyJAQjBSv/+/eN6Zs6cGWtIZs2alc39LDK5ZG6+/e1vxxJ3sO0f/vCHw+c///lwzTXXxFJZlsc+kzGp1c+k0XStJW07GQ+a07361a+Ozel4z/d/+tOfxvme85znhBe84AWxNJmhb9++sZ8E47EjaQ72j4w5TZ3IYLGulStXxvOgVsf+HT1H2kKmjLSn4zeZyAEDBsTxzayPZjAEGzTrAe38+T28//3vD3/5y1/iuPaQmSXNODcI1jkmBKF/+9vfwp///Oc4T73jkZCpJMPP9tE0i+PAvnC8WT6l/5wzfJ9M7le+8pW4P/kMby3pvLnoooviucJv/+CDD44ZYzpUc27nNXq9aGTfG0HQSOdzMuQ0cUpBNAhGCEpSRrsW0ouCBPbngAMOiMeb3+GNN94Y/vVf/zWmIdheHhTAwHdIS5px8fSyL3/5y3GeRhD8E/Bz/rNsji3r+/Wvfx3TAc0et0bP2XS+cq3i/Hnzm98cl82x2bBhQ5xHkqSoekPtdNUbUKWaCYsD75N169ZVqje8SjWzmY2pVKqZ4Mpb3/rWyqBBgyrXXnttNrYS52Mcw5VXXlmpZuzi+GpGv1LNcMbx733ve+P4agapctVVV8Vx1Ux4XA+qN8/K+PHj4/jqjT7Oh2qGN47jNbnnnnsqP/jBDyrVjEE2plKpZnoqL37xiyvDhw+vLF26NBu7rWpmrVLNGMVlVm/G2dj2/fKXv6xUM+xxqAYSLeut3vwrl1xySVzW29/+9srq1avj+JSmjH/3u98dx7M/1UxS5aUvfWkcX810VaoZpDh/NaNROfXUU+P4WunKfn3qU59qN12R5q8GSS3pmrZ9xIgRlQcffDCOQzWDErelGoBVqhmaOK4aDMT5iucCdiTN2XeOKdv2hje8oVLNZLaM/973vhe3j2lsfxrfzDlSS9oX5q1mbiuve93rKkOHDo2f2eYPfvCDcR40sz7SmjRnHMeAYwHGV4OauGym5c+t4jmczsEhQ4ZU5syZE8eB86kaVGaf2j8eaZkMH/nIR1q2Ob8vnFPVjHgcD96n82zSpEnZ2Nr+9Kc/xXOU/bn++utbjjvbNHr06LgMti2lIetv5HrR6L7Xkj+mpO/vfve7SjXAqFSDkMqjjz4a52H/OVZsN7+3Wtc3jlU1kx+X87nPfS4eZ/A7TftWDUriuF/84hfxd8I5ym8mnXPsR0rL/O+t1voefvjhymtf+9o4L9cL9hWk6Y9//OO4380et/z89c7ZajATP1cDlZZ9ZTzLTd+TJAk7teaD0svzzjsvluomlJpRoolUWpdHiTgld6kZE80ePvShD8WSQjrcUhJXzUDEEmOmVTNxcT2gcyUld6Ckrr3mAJSWUopIiXDyile8IpaGUgJLM5W2VDMe25Tatqd6HGLJKqX11QxAbEaS1kttBrUHlDZWb+ShmmGL4xP2m1JUSoDpS/Ka17wmNhUBtS48BhR0TKUpBmqlK9/hWLSXrrXkt53amXwpME10OLbVjFFDJc47kuaPPfZYbIPPd2lm8sIXvjCOJ01oxlUNDOLnpCPOkTxK1dlPar1YxoUXXhi++MUvxs69aGZ9NC3iPceeGiy+A45NNePacnzbQ20Xy+Y8pOSb4wOWWc00x/eN+sd//Mfw7//+7y3bnPaFtGY/qaFKeE/tE+6+++52jxmdpjluxxxzTKwhSMedNGO/i524G71edOS+07m7msmPtQSp9ozfAvvPcaBGpRZqi5if85B9Y3vA7/Sf/umf4nuailGLRLOzaoY9/vargXM8Z8Hy+W03IvU/oSaG2s1UC0qach1gv5s9bs2cs9TsgBos9h3sB8tN35MkCTu9zweZyunTp8dmFrQ5JyPRXlMDMuHFmxnNkxhPZoOMP80GyATm27Gn4fzzz4/foZlRewECmWoygZMmTYqZWTKv3MQb6QtAcwMyGeAGXg/bTFMjkGFPmbCEwIGMCPMVM8OpSVXCY1ef+9znxvdkRFJGBv/wD/+QvdsWmSzSMK+YrrXkt51mIvm0Hpb1J6i13bXsSJo/+uijsXM3zXbYlzzSs5iR7YhzJO+GG26IzdS++tWvxszaF77whUCTIvYJzayP/eU96V88Zpz7xeNUC98955xz4nse90vgSX8eMqjNGjRoUMs5hbQvtdIaBCv0damXfqQXBg8e3PJ7STina3XibuR60ZH7znaceeaZ8T3NvQhkUkafwIPfei387jnWNJGj70j+ePM7AWnIQNCKWr/9FETUwxPWQNoXm80lzR63Zs5Z/mYRgQa/XwoQ6AdD/7LNm7fvjyBKknZdOzX4oBSftsGUwv3kJz+JmQ06QXITbAY3wHXr1mWfnkWGk+VTIl8cTj/99JhRr4XSSPpKMA8ZGzJJZOS5oTaSGeAGTtt50Ck1lbw2oiNLCRvNuIBMTz5QQVvp2hYygrXSmuHQQw/N5qptR9M8oVS2Vqa1Ldt7jtRCGlKq/ZGPfCR+JhCZP39+fJ80sz7e77HH9v1EOZa0ySejTk0aeLwq66CkvSM0m9ZtSaXm9TR6vejofSfIIPinrxT9SvhNc06yLfUQKLINtY43T7/LH9+O+O03kpad8RuhgIQ0JrDiDxXyeGlqr84999yWvi2SJGGnBh90kqbU71/+5V/i03ToKHnllVfGpkNtoeSTJgp5Dz30UCxZp0SPTG6+5oFmKiyzONC5miChFpoI8dQlMhhsE50o6XBJx9hiCW0tZCK4KZMZpZSUp9ikEvBauLmnJyKRwSnOSwkkJajM19Y27yhKcouBRjFda8lvO8FCrbRmOProo+M8bdnRNKe2gXSn+ROlr3lkforNvnb0HGkPARO1NjQpIpAi+GxmfZS2p78xUWwiR+1OKilvBJ3dJ0yYEJsA8RQ0toXaAALL7ZX2pVZag2Y3nDfUlrSXyaWjM2jWVwzQOV7FJy81e73oqH1nf+l4Tg0A3+c3SlOsWrUHCd/hWLL/NJ0qHmsGMubMk2oqav32az10o5aUljQzayuz3+xxa+acBectNSQEeDztjw7vNK2jBkSSpGSnBh8pc0HpYGpuQKaDUs22cDOeOnVqy5OPyJSnv6dB8waWRZtx+jrQ3IenDuWb7TAfN0aerNQWvkdTAm6mqb0936NvQyNNgEBJISWmqUSfZkSU5tMMgQwGzTIoGWdfKKmlDTUZTkoPeeJUyoSQRmR4yISSua+Xid9eNNtg/9pL11rYdh4PyvEjc8gTufIZKPaZx3QWsV8EN8mOpjnHnP5ABKZf+cpXYsAGlvHNb34z/nHHvB09R9rDPtBGnkCKNvNkxppZH/tBxpnghX1JvxMCb5qkNdJ8iOXTHj8dC7Yp/fVqnj7EOvOKx6M97AtN6kjrT3/6062evsXx5o/VgSAsHctaeFQs5zwZ5vw5nz/38hq9XjS7740gmOR4kplmO2iKxXLbwvGjuRrbwjFL2w6CIJ54RR8u9iNtG2lAUJX87ne/i+duI7h+kNac51wvUjDHvrJcao2aPW7NnLMUsuT3kX2n+Rv4viRJyU4NPrhBgbbxPEOeGzydHqm2bwul22RMyNjTxIUbJSV2LIsMH5lhbuh0lqa9PBkblsu8I0aMiCWWNIsplrTmkbmh1I8MP5kMvkcGnMxAKmGshxJDnptPqSw3av6+AG2hKS0lc8l4SmVTKSXreNvb3hYzBjRXIEPCdtOU6fvf/35sxsXjTjuyWVYeGSn+ngb7yXoJnorp2haavvzzP/9zzCzT3IUMDvvDtrPP+UwOzUJookGa8PcjOC48PnVH05ztZ90sn2PO99kPzpMf/OAH8bjn7eg5Ug+ZNvqrsJ/UfhBsNro+0oHfAdvIsScdCfDokE9zlnxH4bbkjwUPaKDT/SWXXBKXyTpTMNnW8WgPy+Dxq2wH5wi/QY4VA8eOUnX2nWY57eEcp0aB/WbdbCvrp9aQ864YuDR6vWh035vB7zadQ3R4pyCgPfz+6aTPPqRjyPYy0AeFAIE0B/tL07G03Skt6bdC06xGvOxlL4vHBPx9ENbBujj/+ev3XFeaPW7M3+g5SyEB+0hak+ZcE+hQT1o1ug+SpN3DTg0++JsWtN8mA0Smk4w1tQTFjGIenVOpMeCGyHcoOSWjzA2XTFRCyeOUKVNiR0gyAnSKZiATT7tkMiZt4Yb5uc99LmYwuLlSis46eIpMM30AKDkko0RGg8xoKinlps628lx8lgvaYZNJYL1kDghKKOEmbcj808Sks2o9kNKV0spUwlkrXWthv/i7AWw/T/ehWQvNY9gntp2mGQnHmCAqZaA5hmTQOiLNOabsA8sgs0XzEjJWab+KduQcqYdjTOaRJmnUKJCOnLONro+/ik+JORlr0oOOv2QKqUXKd/5uCwEbGU9q2mjCRsk36yeNyRSnYLKt41EP58Qtt9wSn8TGec73SG+2l30hsGYf28N5w3x0XqbpDt9nu/g+T7UqavR60ei+N4NtJYPOcSUTXu83AWp2qNkkwOJ7/J7ZR/5IH9udmm0RDFHrQOED1zPm4RjzEAMChEawT//v//2/+DdF0lPtWB/bzXmTArRmj1ujvxECY5pZkdakOWnPd7huNfJ0NknS7qNHJd9GRrsd/sI5mQhKLckAdVbNijoGGUUe3UopNZlTSqGlImqSQDAhSVJXslNrPiQ1h87ZlGhTMp7/exdSHp3Y77rrrthcr/jENUmSdiaDD6kLop8KnZtTvwDQKfiqq66KTcpoakSTGKmIc2bcuHGxJpOHFNxzzz3ZFEmSdj6DD6kLoi0+fUYIMmhalTrv09yK9vZ0BE59iKQ8nqJFHwwej0u/Es4bSZK6CoMPqQuiozwdlemATOd9OvHTWZiOwtSKdObDB9S98fCIuXPnxpqyb3zjG3X/wKckSWWyw7kkSZKkUljzIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUPSpV2ftOsXHjxrBmzZqwfv36sHnz5mysJJVj3333DRs2bMg+SZLU8Xr06BH23nvv0KtXr9C7d+9srGrp1ODjqaeeCo899ljYa6+9woEHHhgOOOCAbIoklWPJkiVhwIAB2SfJc0Idw/NIeWSnKeiiwJ2C94MPPjjsv//+2VTldVqzKxKewIMo8NBDDzXwkCRJ0i6Jmo/99tsv9OnTJxa6P/7449kUFXVa8LF69eqY+H379s3GSJIkSbs28r777LNPePLJJ7Mxyuu04IMmVzS1kiRJknYn5IHXrl2bfVJepwUfdC63qZUkSZJ2NzzsZNOmTdkn5fmoXUmSJKkD0Qekkx8o220ZfEiSJEkqhcGHJEmSpFIYfEiSJEkqhcGHJEmSpFIYfEiSJEkqRY9KJ3XFX7JkSRgwYED2SZJ2jjKuRV+7489hyaNrwuNrN4VNPUJ4bq/9Q7/n9wz/8qpDQ7+D983mUlfR2efEgjVLwg9Xzg6rtzwVng6bwn577Rv67Pec8OHDzsrm0K7AfI7q8RypzZoPSdpOs36/Mrz/c7PCz373cFi0fG147KkQ1m7cN/x1dY8w988bwmXfXRq+fe+qbG7tDq5b9K3w9aW3h4ef/lv4+5Z14em9nglP7rM5LN7j8XDx374Wbn7iZ9mckrR7MvgomDx5cjjqqKPCXXfdFT/PnDkz/OM//mP40pe+FD/Xsn79+jB27Nhw8sknh1WrzGhIu4Ov/nBh+MaP/xieWF+9BmzaO2zusX+ohH2rw56hR489w5577h322Guf8NMHngofu+3h7FtdT/Gap+3z8LqV4ao/3hQeXr8qrNm8MWzYo0d4Zu+9QmWfvUOPfarnw77V82G/vcJ9ez8SJqy5NftW1+Q9bedb+6N5Yc3U34aNc5dmY571zMN/D2s+9P2w7pLpYfPc5dlYqfvo0sHHAw88EIYOHRpvjOeee254+umnsynPYhzTmKczLpT8kZi9997bv9YuqcXvF/493Dv/r2FNNfBY+1SPsLmyT9j8zB7hmcoeodKjelndoxqA7LFH2GuvvcLe++wb/rZur3DL3MezbzfukUceCa973evi9e1///d/s7HqatY/syFMXXpXeOLptWHNho3h6WeqGUTOgz2r50F12GOv6rB3j7BnNRjZqxqEPLH/hjBp/Y+yb7ftmWeeCf/2b/8WXvKSl8SCsKK//e1v4U1velM45ZRTwooVK7Kx6s6emr0o/OVt/x2e+tKcsMfUP4bKF+4LT5/7w/DM7K1ByONjbg4b/t+tYf/F68K+f9sSwjf+L6y/9KdxWj0pqOR6kgbOrVGjRoUFCxZkc0mdr9vUfPz2t78Nf/zjH7NPz2Ic0zrLiBEj4vLf/e53Z2Mk7e7+90cLwrqntoSnNlQDj817VQOPHmFLdQiVEHpU/1Ujj5jp3GtvakEqYY89eoS7H9wYlq/enC2hMffff3949NFHYxDzwx/+MKxZsyaboq7kO0t+EdZsWh/WbtoY1m9+JnCUK5wO1eMeqgPHn2B0jz2r5wV33ernR/dbG36+8Q/x+23Zs3oOEVzgjjvu2OavJZNhpE35SSedFA455JBsrLqrLU+sD49+9kfhuY/vFZ67fv+wb2XfsOd++4a9DjowPPP1B8LTb/pGOOiRjWGfPfcNYf/q0Gu/0OPgA8K+Bx4c1n9udraU+nr16hXe8pa3xKDjta99bbzOvOc97zEAUWm6RfBx+OGHx4vwz362bVvZH/3oR7Fmon///tkYSeo8P529LKzfsCls3BTCpi3VoKPHXtVcQzWTWUXeMA5b4sfqm+y1ijlu++3ft35oALW606ZNCy972cvCW9/61vDggw+GRYsWZVPVlfz9mSfC+o0bw4ZN1cDjmUr1sHMS8ESXrdPTaUAgmvezLe0HHzjmmGPCkUceGebOnRtWrlyZjeU8q4Sf//zn8T0ZSGrp1b09MWV2OGDNnqHnxmpgkU6VatDKxWOPg3qGvdZlF5a9q9ec/fbeOjC9et7t8cfVW6c14OCDDw7jx48PV155Zfjyl78c3vve94bHHnss/OpXv8rmkDpXtwg+Bg8eHI499thY7Uw1c8L7e+65J/zTP/1T6NevXzb2Wdyo3/Wud8VqxSFDhoSLL764VbOsJ598Mnz84x+P0xg+9rGPhbVr12ZTt6IdNFWTtItOKB1429veFpd7/PHHh1tvvTVs2ZJyG1ux7AkTJsTpfJ/t/9SnPhWrPcHrNddc0zKd1x//+MdxmqSu68/L1oQNG6v3+83VwGNz9RJa/elXqr//ypZqlrOaIYyv1c9bKAF/5tnrAteIRx6vfrFBXL8okSTzSSklTXCo/Uil37WaUKThsssua2m2SiYjsS1/x/v5X+dVg9DNYWP1+HC8U/BZqQYhW/gcX7eeF89UX1tUZ1wfqhFsHc973vPCq1/96vDXv/41/OlPf8rGhphZ/PWvfx2OPvroeI6gvXserxz3d7zjHeGTn/xknJ7OjUbuaZx/FPYR6HCOMd/Xvva1sHlzc7V5atv6P60I+zy9d8tvvHqRiYFFK3vtGcKeW2vUqidcqDy5LlQeWxv22tD6eDWKoPU5z3lO9ulZnEvve9/74nnC8ea40/QzHW+2ccaMGeGNb3xjy/l2+eWXhw0bNsTpv/zlL2PNCtMYzjjjjPCb3/wmTpO6RfCx//77hzPPPDMsXrw4BhsJ72mS8M///M/V4L/1rvz+97+PF2F+CBMnTowX4VmzZsWLLTdgShX/4z/+I3znO98Jxx13XPjEJz4RL+5cTNuzcOHCcN5558XX0aNHhw984APhxhtv3Kbp18MPPxzmz58fPvShD4XPf/7z4VWvelX4+te/Hr761a/GH+11110XvvGNb8Qq9S9+8YvxNR9YSeqaVv19fcxMkpHcmtHc+kpmjczmM5u3Dps3bQmbNjwTNm7cHDZt5PWZ8PjqQkaiHRR8cK0iw8jN/0UvelHMbJLpxL777hs++MEPxusHw9VXXx1e8IIXxIFMg8rx2NOrq/nD6jFniIFn9ZzgHKh+3rK5GnhUh/h5U/WcqWYWn6lmJuN5Uj0/tlTH10PmkD4doKYjZUzzTa569+5d956X/O53vwubNm0K9957bywga+Sexjq5f40bNy6ceOKJ8XyjL9JnP/vZMGXKlGwu7bBqPqYax1bPp+p5Uz2XwlPVD09tDKF6DSHQiDhlyP+vqQauf1tXvSBVhyefCuufarzmI49g4g9/+ENsXXLYYYfFcelcmjdvXnj/+98fC06pLbnqqqviucH5MHv27HDppZeGPn36xPPt3//932PhLUEqaCbIdevaa6+N583y5cvjuUg/NqlbBB+glGXgwIGxGQKBQ2qS8PKXvzyW/ORx8vMDocSIKkWCE9ozvvOd74xV11y0KRWkivENb3hD+MpXvhJLfXjlRt8eSh65+V9xxRWx1oRSxP/5n//Zpr3tS1/60nDTTTfFizmBBfPyw2a91IpwoeeGwTaxDUznxy6pa9u0afPWDGAMPKoDGYVqJpIMJq9cf5hnc3XYtHFT2PD0prBxw6aw6enN8X0jKIigVJHmNlxLuFZQuv3QQw+1FMCQWaBEnOsHmVMKOx5//PHw0Y9+NLzwhS+M86jzbaxsiudDPCUISAlMOReqQQaBBsPmOFTPiQ3VgPTp6vlRPRc2Vt9v3thYaTVN77jPpeCT9RGI9OzZM/ZLbOSel3AfuuCCC8J+++0XPzdyT1u2bFm4+eabY0k2TXU45yi8Y7tuv/32eE/Tjuv5ssPDhi1bqkNWk0bNBo/T+3t1WL0hXnNC9fyKbT7XVz+vfjqEJ3i+94aw5Tn7bF1IA7hOEHhyvOnPyrWGGjGOazqXCGL/+7//OwajKX/E9Wjq1Kmx+R/NQMmHvfnNb461Gpw3BCEUFoMCXc4V8j/pXOShCEuXbvv0Lu1+uk3w8fznPz+cdtppLR3PGe67775YI5JO9uTvf/97zOTz4zjhhBNi9M3ARfmpp54Kq1evjjdq3lNlSGdO8MrFtC3MT4kAF29u+gmRf/FmT8kSVdSUTFJCxHqI/Pmx7rPPPrEZBRdstp9SSkoYirU3krqe3gfut7V9fcwIbG1WU4kl3FtLs5+pZijJcMZajxh4VDMS8XVjeG7rS1WbUqk2tbKpSQQFI1wjfvrTn7aULiZkHr73ve/Fm/zrX//6bKzK0GuvA8Ke2flAl45K9dDEgLR6LmyungObqfmqBhybCTqq50Ic4mdetzZhqYfgkxoOzgnOjdTkiua8gwYNauiel/zDP/xDDFLQ6D2NoJf7FwVq1MCxbJr0cd9i3Rs3Nt6cUG07+IITw1N7bglPV68lG6rDxmrwsakaWDzz+NpQebwagPAUA376T1dPtPXVN+urQUj1fFpbeSrsfcIRWxfSAGoovv/978dAgpqwj3zkI7EpHnmgdC4R7FLwkZAHown8E088EZvw0QyLc4kAhgDjtttui/me1PeIIOPTn/50GDlyZDwnOReZTh5I6la5XaJymhrQHIHSmkMPPTTWiBRRKsTN+ZWvfGW48847Y/VgfnjNa17T0m4xBR6NYLk0rSADQKljW1g3PzpKINlGfpyUGuX7pfCDJBNBzQgBFaUOlDbFElVJXdbhhx4Y+3vutQc5zRR8EHBUrzsbn6kOm+MQM53VzOemauBBjQfvX/i8+n/tnOsHtbrcqPOZPUooGUe7aTKDCZlHShhp2sljx+14XK6XPeeFYZ899w778Hjl6r8YeNBKZkP1nIiBBjUeW2u+Nq2vDk9Vg9Hq68anNoU91zd+rIYPHx7vf9R4UPDGOUAGkBqMRu55tTRzT2OgFLy47G9/+9uxSY46xnPGvCKs3bwprKvmUZ56ZnM1tqieM2s2hmf+/nSsaW0JQKgBqZ5nT/eoXl8O3CMc8J6h8fuNOOKII+KxoxaV6wbN58iPNIO/2k0AQ5Mszg2aVlGjxhP5CJDPPvvsuA5qPG644YZ47khJtwo+qPIbNmxYzMh/97vfjTUhRONFBx10UJyXDlNE6ZTi5Acu4NzQudjSKSpl+InIKU1qC1XcPHmLEqD8Y39pw0iJU0KVJsulSdgll1wSq8W5uKfO7KyPTASlTVRdT58+PTYp44fM9krquk4/6fDQc689qwHIlrBnj2ouYPMz1cxmNQChDT81H7HEuzqQ2UyZzmqGkyDkrSf0yZbSNvqe0VSG0m4KKWjqkgb+4Cml3r/4xS/ivNzoaerAtYxO5gceeGAcD66NfCaTmprF8Jp/YpJ23MDeh4bN6/YI++65V9i7RzUAqWYOK9VAlHOCmo9N66vnQAw6NsZhI5+f2hA2rtkUXrql8ac0UgpNcME96lvf+lZsFsXDVtDIPa+WRu9p1IKwHArKCHbyy6YWpb3ARc05+APDwv6vfkFYUw061m16JqzfRACytQlWNY8fKpSbEoRs6RE27vVMWNNzc3jeJ0+N320Wx47ggaeF0lmcoIFrBjUaPNyA8ymhRoTPffv2jYWq5GFodXLWWWfFpncEGxSM0KqEJu1cp+h3RJMtOqP7d2iU162CDy5wNFMiSOA9JUG1cKGlJoE2izRp4q+T/+QnP4nRPe0cQfUhpYnf/OY3Y4DA0z3oWPWXv/wlTm8LzadYN3/46b/+679iZ7sPf/jDrZpMUZvCRZ0SSaZTtZl/CgTbz48ybRelm3RQpzSC70nqug7Yb69w2vCBoee+ZDip/di0NbMZB0q7tzap2byhOmTNa3j/juGHhH7Pr1/zQWBBZpB2+1yvqNVIA0/k4xn9lG6TGSDwIDNKJpQgg+sJA81haK5FhpQmFLTn5zpEyWS9a5ya9/KDjwp7bNg37Ntj77BPD56CxmlRPR82hur5sCVsXLc5Dhvi68aw4bFnwr5/3zecfcSJ2RLqI9NPTQdBAecIzZ54uAAauee1pZF7GpnRU089NZ5r1MB95zvfCT/4wQ9aOrWrY/X/yr+EfZ6/f1izaWNYS1OlagCysXpSPVOpbH0CbzXA3bD35vBEzw3h4A+dFPZ6Uf1CjbbQIoOO4+vWrYvXE5rQnXPOObF1SDqXON48jpeO6fTtoGCDfAsdyHlKJ9MpcCWYoVA1FYLwkAKm0/+D6VLSrYIPUJtAFE0JUL49YhG1DVxI+TF84QtfiBdT2kUTcCCNp80sUTtPiiGYoaSxPdS8fOYzn4k3gkmTJsUSKJ7yQLvb5LnPfW5scsUPlCc98CPlqVepAx8XdQINOnAxnun0AaHNZVslVJK6jtNO7B8Oe+5B8e987bvHlmoOc2MMPLZszIYsCHkmCzz+ofc+4V0nb32STHuoyaBJKQEGnTiLTahS6Teli1x76OcBbv5cS9JAoQrXKGpD0jWO6yHNPPm+OtapA48NLzrw8LDPU/uFfTbtG/Z5Zq+wZcMeMfjYsqGaYawOm9dsCZserwajj4aw1+N7h4sHvyk8d7/mCptoO09tA8EC7ex5Terd89rSyD2N9dAv4MILL4w1c9zfOLcozU4BkDrWUXedG3r1OygGHzTDeprmV89Uz6MtW8Ka/TeFJ3ptCs9919Cw74iB2Te2H0EtNRjUWHDt4DzjyZw0reJcouk4haacH29/+9vjd6gxo6aD84y8C/kbnuLJdyg4IRjmUeG07qAghOZXUtKjktocdTA6xnESStLO1JnXok994YHwuz88HtbTObR6Jd0S9qJ0IfTgL1pXY5K9KnuGVx7dO3zsX4+qBirdrqxnl9VZ58StC34d7vrjH8K6Z54KT1eqmcXwTKjQE6R66Peo9Ah7PLNneP6+B4Z/e+0bw8CD/Yvk3V0Z+ZyH3/Xt8Lf7l4UD9tw79Nx3nxB6hbBp/y2h38fPCPscv+3fN1PXYl64NoMPSbu0zr4Wff/2R8Ldv/hbeGLNM2Hd2i2xOXavA/YKvZ+zd3jlKw4K73pb40+hUTk685xYtXZ1+M7994QH/7oirFn7dPyTDNUbbXjB858TXjVwUDhzyCu2zqhur6x8ztpbF4S/XPOzUOm5pXpt2T/0n/DPYa+XGLx2B+aFazP4kLRL81qkIs8JdQTPI9XjOVKb7QAkSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklaJHpSp736H++te/hg0bNmSfJGnn2Hfffb0WSZJ2igEDBmTvlHRa8LFkyRITXNJO57VIRZ4T6gieR6rHc6Q2m11JkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHx0ogceeCAMHTo03HXXXdkYSZIkaffVbYKPyZMnh6OOOqrVwDhJkiRJ3UOXDz5WrVoVTj755LBo0aKwcOHCluG2224Ljz76aDZX1zR48OAwd+7cMGLEiGzMzrN+/fowduxYAzZJkiTtNF06+CDDfMkll4RRo0aFCRMmZGO3ImP/8Y9/PPskSZIkqavr0sHHPffcE5YtWxbOPPPMbEzbUsl+vllWvq9Fmn7ddde1mo95Uu1Kre/Rb4Oai1//+tetvjd+/Phsjq34nAamU8OQvssr0udbbrkl9gVhPtbL+llnWnYal5f6j6R58utPy2UZ+f1ItRxMP+mkk8KcOXPCxIkTW01Dft0M7CfpJUmSJHWkLh18zJgxI2a4+/Tpk42pjYz6GWecEQ477LBWzbLGjRu3TTOjm2++OY5nHl7PP//8cPrpp4dJkya1jLv66qtbZf5Xr14dPvjBD7Z8b/bs2bE5VTEAufXWW8Npp50W5znvvPOysa2xrOnTp4e77747zJs3L/Tr1y8MGzYs3HjjjfFzGnfNNddk39gaPFx44YVxHpbNPMuXL2+1fpbLdk+dOjXOc8MNN8SB71JLxPpOOOGEln1I20f6MI70YjwD6Uh6FgMgSZIkaUd0+T4fgwYNyt61bdq0aTHDfvnll2djtjbLIrCYNWtWq1J8xjEN1KgcccQR24zD/Pnz42tCjUGah2DosssuiwFIPoNO5v7444/PPtV20EEHxcx+z54943DOOeeE3r17bzMuv+ybbropnH322S3rrzUP2KYUqLEdRx99dKztaAvfJVjJ7xsuvfTS+FpMA0mSJGlHdPngg47m9TDP8OHDY6Y8j2BgzZo1Yd26ddmY2o488sjsXW0EDIccckj2aSs+VyqVsGLFimxMiDUGxW1oBMFH3759s0+tEThRy5GaS6WBgCmv1jbWw7bzvSFDhmRjtiKAocbpoYceysZIkiRJO65LBx/UepDxtv9BiE2oUrOoNMycObNukzRJkiSpq+jSwQc1FwsWLIgdz9tDkFJsXgWaHB144IHhgAMOyMZ0HJbdv3//MHDgwGxM56AmhRoV+r90NGpb6CtSbF5FcyyadNWrEZIkSZKa0aWDD/oh0NyIJkbFjuN0pL7yyivje/pp8FSsK664In4G06ktoG/E9jSFyiODftFFF7X0r0jLrtXUqzPQiZ3O7MWncPHUrEalICbfjI1aEx5jTH8TlpfQ2Z0+NPX6r0iSJEnN6PJ9PniELE+XomN0vs8DQcXIkSPjPGSimU5pfX46T4fi+zuKfhHnnntufCoWy2a9BERtPdGqo7EPBDusM+0fwdApp5ySzdGYMWPGxKZafD8Fc+wDy2Wf0rIxZcqUUgIrSZIk7T56VOg13QmWLFkSBgwYkH3qvqgR4DG3X/jCF1o9EUpS97CrXIvUcTwn1BE8j1SP50htXb7mQ5IkSdKuweBDkiRJUikMPiRJkiSVwuCjDvp58JQp+3tIkiRJO8bgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklaJHpSp736GWLFmSvZMkSZJ2PwMGDMjeKenU4MMEl7SzeS1SkeeEOoLnkerxHKnNZleSJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSStGlg49Vq1aFk08+Odx1113ZGEmSJEndlTUfkiRJkkph8CFJkiSpFN06+EjNso466qg48J5xCc21GHfLLbfE6WPHjg3r16+P08aPH9/qe8yT//7kyZPjPHkPPPBAGDFiRHxFW8tn+tChQ1uWn1+vJEmStLvq1sHHnXfeGSZNmhQWLlwYBzL8l1xySauM/tKlS8P9998fp0+ZMiX07NkzBhXLly8P8+bNi+NZxrXXXpt9ozm1ln/HHXeE6dOnx3GsA1dccUV8lSRJknZX3Tr4OPvss8PgwYOzTyGcdtppYdmyZWHdunXZmBB69+4dxowZk33aWntx7733hnHjxsVAASxj4sSJ8X2zisvHxRdfHPr06RPfs47hw4fHYMfaD0mSJO3Oun2fD5pHpeZN559/fjb2WQQHffv2zT6FsHLlytC/f/8wcODAbMyOKS4/yTfr2t7ARpIkSdqVdNvgI/X3mDVrVkvzqRtuuCGbuvOk/h5gmxioZZEkSZJ2d902+Jg/f358pa9Gaj7VqAULFoTFixdnn7Z66KGHsnfPKjaVotZk9erV2afa5syZE44++uhw+eWXZ2MkSZIkodsGH4ccckioVCphxYoV8TM1IVdffXV8357jjz8+Bgc0hUqBBbUVxVqTE044IQYp99xzT/zc6PKPPPLIVv1Oai1bkiRJ2h11i+CDvhyp/wQDj66lzwYdzkeOHBnHjRo1Kpx77rnZN9pGLcn1118f3x9zzDEtfTKKNRV0Qme9ad0s/7LLLgsHHXRQNkdtPIqXZlfDhg1rWfbo0aOzqZIkSdLuq0eF6oNOsGTJkjBgwIDsU9fH3+ygZmPq1KktT6qS1P11t2uROp/nhDqC55Hq8Ryprds/7aqjzJgxI9ZYGHhIkiRJnWO3Cz7o58FjcPN/CZ3H9c6cOXObv9chSZIkqePsdsFHejJW6pPBQIfwG2+8sdUfLJQkSZLUsXbLZlcTJkxo+RscDHPnzjXwkCRJkjqZfT4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpDD4kSZIklcLgQ5IkSVIpelSqsvcdasmSJdk7SZIkafczYMCA7J2STg0+THBJO5vXIhV5TqgjeB6pHs+R2mx2JUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSrFbBx+rVq0KJ598cpg8eXI2RpIkSVJn6dLBRwoOjjrqqFbDXXfdlc2xY6655powatSocN5552VjJEmSJHWWblHzccMNN4SFCxfGgffnn3/+DgcgDzzwQFi7dm0YPXp0NqZzUKsyduzYsH79+myMJEmStHvqds2uRowYEc4666wwY8aMbMz26du3b/jsZz8bevbsmY2RJEmS1Jm6ZZ+PQYMGheXLl7fUJowfP76lSdbQoUNjrUZCDQlNt2655ZY4nVqIxx57LFxyySXh5ptvjvOwHMZfd9118TXfvKvY9KtY41Kcnmo50jInTpwY5syZE4455piWabW2Ke0LNSVpWQzsmyRJkrQr6JbBx6JFi8Jhhx0Way1S5jw1yyKzf84557QKQJYuXRruv//+OH3KlClh//33z6a0RjAybty4OB+vNO86/fTTw6RJk1rGXX311THgAK/0Gbnsssta1s92XXDBBXE66+I7J5xwQpg3b178nGpaituU9mXq1Klh9uzZcTzfIcjKByeSJElSd9Xtgg9qBmbOnBnGjBkTA4wHH3wwXHrppdnUEI4//vhw9NFHx9qGpHfv3nH+egg2Bg8eHN+feeaZ4YgjjthmHObPnx9fp02bFmtaaAqWsJ5HHnkkLF68OBtTW3Gb2Jd77703Bjp9+vSJ4whICF4aWZ4kSZLU1XWL4IMAIDVDomZg+vTpMSBYuXJlzLQPGzasZTrNm/KBB8jo08djexx55JHZu21RA3Prrbe2rJth5MiRYfXq1dkcbStuE/vSv3//MHDgwGzMVnxmPNMlSZKk7qxbBB/5p11R65FqBpCaNKXpaSjr8bmpmVZ+mDt3bkttiSRJkqStumWfj+SQQw7ZqU2S6Pg+a9asDumP0da+8JnxTJckSZK6s24dfKQmSXQyzwcAPLUqdQrvTNS6LFiwoOWpWWC9rD+h2dayZcvCunXrsjG1UVNy3HHHhYsuuqhl29kn9o3x1qRIkiSpu+vWwQcdsq+//vr4nr4eqd9Fr169WjXN6iwEBDfeeGNsFpbWzdOxTj311GyOrR3g+/XrF/ul1Htq1YQJE2IH9tSHhX0aPnx4HC9JkiR1dz0qVdn7DrVkyZIwYMCA7JMk7Rxei1TkOaGO4HmkejxHauvWNR+SJEmSug+DD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVIoelarsfYdasmRJ9k6SJEna/QwYMCB7p6RTgw8TXNLO5rVIRZ4T6gieR6rHc6Q2m11JkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKoXBhyRJkqRSGHxIkiRJKkW3Cj4eeOCBMHTo0HDXXXdlYyRJkiR1F90q+LjpppvC+eefH0aMGJGNkSRJktRddJvgg9qO5cuXh9GjR2djJEmSJHUn3Sb4oLZjypQpoWfPntkYSZIkSd1Jtwk+Un+PyZMnZ2MkSZIkdSfdJvigv0f//v3DrFmzwvr167OxkiRJkrqLbhF8rFq1Kjz44IPhwgsvDMuWLQv33HNPNkWSJElSd9Etgo/58+eHAw88MBx//PFh1KhRYcaMGdmUragJGTt2bLjuuuvi61FHHdXyOF4Cl5NPPjmOY2B6vuYkNedqa7okSZKkjtHlgw8CgRtvvDEMHz48djY/4YQTwr333huDhqKbb745jBs3LixcuDB2UCfwIFi57LLL4jiGww47LFxwwQUtAcYdd9wRpk+fHqfNmzcvjrviiiviqyRJkqSO0+WDj8WLF4dHHnkkBh0YOHBg7PsxZ86c+DmPGo7Bgwdnn0KYNm1arNXI/12QMWPGxOWxXFx88cWhT58+8T3BDUEOj/S19kOSJEnqWF0++CDIOO6441qCihQg1Op4PmjQoOzdVosWLQq33nprS5MqhpEjR4bVq1dnc2w1fvz4lukTJ07MxkqSJEnqSF06+KDZ1NSpU7cJIAgQCEoa6XiemmHlh7lz58ZgJvX3QJrG/JIkSZI6XpcOPuhojtmzZ7cKHuibQTOsYsfzImpC2ns0LwHM0UcfHS6//PJsjCRJkqTO0qWDD4ILaiZSn4yEplfnnHNOrMGgdqQtBCgLFiyIHdET5uepWDjyyCPjo3vXrVsXP1MTcsMNN8T3kiRJkjpWlw0+CARmzpwZTjvttGxMa0OGDImvdCpvC02reFIWAUVqsnX66aeHU089NU6nIzrBzbBhw1qac40ePTpOkyRJktSxelSqsvcdasmSJWHAgAHZJ0naObwWqchzQh3B80j1eI7U1uWfdiVJkiRp12DwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUBh+SJEmSSmHwIUmSJKkUPSpV2fsOtWTJkuydJEmStPsZMGBA9k5JpwYfJriknc1rkYo8J9QRPI9Uj+dIbTa7kiRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD46EIeeOCBMGLEiPjanXXUfvD9oUOHhqOOOircddddYfz48WHs2LFh/fr12RySJEnqTrp08LFq1apw8sknx4H3RWRI25qm7o1jetFFF4WJEyeGhQsXxmBGkiRJ3Vu3qPlYunRpuOaaa7JPSqgBoCZg8uTJ2Zhdx4oVK0KlUgmHHHJINiaECRMmhClTpoSePXtmYyRJktSddIvg4wMf+ECYOXNmrOmQJEmS1D11i+DjmGOOCeeff364+uqr6zaxSrUB9BNIQz5oSdOvu+66VvMxT2rmVet7Cf0O0nT6I+T7NTCNgZqINE+tZmEsN01naK8fQ359DGmbWO9JJ50U5syZE5smMY31pv0rbjvT8utJ25qWn2pP8tueH9+e/HdIk/nz52dTntXMcpk2cuTI8PDDD8fXlIZpe/PS9jMw3y233NIqzVlW8TvFPimkVfouy0npVDwf8suVJElS87pNh/PRo0eHfv36tdv8iozhGWecEQ477LDYT4DhtttuC+PGjdsms3vzzTfH8czDK8HN6aefHiZNmtQyrhjspExsWjaZ/nPOOadVAHLrrbfGV6bPmzdvm21mO1g225XmefnLX55NbY3lHnvssS3ru+GGG+J3GT948OBw9913hxNOOKFlP84777zsm41hW0877bSW77Kva9eubVkf28g6awVhCfszderUMHv27Pid6dOnh69+9ath9erV2Rxbj0szy2VbmOfwww+Pr9R69enTJ5v6LI7H8uXLYxqyXI7dtddem01tDk377r///ric1LTrzjvvbDkfGAisLrnkkjYDRUmSJLWv2wQfZAbJZLfX/GratGkxs3/55ZdnY0LMpBNYzJo1q1WmkXFMw5lnnhmOOOKIbcYhleKT4X/wwQfDpZdeGj/j+OOPD0cffXSsfUgIBgiUwDYTnMydOzdmwBnIqBO0pPUwz8UXX1yzHwPznH322dmnEIYMGRJ69+4dVq5cmY3ZMWwr+5CQwWdbkoEDB8b9e+ihh7IxraX9ueyyy1qCA17JsB900EHxM5pdbiM4Hvfee288J1LakV6k7fYgXceMGZN92oq0T8cJBGrLli0L69aty8ZIkiSpGd0m+AAZwfaaXy1atCgMHz58m4w8mew1a9bUzTQeeeSR2bttkeEnwzts2LCWZjg0B8sHHqDWpVYgATpRkykniGgU60yPm2XdlNB3lFrbSrqmpka19i+vmf1pZrmN4Hj0798/BjIdgeCjb9++2adnUbOTjjfnniRJkrZftwo+0Ejzq85CEJOa+OSHZps7NYpmRdSc3HjjjXE9NG2ihqazkNEmwKEmg/Wxr+zzjuqs5XamFCxRY5aOOU3FJEmStP26XfBBSX1qfkWmMN+8Z9CgQds0rwKl7AceeGA44IADsjHN45GvjzzySFi8eHE2pnmUrNMXolaH7CIyvzTXyjfRakaxSRO1Qu0hzUg70raZv6lBp/Di/lArkfp8bO9yG7FgwYJtjketplz0C8mfE/nta0vaJ/qQtFWTJUmSpOZ0u+ADqfnVl770pVaZSPpp0Cb/iiuuyMZsbbZEiTU1CDuSiaR5D818CAbyGVmemlWrCVgt9H0YNWpUzIizXWBZLCO/TBAoUcOTz0xT25NvdsX+0HQqH1gwjqZn9MVI20UfmdQRvi21lkWn/PaaR3EcqB3IN4Pjlc/J9iy3Eam/Tf54pGOdRw0LQco999wTPxe3ry0Em/ydEZqWodHvSZIkqW3dMvgAza+KTXfI3JPppsYgtdNPzZZ2tNSdTPT1118f39NnIS2/V69eLZ2tG0ETLQInHiHL91kWy2D5eXwmSCEzndbFk6+Kza7oJE0tENNp3oTUNC31T5kxY0ZcVj10ps+nHU+oqtc8ij/8R5+UtC6CK5pX5Wuktme59dQ6HgQi+YcNIAWqDG1tXy18jw7n6TjxvXPPPTebKkmSpO3Ro0LxbidYsmRJGDBgQPZJKge1PNRQEIQ2ExRq1+W1SEWeE+oInkeqx3Oktm5b8yHVQi0PNTEGHpIkSV2PwYe6Jfp58DSw1NcENDujCVrx73VIkiSpazD4ULeU+sikviYM9I+hf8/2PB1MkiRJnc/gQ90Wnd35+xtpoFO7gYckSVLXZfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJK0WnBR48ePUIn/f1CSZIkqcsiD0xeWNvqtOBj7733Dhs2bMg+SZIkSbsH8sDkhbWtTgs+evXqFdasWZN9kiRJknYP5IHJC2tbnRZ89O7dO2zcuDGsWLEiGyNJkiTt2sj7kgcmL6xtdWqH84MPPjhs3rw5rFq1Kjz99NP2AZEkSdIuhzwueV3yvOR9yQOrth7VxOr0iODJJ58Ma9euDZs2bTIAkSRJ0i6FzuX08aCplTUe7Ssl+JAkSZKkTm12JUmSJEmJwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwccuZNmyZeGMM84Ir371q8MvfvGLOO6uu+4K55xzTnjqqafi5zKMHz8+HHXUUWHy5MnZGNVC+pBOY8eODevXr8/Gdi7Ww/pYL+eGJElSmUoJPjZv3hwzOqNHjw7HHntszPi85CUvCa997WvDpz/96dIyXru6r33ta2HvvfcO//RP/xQuuuiicPnll8cM7pFHHhn233//bK5dG+cZ51dx4Ly74IILwqJFi7I5JUmSVLZODz4ojR81alQ4//zzw29+85uwbt26OP6ZZ56J0+68886Wcdp+1Gw89NBDMYM9YcKEcN1114Wf/OQnYe3ateE973lPNtfuY8899wwveMELwuGHHx4OOOCAeI7NnDkznotz587N5uqa/vjHP4aLL744Bo+SJEm7kk4NPgguzj333DBv3ryYAfzXf/3XmAH8v//7v/DAAw+Eb33rW7GUvkePHtk3tL2o2bjxxhvD61//+pier3vd68Kvf/3r8MMf/jD069cvm2v3wT5/97vfjTUh999/f0yHAQMGhCeffDJ85StfCRs2bMjm7Hp++ctfhh/96Efh6aefzsZIkiTtGjot+KCp1Wc/+9nYzOV5z3tebBJEU6Ajjjgilkrvu+++4RWveEX4xCc+EZ7//Odn35I6B838Ro4cGd//+c9/DmvWrInvJUmSVJ5OCz6o3aAEl0CDoINAoxGU9t50003hlFNOiRlG2usPHz48BjI0IcpLHZt5pUkXna35zvHHHx/+93//NzbtWrJkSXjXu94Vxw8ZMiQ2Z1m1alW2hBDfn3zyyXE51MrMmDEjnHbaaS39BK6++upt1ssy/+M//iOccMIJcT6WfdZZZ8VtyMtv35w5c2Ifl1e96lWxWU2lUok1QjSTOu644+J8bN+YMWPi8ouK6cLwxje+MS43Tb/tttvCW97ylrgclsdyP/WpT9XsU0NQyLpTHxy+8853vjPce++9cdsaQdp97GMfa1nGm970pm3SIK+ZY1trf3l/xx13ZHM0L3W6pzkWNXEJ6fOlL30pbktKC86T5cuXZ3NsxTayrWk+tolzjlo8pP4mtTqQN9IJn+UMHTo0TJw4MX6+9dZb43cYx7RmzxnGve9974vzsK00OVu8eHE2dVu19o805zhwPPLqpYUkSVItnRZ8kAmhicthhx0WmwA1gtJoMlb/+Z//GR555JFYI9K3b9+YyaWpDH0X8oFD8tvf/jYGOH//+9/DfvvtFx577LFw1VVXxe984AMfCH/605/Cc5/73JiBojkLndwJTIqY9u///u+xfwDr5pWmTBdeeGFLZpJX2uJPmzYt9OzZMwYgBx54YJg/f35cV63MFxl9ghWaoW3ZsiWu+29/+1v4t3/7t/CrX/0q1gyRmSRQu+eee8L73//+VhnfRx99NAZQpMtf/vKXuC9sHxnJtL7Zs2eHcePGhb/+9a/hRS96UcwMkp5f//rXYwCV318CLGoBCLZAvwjWTeBBGt9yyy1xfHvYFzLZNJ0jXcnQr1y5MqYByylq5thSa8Y2M++KFSvi07sIKEkzai2aRaZ91qxZ4dvf/nbcT4LL1AGf7WKb6SOzadOm2GyN48G5wDaxn2k+mg2yrbxnvn/8x3+M28N+dwQeFkBzsec85znxMwESx4ZxTGvmnPn9738fzj777PCzn/0sfuZ3SIHAeeedVzNQYT/f9ra3xf3jOHA8Oc843zgOnL/pN1BGWkiSpF1UNWPWKaoZlsqgQYMqY8aMqVQz8dnYtlUz5ZVqwBC/c+qpp1b++Mc/ZlMq8T3jmDZp0qRsbKVSzWzHcYMHD6785Cc/ieOeeOKJyjvf+c44nuGjH/1o5amnnorLv/766+O44cOHV5YuXRrnr2aWKiNGjIjjq0FSZd68eXE881czoHHZL33pSyu/+MUv4nj2pZrpqlQz+fEzqkFP5a1vfWtcxrXXXpuNfXb7GD7ykY+0SodqBq/y5S9/uVLNvGVjKpVq5q1y0kknxfm///3vx3HVjHjl4osvjuNqpQvbiGoGtPKDH/wgzp9UA6TKi1/84lb7++CDD1aGDRsWx3/+85+PaQNe+cz41772tZWHH344jq+FtLniiiviNr3hDW+I253Gf+9734tpxjTSKY1v5thWg7VKNairDBkypDJnzpw4DqRVNQOdfaqtGlDFZbEfpCX7krbnmGOOqUyePLlSDTLivPnt+vCHP9xyfJg+fvz4OJ79ZL5qhj+eB695zWsq1cx7nA+cB9VgKr5P6651zqdzIaUJeF9r/jSe7+Q1es5wLN/73vfGcdUAMf4mwH6RxqQN09heMH81MIzjRo8e3XJus9933313pRr8xe/88Ic/jOMbSQtJkqRaOq3mo9iMph5KTCmlpSSXmgZK7hPeU8qOamYo1qjkUbNC8xD07t07Nv8ApcPvfve7Y20InbCrmbRYmksJbnEZoKSbElwwfzVjHZdNiXj6uxnUdlB6TElyQkk1NSCgpL6IZVKjwncTSv6pCejVq1c2JoT+/fuHagY5vk/LoTSZkm3mowlVMV1o6gRqB9hv0i+hqdshhxzSan9//vOfx7RmPewvaQNeeRQyj+WlZuJ3v/tdHF8LNUupSd0HP/jB8MIXvjCOJ81o9lWs6Wr22O6zzz5hr732Chs3boyd5lOTH9KgmgmO7+uhpodaIPaF75Pe9DviAQgsG2m7OGeqmfWW48N0SvNBDcLq1atbtonto2Yn1SRxHpTVob/Rc4aaDbab+apBVdw/sP38HqrBWPycUDPHPjH/JZdc0nJuczxPPPHE2LyP/f3pT38aX7tCWkiSpO6p04KPf/iHf4ivNIVq5MlCNPV44oknwsEHHxxe+tKXZmOfRQb+oIMOissjU5pHE5p8ppsMN8iY0bQnIfNGE6laWHYKPBKWmbYlH0yRmZ8+fXr4+Mc/HpsvEXh8+ctfzqZua9CgQTHoKWJ/v/Od78T+AGTwaFrEcvNo9kLasC8EBm2pBpIx0zlp0qQYEBAAsMxivwUymiADWkwLgrW0v7WCqIRmYI8//njNY0WaFf+mSLPHln3lDyPiv/7rv2Lzoo9+9KMxkGgUDzagKRp9JGhWxbJ5JVOepO0iE81xpO9CGng0NNI20a+FeQhE2Rb67tDnge+XqZFzhmPOdpOO6XeY0HwrHwSDIIw0qDU/AQjrAOvmt9xV0kKSJHU/nRZ80O+AjCh/e4L+EI2iRJWS1Y5AJovMViPIZO2xx7bJUczw0n/kzW9+cyzB5+9osK3UuhQDl3rog8D3yLxR4k/ARE1LMfOX8HSwWtsHSp6vueaacPrpp8cgiLb9ZBDp25AvJc/Ld7jeXs0eq0bn51hQK0Ommo78IMPN/tFfpRmcAx/60Idi2lJj87nPfS72U8gjWOKY0iG7OLBO0p5t/+QnPxn7uPDggHXr1sU+Dyw3H9B0po48Z2ppdP6ukBaSJKl76rTgIz0BidJROninjrttSbUSdKqt1SGWEnuav1CD0FHBSR4lvzTTySOTmmoKUlMhOi0//PDD4V/+5V/ik6bIgF155ZXhNa95TZzeCEqPeYIQ67z00ktjCT0d28nQFWsGqBEgc0wQ19aTimiaxZOuCDTYHjqS04GaTvjF2o2UUV2wYME2TzCi5Dqlfb7GqIhmPGTqax0r0oztydveY8vf5eAPJtK0h+ZCbC81IZTqN4PMMrVBZNZpwkZncuRrwmhyxnEsDhwfjgEIimjixBOraA5GIEBAwzbla/c418mQJ7xvptamlu05Z1hnsQaLGivO3zzSge/Ump8aNWqPQPNCAhQ0mhaSJEl5nRZ80ISHJ+LQl4DMJSXYlF6njCMZFP7S9GWXXRYzpX369AnDhg1rCVZobpRQkn/99dfH95TmpzbsHe1//ud/WpopUZvwzW9+M2a82JcUXKTmV4xLTb3IbFML0iiWnTL+7DcZOdx3330xU5l39NFHx0CO9fIEqHwQR7r8+Mc/jo+QpWkQaZ3ShnXwh/WKza54NCrz0GfjG9/4Rkt7fbZnypQp4Q9/+ENs3kVTp7awzdRscawo8ab5EvJpltfssWWbKUEn4wv2i6Y94LxJ29wMmr699a1vjd9lfWwD2/Xyl788pt/nP//5VmnFfPyRwnQ8CP5SIAq2M9V2kfZbtmyJwQ3jOUbUUrD9DLfffns8ts0i2ExNmdieRs8ZAkyekkUwQHCQnlLF96kZKwZCpM3LXvayOD/nGAEO2HbOk+9973uxBpHaoVSbWS8tJEmSaum04AN02uUxnTTxocQ1tQ+nRoQ+BzwKlJJoMjlkamiTTw0DGRsyonR2ZTjzzDNjiTlt3GkK01koEWab6S/BemnKBDops80gowYCFTLyzEuH6YEDB8bxjaD0mMwhSBP+yjsDpdjFfh3UMNBZnYwtmXr+Jkk+XaitIRCi9JpSa8aNGDEiTqfTeLEGg0wm6Qz275WvfGWcn3b9lFpTe8JjVfMd6osIBmgWxXGl1Jvvkw4s4wc/+EFcZl6zx5ZMMMsnYKGDNZ3Y6QjNclgX+9ssMussn/QlzQiaQJMsMuvsB/vAcWAd7MNHPvKRlgw/wQqZb5oZUYvCPtC/hm2iaRY1DZwbBG0EChxXzg/2gQCg2Mm7PZxLLJe/zH7qqafGhwoQiDR6znAucE6yDB4JzTakY/zggw9usy35c4xAhocXsGy+x3EgAKLmiWWgkbSQJEmqpVODDzJ8dEyl7T5/p+LQQw/Npmztc8DTmPjbFHREBk/K4W9M8IfRKN0lM02tCJkx/vAaTXCKzYg6ErUwrJsmQKyX7SGD/v/+3/9rKWnmD7rR34PtZ/vIuKVMfKPIpLHfZIYpUWY5ZPa/+MUv1my/zx+JoxT+He94R9x/5qcmhMwfzV34Ln0ZqCEhs0xNBJlD/gBgaiaTsB/sz0033dSSUU7NcGhKRu0Uy62HjOlXv/rVuE5qNEgvggnG0XG5qJljS8BERpm/90ETMvrZkC7sI5nkdCyaRTqRiSb9CZIIfGnaRY1PSlsCEwYy+mwX+wme6MUxJiPOU5+Yh/OXdHz7298e5yEoI9gm7dPf5eB7N9xwQ1xPo8j4k06cY6yP2gTeN3POsE0EBKQvzb4I/vk7HgSYtX5DxXOM/aOWkn2mpoimXjRfQyNpIUmSVEuPCtUOuzEy6mToli5dGjOJqXS3q+KvaNM0ZurUqTETL0mSJHUXnVrzoY5H6Tr9Hmh+RYfj3Tx2lCRJUjdi8NGNEGjQHp+O5HSUphaEztKSJElSd2Dw0Y0QaNBfg077dPrN/1VuSZIkqasz+OhGCDToHL1w4cLw85//PHZMliRJkrqL3b7DuSRJkqRyWPMhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQ9KlXZ+06xcePGsGbNmvDUU0+FTZs2ZWMlSVIZ9t1337Bhw4bsk6TO0KNHj7D33nuHXr16hd69e2djVUunBh8EHI899ljYa6+9woEHHhgOOOCAbIokSSrDkiVLwoABA7JPkjoD2WmCfArcKXg/+OCDw/77759NVV6nNbsi4Qk8iAIPPfRQAw9JkiTtkqj52G+//UKfPn1iofvjjz+eTVFRpwUfq1evjonft2/fbIwkSZK0ayPvu88++4Qnn3wyG6O8Tgs+aHJFUytJkiRpd0IeeO3atdkn5XVa8LF582abWkmSJGm3w4MefNBSbT5qV5IkSepA9AHp5AfKdlsGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfChLo0/Vvkf//Ef4U1velN49NFH47j169eHsWPHhpNPPjmsWrUqfn7Pe94TTjnllLBs2bI4jyRJkrqebhF8LFmyJGZAjzvuuHDUUUeFIUOGhPe9731h0aJF2Rxdwx//+Mfwmte8Jrz2ta8Nt99+e/jmN78ZLrvssmyqtscvfvGLMHv27PDpT386HHroodnYbe25556hV69e8VWS1LFSoQ/34DS85CUvCaNGjQoLFizI5pKk+rp88PHTn/40jBw5MkybNi306dMnvO1tbwsvfvGLw9133x3Hz5gxI5uzHKtXrw4f/ehHwwc/+MF4Mc775S9/GS/E//mf/xn++7//Ow581vZ57LHHwhe/+MV4wyPgbEvPnj3D5MmT4znSXoAiSdoxFPK85S1vifc2Ctruv//+WPPc3QIQtvftb397+MY3vpGNkVSWLh18/OUvfwlXX3112G+//cLXvva1WJvwqU99Knz3u9+NGc3DDjssZvQXLlyYfaPzbdiwIfz6178Oa9asycY867zzzgsf+tCHwkknnRR+/OMfh1/96lftZprVvuc973nxOJ977rmhR48e2VhJ0s5y8MEHh/Hjx4crr7wyfPnLXw7vfe97Y0ER97vuhGa89913X9i4cWM2RlJZunTwQa3HX//61/Cv//qvYdiwYdnYrajupfaBi9706dPjOEq/qQq+66674mc88MADYejQofFimTzzzDPhRz/6USy1Yf7jjz8+Bjf0LwA1Gtdcc00cn6YTTLBctmPp0qVhzpw54Zhjjoml8szPMgmO3vjGN8ZtS9XRc+fOjctMli9fHi6++OIYlDDPu971rtisLGF+vpeWQUBDbUstaX/Zts9+9rMty/zwhz8c+0IkqUYmLfOMM84Iv/nNb7Kpzy5n0qRJsW8F6UW60YyM5m0sl+mkF+uqVCrZN7fV6LpIfwJLls1w7bXXtqT/008/HY9HOj5MJ83y+5SXmgOkPiDg9WMf+1g49thjW7Z93rx5cRposkfas431li9J2haFQs95znOyT8/a3vsc12Cu41zPucdyP+L6feKJJ25z72Ed+Ws892nu2/kWCW2th/zA+eefH+eZOHFi/D73JtS7h0nacV02+CAzP3/+/NjU6oQTTsjGtjZ48OBYCkNGmRqJRnDx+vrXvx7GjRsXL2g063nd614XM+9TpkyJ06+77rpYFcuFj+m8/u1vfwsve9nLwlVXXRVL5LlYcaEjANpnn33iMv/t3/4t1tJQInThhRfGiy2B0+9///u4bjpDp+pp+oJ88pOfbAmuKIWhBueiiy4K69ati8tgoA9DvX1jG7kQX3HFFTE4+slPfhI+8YlPxEw87rjjjri9ZPDZb+bl4vvII4/E6cktt9wS18kFm7Tl4r///vvHIIHxe+yxR7zYU83elkbXxQX/qaeeCv/+7/8envvc58YLP9sNapV+/vOfxxsA+/bmN785Bpj0++C8qIf9Zv9ZHrUmn//858MrXvGK8Pe//z1O53hwMyRd2Q5ukrNmzYrbWWxKJ0mqjQKjP/zhD/E+RUsEdMR9jsIhxr/jHe+I1+dNmzbFfp/0/0NaB4VY//Iv/xLvN0cffXT46le/Gu8TbFd763nnO98ZC9ZAEzLuMyNGjIifG72HSdoB1cx2p1i8eHH2bvtULxiVMWPGVKoXhMrKlSuzsa0xnunMx/xf+cpXKoMGDarMnDkzm6NSqQYwlVe+8pWV6kUkfn744Ycrr33tayvVjHply5YtcdwTTzxRqV7A4lC9OFbe/e53V17zmtdUqhfAOB3Vi1l8La4TaZlvfetbK9UMbhyHX/ziF5WXvvSlleqFK65r0qRJlVe/+tWVP/3pT9kclcr3v//9uM28VjPclRe/+MWVz3zmMy3r4zVtZ1Ha3/y+VDP0lfe+972VasDWsv1pWUn1ohq361e/+lX8nJbD+Lzi99K2VoOUbMy2Gl3X5z73uZZtvvPOO+N+/+d//mf8zPj8ctLxqQYhlccff3ybc6P4edWqVZVTTz21MnLkyEo1aIzLSMtkqN7MKm984xvjfAnbOWTIkMq9996bjZGkXcOO3o+RrrPHHnts5ZJLLql87GMfq1Qz8ZWXvOQllU984hOVaoAQ59uR+1y6vxa/n+6l6R7BOljGtGnT4mekex/3e+779e6n5BPYJu5JeWnepHgPk5rREb+9XVGXrfmghIJaBErH22p2RAk3JSJU++67777Z2PY99NBDsSTjpptuCi960YtiCQfNjGiSQ8k4pfuUhDz55JPhzDPPjKUjTGN8W9IyqxfNVlXQ1QtWLA2i1Idl/+53v4vNxFJVMkP1Ih7nXbFiRWzG9fKXvzyW3lD1zCv7X6+/AzU4aR7SrHrxDdVMektJDc3EKA2igz61SLTTJd1SzUhC9XUey6DTPKVPrINSINTq75I0ui72NW1z3759YyfGtWvXxs/Vm0Osibj00kvD61//+vBP//RP8RhQK1G9McR52kPNFGlMyRvpSInZn//853hOcRyoKXvwwQfj9qXjwHa2d65JkkK8TleDiDB16tR4T/vIRz4Sazf22muveA3tiPsc9+b+/ftnn7Z+5j7BvZb7Euvg3loNUrI5tt77+My9uxrEbPf9tNF7mKTt12WDD4IJmv7QBpTmP7VwAeIiQ7tSMpaNoNkOwwc+8IFYhZsfvv3tb8dmXFx06G8yevTo8Nvf/jZmvv/nf/6n3b4O9fBdMtX9+vULP/jBD7ZZN+sicCEouuGGG2JzM5p18XSvZv92BU3EaAp2wAEHxAz42WefHddBVTPLZt/roXr8nHPOCd/61rfiTeTaa6+NF+T2bO+6imjy9v73vz+mF03ZeGQxAVWjuLnQ7I0q+dNOOy22Ff7nf/7n+GQ0jgPHn+XdeeedrY4BA49KliTVdsQRR8Rr5T333BNe9apXxSbL3C/RWfe5devWxeZSBx10ULy3NWJ71tNR9zBJ7evSHc5PP/30cMghh4T/+q//ioFGHu326SBNaQil43jhC18YX/N9Eqh1yLfjZx4uRAQVlJTwPg2UmFPDQSkHpSqUmNPXYODAgbGk54knnsiW0holNAQtPO0jXytAKQ3B06BBg+J0SoAIlhYvXtxqvQw8LpZSfTLO1KAQCPFIX9q+UgvQHmoFUmDENpI27AuPnWWbKIWi3SwXXgI1Sp/q4SJM7cCYMWNi5z9KlAhq2rO968rjWNHf4wUveEEsUXvDG94Q96XeuvNSgEm6T5gwIQZQBGLf+973YlB75JFHxnQlrYrHodEaNEnanXFd5umT3P8uv/zyeM/gPtYR9zmedMm9M6G2mhoPrunUknMN597CfTxhudz72S62aXvupx1xD5NU356fpL60E5CxoyPxjkgXEUquv/Od78RMKZ3Qv/SlLwWaAxEk0IkslYqT4aR0m8w4j8/jCRV0Nqa6lKdWnHrqqaF3796xORKdkSndINggSLj++utjBpULJM19aKbDRYjScf6myD/+4z/Gjs9k8inl4WLIxe1Pf/pTS1UvT7vi4sUy+eN4n/nMZ+KF8uMf/3gMPlg26+X7XFipAmb5t912W6zepYaHDu1cMMn4U61NM6B3v/vdraqgEwIy1vd///d/cXlc8OkcnjpUE5TR6e5nP/tZzLyTsaYkiP2hJImneAwYMKBlOekzaEZGunPh5YZBEMZjb9lPagdq1URs77rYbpZNkEf1OB3+SF+OJ82kCDK5GdH5/a1vfWss+aJWg0Cv1mfSlQcB8Jn9oASOmxIPFmD57A/7xrHgHOI4cwx4ygnNyyRpV9IR92OulfnrLPdLaiIoqPvhD38YH7DC9ZVaj+29z7GNPEqfmnfu3zTluvXWW+M9n/wABVLUaHA/5D7BfYl1cF+iBobAggeVUNPN+/bup1z3uWcTJHFfTzUi9e5hUjM64re3K+rSNR+g2QwXLR6VSqkFFxBeqbVgIHOfUOJCRp/x1JaQmeRpG/l5aJ7FBYxmOdSKUBrCPGSyKW1nOtXKX/nKV+Lf7ODiQx8QYjQuRgQvjOeVJzQRDHGBJGDhSVCUzrBM2onS5pQmRJTSgKdx8AhZAqGbb745LodXLtYs+/nPf3686NK3goGgiapiqrbbw7xcSNl3Muk8mYNmS1x0uQjTbIzMNzU5XLipTq6HdZJGXJBJr/S0kvZs77rySAe2n7SaMmVKfBoVy6QJXqNYBsEeNyPSmJsJT71if0BJGOcHN7MvfOEL8dHEBK2cP5KkxnFvPuuss2KhEk1k6eu4o/c5CrdookXBE99lWTR9Tq0buKdyb+U73/72t2OfEoII7uXci7n31VsPfRwJRAheaFZMs66OuIdJqq9HNeLf/o4M7aAUpDNLCSjdpzM4FxQyqKnp1e6E4Id9p10qGWpJkoo6+37cUQgEqLkgUKE1ArXUUnfWXX57ZevyNR9toRkUf9eCpjmUelA120lxlCRJkqQO0G2DD9Aki2ZPDFT7UtUqSZIkqWvq1sGHJEmSpO6j2/b5kCRJ9Xk/lnYOf3u1WfMhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJK0Wl/ZPCvf/1r2LBhQ/ZJkiTtDPvuu6/3Y2kn8Y8Mbsu/cC5J0i7M+7G0c/jbq81mV5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH93MXXfdFYYOHRoeeOCBbIx2N5wDJ598cli1alU2pnOwnqOOOqpbnW/jx48PY8eODevXr8/GlIP0IZ1IM0mS1LZuEXyQkSBDQUYoDWVkvqTdFZnpq666Ktx2221h7ty5YfDgwdkU7ajJkye3upbxWZKk3UWXDz4oSTzmmGPC8OHDw8KFC1uGUaNGhWHDhu12JY0jRozoMplBgj+CQEt7n5UC5e6eoVy5cmXo0aNH6Nu3bzame5gwYUKYMmVK6NmzZzamHPwe+V3y+2wPv5m1a9e2XMcI7m644QZ/Q5Kk3UaXDj64UV999dVh3Lhx4bzzzsvGbsVnbtpMtwZEUnfQp0+fcPHFF2efQhg4cGA4+uijs0+SJO36unTwMW3atNCvX78wevTobExrxx9/fJzOfAltvvNNGuqVKBabQPD9JJXsp2nFtu+8p6TzlltuidOYJzUHY73pe8UmYkxj3B/+8IdWy8+XlqcS9Ouuu66lyRnfS99Ny0uf2Ya0nNTmPb9vaVxecd9ZVpKWy2vat/w8vFLztHTp0nD++edv8/320hXFpnT1+hWkNvW1lpevbcgf/0b2Ob8ctj8/rfj9dLyZr9ZxY/pJJ50U5syZEyZOnNhqGutJQ358cXvS+Lz8PrHeFStWZFOeVW/bkV8OQ/545TEfx5RjyzHOL6u4vcybx+c0ML2R/UzHL3+uM7B9xd9gW9ucpHXnpW1hSL8VXtNviG0pficd6/w5mV9OcVuK86d9SvO2dX7ffPPN8ZVrmSRJu4VKJ1m8eHH2bvuNGzcuDu3Jz/OVr3ylMmbMmMq6devi55kzZ8ahLXyvmmGorFy5Mn7m9XOf+1x8P3/+/MorX/nKuMyEZQ0aNKhlmWmetE4G3jNPcVx+P9Jy8usuri99j3FMS/hu/ntpWWn5jGd6rXH5fSmmVVp/2re03Pw8fKeYXnxO30mK6Zr2Jb8s5smnyTe/+c1W+5nH+Ne97nUt09Py0vfTZ7Y3bUutfS5uF6/peDNfMa2L86c0yo9jffnvpW3JrxcsK799yK8fafn5efhePt1qbUMj2848+eWwjvx6ipiW/z6Ky0z7ml/u9uxnWk5+H9hellMcV9ymItbPkPC+kfTLfwfMlz/neOUcTdj2/LYV5y9uR63zuziP1Fk64n4sqXn+9mrr8n0+qhmQ7F1t+emLFi0Khx12WEt772oGIw61UAp57733hkmTJsWmEMg3ibjpppti6Wi+uRfLOuuss8KMGTOyMSEcdNBBsVkY62Q455xzQu/evbcZR3vwfO0H8+TXTZtxSptnzZrVqsSabajXv+OII44Il156aXzP8ugPU2tcWjbbcfvtt7dsI1gH68rvW34/cOaZZ8bXaiYqvtZSK135Pst55JFHQvWHGLdh+fLlrY7d2Wef3eZ+cizy09tKU45NOt7FfW7veLOMqVOnxtqK/Dak9Cvu72WXXdayDEqsaTZDbUc9J5xwQqsS7rT+JDXBeeihh+LntM3F48R2Jo1uezO/jVoaOa5Js/uZcP6nfeBc4xwujkN7519eI+nXKL7HOZgMGTIk/j6qAUw25lmNnN/UmjDP5Zdfno2RJGn30OWDDzJN7clPHzNmTJg5c2bdJjwg09C/f/+YESpKmYfTTjstG/MsxjGNedpCpqReR91a8xx55JFh2bJlYd26ddmY+sFXW2iOdsABB2SfWqPZzsMPPxxGjhzZqhnJrbfems2xVSP7UdRWuvKZ8UxPwQOZwHzzl1rSsWDe/LaSKS1qL63aO96kB0EkGco8Ms2cS/lMMvMdcsgh2afm5DP/CftOGrBPPFghH8S0t81Jo9vezG+jlkaOa9LsfraH38T2aiT9mkG6kX7sQ2pyWEsj5zfHpVY6SZK0q+vSwQeZyfYy+sUSRkoWKQ3npk/GenszWruDww8/PMyePbvVE8QYeFpQGSh1Z33pqWX1ghAeLlDcVjLTqRS+O6KvAftOTQr7M2/evFhr0Bl25m+jzP3sLPT3IKC48cYb4z7w26Fmpi31zm9qVKmdaq8QQ5KkXVGXDj5oZkFNwD333JONaY3xTE/NMRJu/GRw2msOQ+l1sblIQmkkpZL5JkgJ4zqrxJJlkyns7Aw1tRmrV69uuPlKM9pKVz4zvlhrQCaMjBxqbU97x6IZ7R3vttKDzCIZ9h0pfW8LmU6ahNEkqL3mTwsWLNhmm/M1Mc1ueyO/jVqaPa5Jo/vZWeqlX1Is5KDWhHRFSksCt3zTqUa0d37zO7fmQ5K0u+nSwQc3Z0pLaWKTfzoO+Mz4fPt7npbTXul5HpmI4447Llx00UUt3+GVZSA1U8mvl3bajGPajqLJxiWXXNKS4WHZNHuq1dSro5FeBDnFxxTzFKBmSsNp1kXzrnxmrla6so9k3BjPdD6TzvnMXntIE9Km+HQhtrdR7R1v0oMSajLI+f2/5ppr4v418ySiFCzVay5Yaz6efJQPCFJ/EtIupRXbRy1Q0ui2N/PbqKWR41pLI/vZWRpJP1ALQ5CSCjnYP34bSa3znPRtq9lVI+c357I1s5Kk3VGX7/NBaSklh3SqTe39GShNpQQ3X5r66KOPxiYOqV05f5gw32G8iCZGZADSd3jleyAzRRMLMippnWRIpk+f3mZGqxk02Tj99NPj+lg2gRTrKqt0uLjvDPfff39T+0bGMrVt5/spOCguOx2LfJOu++67r2XfmY8gsq19ZzxpQxqlbSUTfMopp2RzNKa94815wvLz/WCwPX+wLgWuLKMYNOfR7IYS9bQ+/vhcvjkS673++uvj+5RWpHWxk3Ij297sb6OWRo5rLfX2s7M0mn6c86RfOr8I5jgf6UsDlkNwl78WHHvsse02u2rm/JYkaXfSg0deZe871JIlS8KAAQOyT8ojk04gQ0CVam0klcPfn3Y33o+lncPfXm1dvuZDkjpSWX2rJEnStgw+JO2S6HPBU6ryfV1oBtdR/bYkSVLzDD4k7ZJSf5fUR4WBfhv05eqIfluSJKl59vmQJGkX5v1Y2jn87dVmzYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSpFp/6RQUmSJGl35R8Z3JZ/4VySpF2Y92Np5/C3V5vNriRJkiSVwuBDkiRJUikMPiRJkiSVwuBDkiRJUikMPiRJkiSVwuBDkiRJUikMPiRJkiSVwuBDkiRJUikMPiRJkiSVwuBDkiRJUikMPiRJkiSVwuBDkiRJUil2y+Bj/PjxcdDuaf369WHs2LFh8uTJ2ZiO98ADD4ShQ4eGo446Ktx1113Z2K6N7WSb2fYypePhb1KSpF1ftwk+UmauMzOMUkdYtWpVuOiii8LEiRPDwoULw4gRI7Ip2lGk7cknnxyDOgbeM06SJHUP3Sb4uOmmm0L//v3DrFmzYkmpdl0pg9ldagyKVqxYESqVSjjkkEOyMd0DQdLcuXPD4MGDszHl6NmzZ5gyZUqYMGFCNqZtd955Z5g0aVIM6hgokLjkkku8JkiS1E10i+CDzOiDDz4YLrzwwrBs2bJwzz33ZFMk7U7OPvvsVsHRaaedlr2TJEndQbcIPubPnx8OPPDAcPzxx4dRo0aFGTNmZFOeRSl5aorB0Ez78Xz7fAban+dLUlMfEQamp6ZfxSYg+fmQ2rIXS/D5fn4d+e/ll89rWnZ+fNLsPheXl98u3qfahnxaFLe9uM/FPgLFdRS3Ke1nfr580xnWN2zYsLB06dJw/vnnx+mMYx2UzN9yyy1xnfnvpHRLQ3Gbi8f3hhtuyKY8q945wDLTNIa20pr9GjlyZHj44Yfja3Hf8ssorqOtfSymeX6ZSGmaTwe2I51/+XHtYfuKyy6my3XXXReXmZbFd4r7kbY3fxzaS9+0nfntayS9Wc/VV18dzjnnnFh7IkmSur4uH3yQMbnxxhvD8OHDYwbjhBNOCPfee2/MzCS8v+qqq8Jtt90Wm2LMnj07HHroodnU+u64444wffr0+N158+bFcVdccUV8TW699dZYyso85513Xsz4EAgxpCYggwYNivNtj1rLX7t2bcuy2TcyzSlD1+w+k7GjyRr7l5Y3bty4VhlEMvyk9d133x3nYTqZu5QZZZ2nn356q32myUtCBnHq1KlxW5jGupYvX75N5jSlUZqnX79+4ZprronjyHzz/SOOOCLuL/OkPhOrV6+Ox4ntmzlzZujTp0/cpmOPPbZle/gO253OD17JnKb+FwyPPvpomDNnTpyetHcONJPWHDvmO/zww+Nr2k7Sn+1Ky2A47LDDwhlnnNGSvqi1j400NcqfP6QB+3vMMcfEfU/jGFK6NKLRtGtEI7+xpJH0Zp53vOMdMV3S+SFJkrq+Lh98LF68ODzyyCMx6MDAgQNj3498BmjlypWhR48eoW/fvvEzGbaLL744vm8E8/IdEOAQ6JBpzmfuWD81L8m0adNipnn06NHZmK0Zz7POOiv71Jzi8ov7wH4fffTR4aGHHoqfm9lnMre33357zPymEmKarlA6na9F6t27d6t5zjzzzPhKzRPod8N32M8kNYMhM0hQSGYwn5Ysj+PHcUzY15RuzEMGl74G+Ux4W4ql3KybbUiGDBkS94P0QdrmfAb18ssvbzmfkvbOgR09v9gvgjIy8fkmQ5deeml8TembFPexVlMjmh+uW7cuGxPieZf2kfOI/SuO4/xpJnBoNO0a0chvLKmX3nyHtPzYxz7WKl0kSVLX1+WDDzJLxx13XEsmI2Vc8h3PyVgRCNBcp17Tkrbkm6yQsSmilDqfIVy0aFFLbUxHKC4fZFrJ/LFNlGLnM47N7DMdoFMzoLSPDMVaGjLtKcNXRFqTWWyrjT0ZRoJCgqS8FCymYAC19rURBx10UM1O3AQ+qUkP6UENDuptc1Fb58COnl+kP9tOYJRHpprtTgEl2tpH1pu2jeZojaAmbns1m3aNqPcbS+qlN0HXmjVrul2HfkmS1MWDj1RiTCY5ZVpSxoWMeOp4TkaWp+XQPIP5mafRTGLKuCI1LaG0fmdj+8l8XXbZZS1NVfIlzs3uM82AmDftYxoaecJQV0aGlpoCmouxP+wjTbaaUe8c2JHza0elADTfZI7mU91Js7+xeulN0HbzzTe3GShLkqSuq0sHH6k5SjHTnDLixY7nZEpoJ0/GptFH8hLE0ByF5iTNKq4jlRYX5Uu2Qa1Je1gOy2Y/6rVnb2SfyaTRl6DYvKcZZAipsajV2R+UQhebVyE1m+uMUmoy5jTXIhhtr/lNcZspOafZUtLoObA95xfaSv+0/UceeWQ2ZlvpO9dee208BmWrl3YoNgGjpufJJ5/MPm3/b6y99CYtmC5JkrqXLh18kPGhxLSYySDjke8nQKfpfMfpZpDxy2eeKKVtpGR5zJgxYcGCBbEENuF9vmkU20nTLEpv2U6wncXmTkUpo58PUorLbmafST/SMd95HDxVif1tFPtMZjBfCp2WQeaf5nH8cb20DjKLBAb5ZnONOOCAA2Kzm2LQVlRrPjqup2ZX6TwhvfNplZ8H9c6BZtK6FtKfTvpkovPpzXaw/TQzagtBG38zhAw9SFuOY2drNO1SUzL6QCEd83zw0exvrF56sw4eYkCtlyRJ6l66bPBBBoWMblttzouZnvRYVgZKSa+//vqYgaqHmgUy5jRx4rtknPKdyNtCZpqmPmSi0npR7HDOslL7deYhoCITWg+dkQmu0rJ58lWxo28z+0zzqvx+Mtx///1NBQW19pknGKV+HsV10E+F4KvZpl0p48uxYDltZUSZj7TMbw9Pvso3u+L4Mj2fVieeeGKrtGzkHNje8yuhkz7LyPe7Ac2L2lsOaU6H8/Q9gphzzz03m9q5Gkk7AiuaBqZjddJJJ8VjVzwGzf7GdjS9JUlS19SjQrFqJ1iyZEkYMGBA9mn3kUpju3tfCqkWah0uuOCCGFTmn3omqevaXe/H0s7mb6+2Lv+0q+6EJjHUVnTkE4KkrqT46GtJkqRmGHxsJ5qFXXnlldmnrSXC/OG3em34pe6C5m75/j0E1/TpabYPjyRJUmLwsZ14gtHPf/7zlnbp9G+AbdO1q6Cze74/DX026Lthk0JJkrS97PMhSdIuzPuxtHP426vNmg9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpejUv3AuSZIk7a78C+fb6tTgwwSXJGnn8n4s7Rz+9mqz2ZUkSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwUcnWr9+fRg7dmwYP358Nka7sgceeCCMGDEivnYmlj906NBw1FFHhbvuuisb27WxnWxzZ6dNkb9BSZK6lm4RfKQMBJmtNJx88slh1apV2Rxd08033xwOO+ywMGHChGyMtGM45y+66KIwceLEsHDhwhjsqGPkgzoGrjlceyRJUsfp8sEHJabHHHNMGD58eMxspWHUqFFh2LBhXbbkl0zirFmzwqWXXpqN6Rzsf3cIxLqCyZMnd/sM5YoVK0KlUgmHHHJINqZ7IEiaO3duGDx4cDamHD179gxTpkxpqADgjjvuCNOnT4/Xl3nz5sVxV1xxRXyVJEkdo0sHH2Sor7766jBu3Lhw3nnnZWO34vMNN9wQp3fVjPf1118f+vTpk32S1JVdfPHFLb9XghYKPCRJUsfq0sHHtGnTQr9+/cLo0aOzMa0df/zxcTrzJbTtzjfPaqtmJDXlojScIc1fqxah2Bwj336caZTq3nLLLXGe9P1rrrmmVakp30lDWg7rLTYpY1xR/jv5dvOMP//888PSpUtjLVBad1vbBNIjLYuhVk1Afn0M9WqX2to+MI2hXhq3t13FNGLIb1P+WOa3JS0jTaep0pw5c2JNWprGctge0ir/neIxT+Pz8vvEvPPnz8+mPCutO83HUEzP4r6zD7WwvpEjR4aHH344vjZzXNvaT77P+PS94rFJxy+frmxHcb8Y1560/vyyi+nHtuX7zPCd4n6k7WVakl9OcVvSdubH5feFIb+shG1ge8aMGZONkSRJHaFLBx+LFi2KfSYohayF8UxnPpDBWL58eWwyQdMJakbqIUOK1JyLTBBNulImiUzIhRdeGG688caW5hisI59BXL16dWyucffdd4eZM2e2Wdtx6623htNOO61l21g3GeFzzjmnZRxDMfOOtH18h/mZh6YkzH/EEUeE2bNnt1p3rW0ifahFuu2221qWR/qdccYZLfvbbBq2t30J+w2ms1wCRoKzpLhdzPPyl788TmO72D62M62D+Zg/n6EE607pS3osW7Ys9rtJTW/4zgknnBCXz+d0XhG83X///fF7aXy9Jjise+rUqXE9zMO8X/3qV2O6J41sO+l01VVXtew7yzv00EPjtCJq+5jv8MMPj6/NHFfU2s8777wzTJo0qeV7nP+XXHJJqwz/9py39TSSfo1g/9auXduy/aQB21IroADrrXd+81361XzrW98qvZmYJEm7ui7f52PQoEHZu9ry04vBCqWoDO0566yzWjXpSn00Uin2TTfdFM4+++yWTAjLJtNF+/V8xo5xab1tYV1pe6i1ISNcHHf00UfH0nmQmXvwwQdb9RspztOe/DaxrWT2yDjmM1TF/W0mDRvdPvYz1V4V06/WdjEPTWB4TbVfl19+eZwG5qPGhz41+UxyPi3JlBNEFueppXfv3tuUcNdqgkOmlWWlbb7sssta5uGVTPxBBx0UP6ORbV+5cmXo0aNH6Nu3b5zOclh3oxo9rqi1n/lzGwQZBG3r1q3LxjR/3tbTaPo1opheAwcOjNvy0EMPZWNaq3d+s21f/OIX47akbZMkSR2nywcfqVajLfnpZKwoDab0ttFS2GJwc8ABB8QMI5kXModkOMnY5ZtpkHnMI8O0vR2A2wuuyJiyHzSpSuumxLmRTF5xm+iozLghQ4ZkY7Yig0V6pcxaM2nY6PblM3tFbW1XwvEl41/8PhngNWvWtMok1wtU20KmPGX+8/LNczgHknrbnDSy7WTcOd9Iw1Qb0oxGjyva2k/Wm/azeG63ZXvTGo2mX6MIGFLTsXq/j3rnN9uGWukkSZJ2XJcOPsjgpNLmWlJwkDJClOBSok5GkTbxzQQh7aFpRmrWkYbU5KWzkVFNTUTyQ7EDfkdpNg3L3r4ysL/sN9L+0KypMxCY0ASK5kfUBpCB3p4gZHukTDu1MO01Q+rKSCsCN2pR2H72g3OyLfXOb6bTVE+SJHWOLh18nHnmmbEJyD333JONaY3xTGe+PJpRkAlppilIsnjx4vDII4/EDAwZQ0rtZ8yYkU0tFzUXbAvbtKMoyaU9fbFTNBlQMmNHHnlkNmarRtKwI7avre1KCCxrNZ1imw488MBYU9XRWDb7nW8uVUSn7+I2UxOU77PQzLYTyBLQEuQ00lQsafa45qXvXHvttW3WTHWWRtIPxSZg1Ew8+eST8T1pRFqRZvmmU41o7/wmLWxyJUlS5+jSwQcZAEo0aQpSLA3mM+Pz7cavu+66mOlqBiWgqXMqmRk+9+/fP7YdB23g6XCb78BKSSlPwulsbAPbwjblM6P5/SQA4O8+pOYibSGN6ANBRi1f0kvHb5r90PwHzaRhI9tXT63tYlksg9cUgOY7ezMfJfSN9LPJIyNezMzWUpwvrS+hdJwag/xjnnnlc14j28551Vbn6EY0elxrKZ47tfahMzSafqlZVnqaXfp9puAjFQ7km15Sa9FWsIx65ybT2Layap8kSdrddPk+H5RQ5pukpCE1FcmXeD766KMt/Q9o+017+3rNfz7wgQ/EJ1ml74C/z5EytSyfzCKBTlo3T8I55ZRT4vTOxDawLWDb0vp79erVEnCRkTvuuOO2efRqLaQF+8G8aVmYknvyUzNp2Mj2NaK4XSyLZbB8lsOxpxQ/LZ+MO8es2dLufP+K4iNc81guzXFSOpDhLT7umSeN5echACAQpi9D0ui2588tzuv8+deIRo5rLZw7dDhP32Mfzj333Gxq52o0/RhH+jPPSSedFNOPp7sldKzPpy9Pvmqv2dX2XCMkSVLH6VGh6LMTLFmyJAwYMCD71PWQ8bzgggvMfEhdBDU3PNb6C1/4QgyMJHWMrn4/lnZV/vZq6/I1H5J2DzSXyjd5lCRJux6DD0mlu/LKK1v1UaHfC82rmu3HI0mSuheDD0ml46+45/uo0GeFvlXN9uORJEndy27b50OSpN2B92Np5/C3V5s1H5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRSd+kcGJUmSpN2Vf2RwW/6Fc0mSdmHej6Wdw99ebTa7kiRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpdjtg4/JkyeHk08+OaxatSobo67orrvu6vTjNH78+HDUUUeFsWPHhvXr12djuy62kW1lu8vG8Rg6dGh44IEHsjGSJEn1dZvgg0wOmR2ChY5CRvb2228PkyZNCn369MnGanfEebV8+fIwb968MGXKlNCzZ89sinYUaUtQl4aO/A1LkqTupdsEHzfddFPo379/mDVrVoeVSl9zzTXhjW98Yxg8eHA2RtsjlcB350zlokWLwmGHHdatgg62lUBpwoQJ2ZjyjBgxIsydO7fub4cAf+3atWHhwoVxuO2228INN9wQa04kSdLup1sEH2RgHnzwwXDhhReGZcuWhXvuuSebsmPItJ133nnZJ0kdjRrFiy++OPsUwsCBA8PRRx+dfZIkSbubbhF8zJ8/Pxx44IHh+OOPD6NGjQozZszIpjyLktR804722sETzNB/IM1b7EuQ+hfccsstcXq+D0DqF8BQbPNeb7mphqCt7xcVl5ffjnxtQ36b8vMkxWYv+bQprqO4TbynlDulSZov1XIw/aSTTgpz5swJEydObDWN9aQhP764PWl8Xn6fWO+KFSuyKc/Kz8OQL01vNK3T/t96661xYN60PcVlMNRax3XXXdcyX5re3j6mNOX8YruYzjawLXw/fSeNa0v+HEiKxzN/DJC+k98PsAzGMx3F5RS3he/nx7FPaV8Y8svKu/nmm+Mrv2VJkrT76fLBBxmYG2+8MQwfPjw2MznhhBPCvffe2yojyfurrroqNumgacfs2bPDoYcemk3d1p133hn7eaSmIGSaLrnkklaZpaVLl4b7778/Tk99AFIGLn2PzPY555zTsi31lnvFFVfEpj1pOtPaQqaOQOuyyy5rmZ/vXnDBBa22k2047bTT4nT2m5qhlMED2zx16tQ4Lc2T0obtPv300+N60jpY3siRI1tlTlevXh2uvvrquBzmodkMA9+n2c3dd98dj8u4cePi9HxtEhn6tH2MZ7/qNcNhm1P/C+YhTa+99tps6las+9hjj21ZDstg/elYNJrWlMzPnDkznHXWWXFg3rSdZ5xxRqtlsK2sI5/ZB+md9p2gopF9JE2nT58e04797NevXxg2bFg81/mcxtE0sFHpnMkfz0GDBsVj0KxGfiMJ673oooviucO8bPvLX/7ybOqzOK40b7NPjSRJu68uH3wsXrw4PPLIIzFzC5pt0PeDkvZk5cqVoUePHqFv377xc7GpR9HZZ5/dqq06mWMy7evWrcvGhNC7d+8wZsyY7NPWzC5Nvy699NJszNbSW5qQpG1pb7lk2shQkxlMivPnTZs2LWb4yMwmbA9pQZokZJjTPOw3Gc/UL4ZtJlDLd6jPpw39aCi9zgcLLItlFmuXCILSMor73R6OW76Uu3hsUjOchx56KH5O20xmPmVQSSMytnmMI/2SIUOGxGPGudBsWtdC+pP5v/zyy7MxW9d5/vnnb9PviDTML7vePuKggw5q2UcGgli2vziOfhVk7huRtnn06NHZmBCPLcezWY38RhJqpSqVSjjkkEPiZ7ad/ec1IfDimOTTU5Ik7X66fPBBBve4445ryQiRoaEWJJ8BJHObSo6LpdJtYb7URIQMZREZwRTMgEwtGWPWkb53zDHHbJMBb2u5KTNJJrrYhKUWSohTM6A0UCNBiXlePoNdxDYTqJH5LUoZdDKVRYxjWkpfMsopY9msWp242XfSgH0qpmF721zE8UhNfTgu1Fah2bSuhfRPtW15BFNr1qxplQmvdQza28e2FM+5ZrW1zdur3m8k4bfJb5TzM9UOFhF41ToXJEnS7qVLBx9k4GjqU8yEk6kkM5c6npOhoSkHTYqYn3naCkJSppDgJTXroUlMI8h4pu/kh9RMp95yqVVgPLUTZJbrZYxTU5780MgThroyjgv7npqTkVapVqsZZHIJMGimxHI49kcccUQ2tfm07kgdtY87y/b8Rnh4A/MStPL7KwYh/EaoNczXGEmSpN1Plw4+6GiO1F8hDSkzV2waRHMX2u+TaS82jUnSMulD0EwpLCX/xSZPec0sl4wY+4T0vSJK09vah0a1t81sIyXRtTrvM64zSqnZF/aJ45NvTla0YMGCbbY532SJzDFBGEFovUCskbSupa30J+jl4QcHHHBANqa1RvexsxS3mfcEBEX59AS1Jsn2/kaYl0IAApVazcX4fXb0OSVJkrqXLh18kAmmWU3qa5CQgcm3h6c9eb4zb3vIkNM+PT09ie/Tmbqe1NeEDG8+c8eTjlhGveXyHebNf7c9BFdkwvOdx1kmy2hUag5DZ2C+i/wy6ENCsJavJSIdGZfv71IPx4NgJZ+BraXWfOxfvklS6k+ST2eaV+VL3sn408wun4GmY3ZqdtVsWtdy5plnxj4OdFxP0nZw7rWViW5kHzsLx6x4zhTXzfbRNIsawnROcMzzndKb/Y2QLjy5qz2sg98y80qSpN1Xlw0+yKSQCa7VJwF0MAadbEGb9NQsi9Lf66+/vmYGkQw5nWlpn868NMs599xzs6ltY1ksE7ThT+vq1atXDI4aWe59993X8t3ULKet0nGWR5MiMrtpXTyZ6tRTT83maAzNYcj0sb60XrYBtdZBJpOnMDGtGSmQYRltNXkDTW8IGtP6eCpUvklSrXQmEMl3VGYeahby282Tr/LNrppJ61o4pmTQ89uamnnVW069fewstY4nih3O6ZCe+kgxD0E+6Zk0ci4XUUuS1pmejFYsNJAkSepRoYizEyxZsiQMGDAg+yRpZ0n9L3bGX0KXtPN5P5Z2Dn97tXX5p11J2n40maIWpq0aREmSpDIZfEi7CJoqXnnlldmnrX1f+MOANLHK/60VSZKkncXgQ9pF8DdCfv7zn7f0vUh9e9rq/yRJklQ2+3xIkrQL834s7Rz+9mqz5kOSJElSKQw+JEmSJJXC4EOSJElSKQw+JEmSJJXC4EOSJElSKQw+JEmSJJXC4EOSJElSKQw+JEmSJJWiU//IoCRJkrS78o8Mbsu/cC5J0i7M+7G0c/jbq81mV5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH5IkSZJKYfAhSZIkqRQGH7uQBx54IIwYMSK+7m7Y56FDh4a77rqr5XM+LRjP9N0xbXZUMS13B+vXrw9jx44NkydPzsbsPMVtSZ/Hjx8fPyec40cddZTnuSSpS+sWwUe62XJjTcPJJ58cVq1alc0hSbsvgo2rrroq3HbbbWHu3Llh8ODB2RRJkrqWLh98UJp3zDHHhOHDh4eFCxe2DKNGjQrDhg1rKenW7oOgk+Azf+zJbJHpooS+FsabKdt5ah0zbZ+ePXuGKVOmhAkTJmRjQli5cmXo0aNH6Nu3bzZm5+I4W0AkSaqlSwcf3LiuvvrqMG7cuHDeeedlY7fi8w033BCne4OTJEmSur4uHXxMmzYt9OvXL4wePTob09rxxx8fpzNfe2grnZpr0R76lltuadWGnenF9tO12rmn0tu0LJqC0SSsLan0j/UVv5PfpvxyUhOzYgkx8xfXV9yv+fPnZ1OelZaX5mPIL5t9Gjly5DZtxEmPYpoUMb2t5aLeumupdyz4PjVeS5cuDeeff37LMmsdrzzmSSWxxeOYhnxb+XzaMvA5SeviuPKdtkp403y//vWvW6VDrXQtrq+YTsVtzm8rr3xO04rnCctK0xjqHddGzqvi9hTXmdfWMUN7257On+uuu65V+vHd4vqL6dXe8UvLZVz+HG5rH+rNU1xXMX3T+tL0/LGrpZgmFLLk5bcfrI90JX1J5/w25re9uF6mpYHpaXn1jm36Tn6/878BpuW3Jz+t3rKbPVeL8+eXV1xXcf9TOm7P+ZW+m6bXmkeS1IZKJ1m8eHH2bvuNGzcuDu2pN89XvvKVSjUDWFm5cmX8zCufX/nKV1aqmao4jnmKy2Da6173upZ50vdmzpwZP4PvjBkzprJu3bpsTGvMO2jQoJZlp2XUGsc2gGWxzPx6wPT8uhrZrzQuv29MY560PuY588wzW76T8J3894qY/5vf/Gb2aeu+NrvuWphWXC/fq3csivMUPzNvPr3yisvj8+c+97n4HiyD7U7T0+f2jj3SfPXSpXhs21pfPt1I+7RMtjXtVzp/0vKZp5h2+X0rYh35dErbW2sf8unP+tpLj1rfQXvbnj7n18328fspjituc3vHLy2X5aRxaftSGjcyD9jW/LrT9xh4D+ZJ+4T8sSsqbiv4LttR3Lb8djB/fjtQXC/z5NMtLTe/rrSPxfUX96fW9hTXVdyeestmu5o9V/P7wzKYPy2LacU0yu9v2u78MpifeYrj8vuS9iO/v7XW15V0xP1YUvP87dXW5ft8VG8E2bva2ptO6dXUqVPDZZddFvr06RPH8Tpp0qRw0EEHxc+NonaFkrPqTScbE0L1xhUeeeSRUD25sjHbOuKII8Kll14a37Nu+qrUGjdr1qxWJYDtaXS/Us3R5Zdfno3Z2jeCUslm1lcLyzn77LOzTyEMGTIk9O7dO7Y9R2euuyOxHZdcckmrY0taXnzxxfE9Bg4cGI4++ujw0EMPZWO2Ouecc2L7+3omTpzY0teEZXPc6H/CcWS4/fbbY9PCtCzmpdR1xowZ8fNNN90UP+ebHpL2aZlsazoPWAb9o5YvXx73jeOR7wtQ3Le8Zs6r7fkt1NLetiecM2lfq4Fy/P0Ux6GaAYyvxX1s6/idddZZrY55rd9he/NQin7vvffG9MnvA8cypQXzsT/561T+2BWlY51PW35DJ5xwQvapMWzbgw8+2HKdATXFpMOcOXOyMSEul/FJo8eW76UaafaZ30I6p9tSb9nbc67mf1tsB/PzWus3w3o5nul3lTR7fnWXa5skdVVdPvhYtGhR9q629qavWLEiZprIGO8o1nPrrbe2qmanudLq1auzORrHjeuAAw7IPjWv0f1im8nMcTPOI+OwZs2asG7dumzM9sk3D6F5Bc0sks5ed0e5+eabw7Jly1pl0kDmJjW74IEH+QwbSP9DDjkk+9S2WvPxuRr4x+PI8PDDD8dzKX9uca4hZV5PO+20+LktqekMAxmyJDVN5PikZjVtaea86qjfAtra9vYceeSR2bva6h0/1CvYQHvzkFnu379/DG7y+Mx4pqeMOfvF9rSXOW/0WDeCdfP75LintK2VDocddlir32ijx7b4vUbUW3ZHnavtpSPjisFtLe2dX93l2iZJXVWXDj648bd3o0g3mUYyER2BEs38E7cYdtcnKJFhJFN14403xnSYPXt2LDHsTsic0W8jX3INMj5kgKgBYN/mzZsXMxad5fDDD4/plz+vGPJPM2pLCgCRvsd5mpBB4slILJ+SYjJ89TJ2jeiI30K9bd9eZR+/eihxZzvSE/rqBSEdhX1m31PapqH48I6izrzOtbfszjpXJUldS5cOPqjuplT6nnvuyca0xnimp2rxWihVTtXlCaWCxZK8YpBTnIcAp8wq9WITEUrb8hrZr7a2mdLPAw88sKX2he/w3SQFdW0h40SGId/koajRdddS71h0BJbP9hebwDCe7SaTlG8e0pFIg1RiThMT9q14LBMyZJQyF5uKJCyLpjT5JiC1EFzNnDkz7ld75/GOnFfNanTbm1HG8UuowarV1IzPjC/WeJHpJ2ONto43iseaknSuc81oa9vq6czrXKPLbuRcbe93095vhnHbU2uTtyPXNklSFw8+uAlReklb2mIJGJ8Zn2+fXkSmklLG/ON4eeVzHiWECxYsaAly2puHZjoJ8/GklI7ETZEqfUr+0jbzFJXUDAeN7lcK3q644opszNbSZp6ek/orkHaUPlODkW6m7CM30rZwc6V5RD5Auuaaa1o1u2pk3bU0cixqrb9ZabuKT1JLGZd8sFcvPdpDBumiiy5qOU4pDVKzjZT++WMJamSYF7SLJzOW/w2k6TQPIZ1TU4+0/IRzp9Gn8DT7e2nmt1DrmNXb9u3R0cevPaTXcccd1+r48hsiqGU80/lMutTKQBex7fw2+K3nj1nxt9WI1PSLbcmvm23Jn2dFHXWdyzctTOotu5lzld8NNUkEKOl3kk/rWr8Zls04pu2I7b22SZK26vJ9Pii9zFfDp4GSJ5oU1CvdpOkKmbvU9pkbFgEL7YUTMgkEMgztzUMGnRtM2obTTz89nHrqqdkcHYcMcWr7zHooreMmm9fIfnGDJt2opUjbnJpK5dON/g7cTGkTzjygY2ZbuLmyPfm0OPbYY1s1u2p03UWNHIuUSSNjxTyNZlgS5ieDR4Y07TMD6UkmgvTIb/fatWtjxml7sN3nnntuPFdYFm3c2bd805fisWS4//77Y1qg1rk3ffr0mMEkLfPfJU2KAVVKSwZ+N9dff32bGaRGfy/N/hZqHbNGtn17dOTxq6eYXpxPBJaMT+67776W84z5SM+2fgOMJ13zx+zEE09sevtJb44z8ud4r1694m+zLR11nWM5BGCc76mZWSPLbuZc5TfE/KyD+dlP9o/5a62LIJrfDdN2xPZe2yRJW/XgkVfZ+w61ZMmSMGDAgOxT10IG88ILLwxf+MIXdvhGJLWlo88zSnQpbSVz3V4GUpLyuvL9WNqV+durrcvXfEh6Fv1hKC1OTU0kSZK6E4MPqZugOcmUKVNiU5PO6MMgSZLU2Qw+pG6CfhK0L6e9eXtPeJMkSeqqdss+H5Ik7S68H0s7h7+92qz5kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpTD4kCRJklQKgw9JkiRJpdgtgg/+GvTQoUPj30loz/jx4+OwI1jXiBEjOvwvUK9fvz6MHTs2TJ48ORvT9RXTk/fsA/vSFo7RySefHFatWpWNkSRJ0q7Cmg91awQpBCv88T0GAxdJkqSua7cIPgYPHhzmzp0bayS080yYMCFMmTIl9OzZMxuz4+68884wadKksHDhwjhQw3XJJZe0W7siSZKkncOaD3VrZ599dgwuk9NOOy17J0mSpK6mSwcftP8v9hFIzWxS/43UxyL1FUjNb/J9I2r1wyg216nV16ORJj2sJ02n1H3+/PnZlGcVl1Ov3wPYVpaXvnPDDTdkU1pju9M8zN9eX5OUDrfcckvLstM+kX5pObX2s7g9xfQq7mOt9GRccXx++/n+ihUrsinPys/DkI59Edtw9dVXh3POOadDa1ckSZLUMXaJmo/Vq1fHTOfUqVNj0xsy6gxtZcTJpI4aNSoOqbnOoEGDwq233prNsVW9Jj0EHqxz9uzZcfr06dPDV7/61bg9SVrXZZdd1rKcww47LFxwwQVtBiBsNxnoiRMntnzn0UcfDXPmzMnm2Cpl5NM8zM/32gtA2Da28+677w7z5s0L/fr1C8OGDQs33nhj/JzGXXPNNdk3tm7PhRdeGOdhPcyzfPnylvU3mp5FfJ/lsDy+Q1pfe+212dStWPexxx7bslyO67hx47bZRz6/4x3viMuweZ0kSVLXtMs0uyJz36dPn/j++OOPD0cfffQ2mfVk2rRpMYM9evTobEwI5513XjjrrLOyT1vVatKzbNmysG7dupjhJvDIr5dXMr8HHXRQ/AzWRdCSzxCPGTMmPPLII2Hx4sXZmNZuuummWAuQ/87ll18eTjjhhOzT1sz2gw8+GC699NJsTP39BttG5p2aAQaCld69e28zjj4y7CPYnnxaFOdpND3z2P577723Zb1g+QRQeYxj3cmQIUPi9q5cuTIbs/VJYHzvYx/7WKvjJUmSpK5llwg+yFAfcsgh2af6Fi1aFIYPH96S6W1PvlnV+eefn40NsXkQ6yUz3B7WRQ1AvtnQyJEjW9WO5JGRpjagXt8FMt9k4Km1SMs95phj2g082kJmvm/fvtmn1tL2kLnP70M+LZpJz4Tt79+/fxg4cGA2pm3sZ2ryxf4uXbo0m7IVweCaNWuaOgckSZJUPjuct4ESfWofZs2a1dIsqK1+F/VQup+aDaWBWoMdLaWnJiRtW36g1qGjse/F9cycObOl1qez0DSLWpbU5IsmbkcccUQ2dSu24eabb24zgJIkSVLX0OWDj9TMKaHG4cknn8w+bT+Cinyfi1TCn6SO4/RBaKtE/+GHH96mgzkl+vlaDfo+FNfViBkzZmTvtiINSIuEUv72mm51FPadPirF7Smql561LFiwYJvtf+ihh7J3WwNAgjRqXeoFamxnZwdCkiRJ2jFdOvhITZroUwAytGREdzT4oM8FGV9KyxPe55sskbmvVCotT18iI0yn9oTMMDUjjEt9I4rzgNqJ4rqY77rrrss+tUYmmpJ+mmrln+pEB/B8cyOaK9FsifTIZ/pZbtqejkITsOL20BSKp2ahkfQsSv1T8tvPMvO1SwcccEDsS5IPSIrpAL7PE8RSB3hJkiR1TV06+KAkmw7dqb/BSSedFDPmxWY3zSJwoBkPGd3UhwH5DtLMQ0dn+mcwnSc5nXvuudnUrfijefRFSP0u0lOt8h3Oa63r9NNPD6eeemo2x7boaM789KtI3znxxBNbdTgnSLn++uvje/p6pPl69erV4TUAtbbnoosuCqecckqc3kh6FtXafo4zHesT5qHJWn65PPlqR4+/JEmSdo4eFYr3O8GSJUvCgAEDsk+SJGln8H4s7Rz+9mqzw7kkSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSqFwYckSZKkUhh8SJIkSSpFj0pV9r5DLVmyJHsnSZIk7X4GDBiQvVPSqcGHCS5J0s7l/VjaOfzt1WazK0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDj4L169eHsWPHhsmTJ2djOs9dd90Vhg4dGh544IFszLaYNmLEiHbnacT48ePjsKPY5qOOOqruduexXtKUtC1TI+m7o/LpMXfu3LifjabzzkoXPYvjd/LJJ4dVq1bFzx6TbRWvQWX8riRJu65uEXykgIBMXhryGQaVg8zGVVddFW677baY0R48eHA2ZfdUTI+jjz46myIp4XdCsJKCOgp2CGCawXfy1/96hUMEkfn5GRotFJAkda4uH3xwkzrmmGPCYYcdFhYuXNgyXHbZZWHYsGFN38S6EkoTu1MmfuXKlaFHjx6hb9++2ZjGTJgwIUyZMiX07NkzG1OOzk7fYnqwf+wn+9uIzkgXAnIC8+78u9iZdta52p00+7siOL/xxhvDOeecE6/ls2bNCscff3w2tT7O6bVr17Zc+1neDTfcUPccP+uss1q+M3v27LjNBiCStPN16eCDm87VV18dxo0bt02GjhsgNyCmWf0vSV3Txz/+8RiocM0mEGg2uOvTp0+4+OKLs08hDBw4sOlaRpZBgRUBiDXmkrRzdengY9q0afH1zDPPjK9FlJ5xE5ozZ078TElYsb12rZLgZqvw81ITsGKpG8vIr5sSNob8uopNxVhGcVx+fpoqzJ8/P5vyrHrbn/Y5TW+rtK+4nPZKElnG+eefH5YuXRprnPL7WlxOcX0pLdpC8EjG5JZbbon7zDJSurBNabnFtALLTdMZ8vtQTN907NK89dqtp+Yiaf78PvC+mB6PPfZYfM0fj+I6GdI21kqX/P4Uty/tD6/57UrL45VtYZvYtvw0tLfsonRMfv3rX7fa/uL2FtOIedN5gbSPad0pbYrnTD7NamlrOUjjGIr7Vfwt1DqH8tI6QNql7+WH/D7m182QT2/esz7O6+L3itpbTlE6p6677rpWx4bvFPe3uJzi9FrblD82pGfxGpT2K5+OxeXmj0Mjx7o4TzoGtdx8883xtZnaExxyyCGhUqmEFStWxM/sR36dxbRIv4F0XSrusyRp+3Tp4GPRokXxok+pVS2UntEci2r8tm7qRdw8tqcKf3vceuut8ZX1zJs3L/Tr1y9cc801cVwt3ICnTp0amwjwnenTp4evfvWrYfXq1dkc9bef6aNGjYpDmmfQoEEt25KwLtKN7UrLoRaprXSg5on1HHHEEXH7UuklmYT8NrO85cuXt5vRqoV9ZH/vvvvulrQiI01zDT7XSj8yB8cee2zLftarCbviiitaNd+75JJLsinbYhkXXnhhXH9+v1KmqFZ67L///nFawrE444wzWq2T77QlLTvNO3HixNhUJb8/BBZsE+nEPOwvtYOsi4wS28I2sR6mMw6NLLuIY/LBD34wroPvsOxi05U77rgjHjemk0YgnfM490477bQ4z3nnnbfdv8HiclBvv+68884wadKklulcTzjujZybpF36HkM63tdee20891lHvfOP43X//ffH6ek3U9TIcmohE56ODa8EnKeffnrL/jIunRtI1wZqANK6ODcvuOCClvRo5BpUxHay3vw1J/22GjnWHMNGryHMy32hrbRsT76ZJPtJ+rA9adtIC36vKb2Qvy7NnDmzzXuRJKlx3aLDeXvIWDejrSr8hx56KBvTcU444YQwevTo+J4bJZmitqr9GccNmIxBusHxSkbioIMOip9Rb/upLSKTntYLMmq0f05Y1+233x5vvukGTrMISvZmzJgRPzeCTMe9994btzFtM8tjuY888khYvHhxHNcI9jFtT0qr3r17bzMun35s89lnnx3fY8iQIfE7ZDKKyMSQocmfL3y3rXbrN910U6vptdZfTzoWl19+eTZma4Y2BQR5pOWDDz4YLr300mzMtjV7yKcJUq1grRqypNFl10JmPqUBx7jYdIVzMX/shw8fHtM5n2nkd5Avpa53DreluJxG9qt4jAleli1bFtatW5eNaQzrIt3zv89Gzj8+jxkzJvtUWyPLqYVgI+0b5wGBUXEc0rnB+UjwlT//2Lb0W230GlTEb4VrRwoIkdK93rFu5hpCwMK5lf89NSodPwIksJ/5cxvpPCr+lvjdp9+bJGnHdfvgg1IwSqyauTlwk01NBOgAWS8Dtr2a2S6aAnCDJ+NRT3vbT3qQAWxvvazr4YcfDiNHjmzV7KBYO1IPmaP+/fvHDEUenxlfL/NUDxmwep3byVSQoWL7U5OjWkgPMhFkOOo1n0iBCvPm04eMXTMaORYJacW+sA9pfbXOzUbSpKjRZRdxPtJUJa/YdAWURqflkmZFtX4H2/MbLC6n0f3KN+lp9hiC8yGdN8XAsd751+jxavQ8rufII4/M3m2L85HfeEoLBq4BqVajmWtQkn4rBHVtae9YN3MNIWBp5pqa31f2k2NIgNTWfhL8cAzyQXCt34Akacd06eCDUur2SpprlWbXQ0aEm3tqekAVPyWq3UVHbf/hhx/e0swhPxQ79ndlZHoJKFLTqNTkqC2pGQ2ln6RhvSCE5iH5tGHozKYXHEeOZ3Gd+RLl7dUZy04ZZqTlUbpcT0f+Btvbr5TpzTcv5Jg2K/UxKJa4N3v+taWjltMIjk9KozRwjc3XAHSkjjzWHFNqJ/K1au3JP+2KoVaNoySpfF06+EjNBlLH86J77rknLFiwoNXNrNikglKuJ598Mr7npkVGhBvwjt6Iik1EKFXcUdRGFKv8KflLJZONbn+xD0wK0hJKYllme011GkGJYK3mVXxmfGeWGJKxJNNEaWazGScyMWTwUCsNKFmlhLWZJmi1EBQXj0Vb2krLjtCRy6bUOpVU854mNM00g+nI32C9/UrHNvXR2B4EWHQ4Znvzy9iR8y+vo5bTiEbOx3rXoKL2fiuNHOtmryEE/tt7LJO2rn/pWLRXeyRJ2nFdOvjgRkOJGTdmStDy+EwTivxNO1Wjp2CFmx/TU/CRbpT5QIFSzUaafCQsg6Y0tBnmZgXaIjfbZKmIfaCUtthBlM9JI9tPG24CslRai+I8qXlBfl0gk0Vmq1Fs83HHHRcuuuiiluWkNGd8Z2amDjjggNifIh8E0hm9reYqbBdPB2ov45VHMxKOab5jbMqINorgmWA43wGb5eWXmaRmJqRdfhvZ5vwxqqdWumzvssmg5Y8t+0/NQWpKRiYtH+yn6e3piN9gUm+/yLjmm4gxLv97qof52f9ivxE0e/61paOW0wgKaYrXBvaR9EIj16BauOZQI5i/RvM7IYCod6ybuYbwu+G61cw1qhauf9R+EhTll0W6cyzy/YokSR2vy/f5oMSMUmoy+6n9LgM3p6J8sMI8J510UmzOkG/CQLU9pVtpOTyJpdlmAHTm5iZFcwKWQakfN7IdRZMnbq5puenJNLQ7TuptPzdrmm+QCUzzIN/hHMV1MfBUnmImq57icmjTTea0s5tvkYklzfP7yROD2muuct9998XtY97UFKStElnGs2wC3LR8MkinnHJKNkd9nI+ct/njRUauVpt69uf666+P79M2MvTq1Ssup1EsJ/Vt4ftk2LZ32Zx35557bnySEfPTbp70SE21SKP8sWed+QcdtKUjfoOot1+cywQOqW8Tvyf2p1EpCEhpmQaewoRmz79atuc83l61rg0c21NPPTWbo7FrUFGt5fKEKILDRo71zriGcA5zLuf7vWHKdjxFS5LUnB4VigY7wZIlS8KAAQOyT52DkrYUhJC57uwMr7S7oESYRw1/4QtfaDog1e6JGgtq+Qg4mgmY1fnKuB9L2pa/vdq69dOuKL1KnQkNPCRp56JvGbUpO9o0SpK06+rWwYckqWuguRLNlmjOtD19eCRJuweDD0nSDqN/EX0n6OeUnlQoSVJRt+7zIUmS2uf9WNo5/O3VZs2HJEmSpFIYfEiSJEkqhcGHJEmSpFIYfEiSJEkqhcGHJEmSpFIYfEiSJEkqxW4XfPCXd4cOHRomT56cjZEkSZJUht0u+LjtttvCxIkTw6xZs8KqVauysc8GJfyRLIaxY8eG9evXZ1MlSZIk7ajdKvjgL/CuXbs2jBgxIgwfPjxMmzYtmxLCHXfcEaZPnx4WLlwY5s2bF8ddccUV8VWSJEnSjtut/8J5e9tIs6xFixaFCRMmZGMkSep+/CvL0s7hb6+2Ll/zQdOok08+uaU51Pjx41sG0DSKJlLUauQRPBSbTjEuLYeBk6IWmmDdcsstYcyYMdkYSZIkSTuqSwcfBB6jRo2KA82hGAYNGhRuvfXWbI7GEXjQz4MmVSyHvh/jxo3bJmjh80UXXRS+9a1vhcGDB2djJUmSJO2oLh180CejX79+YfTo0dmYEM4777xw1llnZZ8aQxBz++23x2CjZ8+ecRyBBTUqM2bMiJ/BfF/84hfDpEmTQp8+fbKxkiRJkjpClw4+6HNBx/AUMGyvFStWhIcffjiMHDmyVbOrYg0K86Fv377xVZIkSVLH2W2ednX44YeH2bNntzTfSkO+Qzm1ITfffHP2SZIkSVJH6vLBB/008p3Geb98+fLs07Meeuih7N1W1Jok1GSsXr06zJ8/PxvTNmpZbHIlSZIkdbwuHXzwtKkFCxa0qo3g/Zw5c7JPW4MFmmZNnTq15Y8G0mk836SKYII/IHj11Ve3zAOeaMWTrRKm0Q/Ev34uSZIkdbwuHXzQDOrGG28MN9xwQ0s/DRQ7nNMhnY7pw4YNi/PQiZzO5Xk0ryIASfMw3H///T7RSpIkSSpJt/wjg+lvfPgHACVJap9/6EzaOfzt1bbbdDiXJEmStHMZfEiSJEkqhcGHJEmSpFJ0yz4fkiSpMd6PpZ3D315t1nxIkiRJKoXBhyRJkqRSGHxIkiRJKkWnBR89evQIndSdRJIkSeqyyAOTF9a2Oi342HvvvcOGDRuyT5IkSdLugTwweWFtq9OCj169eoU1a9ZknyRJkqTdA3lg8sLaVqcFH7179w4bN24MK1asyMZIkiRJuzbyvuSByQtrW53a4fzggw8OmzdvDqtWrQpPP/20fUAkSZK0yyGPS16XPC95X/LAqq3T/shg3pNPPhnWrl0bNm3aZAAiSZKkXQqdy+njQVMrazzaV0rwIUmSJEmd2uxKkiRJkhKDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEmlMPiQJEmSVAqDD0mSJEml6LFly5ZK9l6SJEmSOk2PSlX2XpIkSZI6zR4p9vDVV1999dVXX3311Vdffe3MV2s+JEmSJJXCmg9fffXVV1999dVXX331tZRXaz4kSZIklaLlUbvFGMTPfs7zs5/z/OznPD/7Oc/Pfs7zs5/z+GzNhyRJkqRS2OfDV1999dVXX3311VdffS3l1ZoPSZIkSaVo6fMhSZIkSZ3J4EOSJElSKQw+JEmSJJXC4EOSJElSKQw+JEmSJJXC4EOSJElSKQw+JEmSJJVitwk+nnjiiXDJJZeET3/602HDhg3ZWEmSJEll6fQ/MvjUU0+Fn/3sZ3H429/+FrZs2RIOOOCA8KY3vSkOZXnyySfDVVddFZ7//OeHD3/4w2HffffNpuyYuXPnhsmTJ4d+/fqFsWPHhtmzZ4fDDjssvO51r8vmkCRJkoROrflYunRpuPzyy8N3vvOdsHHjxvDqV786jBgxImbUH3vssWyu8uyxxx6hR48e2acdt2nTpnDvvfeG973vfeG1r31t+NznPhf+7//+LwwZMiSbQ5IkSVLSaTUfq1evjpnxFStWhHe+853hNa95Tcz87yzUfNDkipqPD33oQx1W8yFJkiSpMZ0WfNx9993hpptuCmeddVZ4wxve0G6Nw+OPPx5+/OMfh9/85jfh6aefDgcddFAMVmiWRZBAH43//u//jrUlNG2aNm1aWLJkSZyPz4MHD86WtHVZt956a5g3b15c1nOf+9xw3nnnhUMOOSRMnDgxPO95zwsf/OAH47T85xSMfP3rX4/fvfjii8MLX/jCGLT84Ac/aNk25j///PPDgAEDwrp168L06dPDnDlzYrC13377heHDh4e3vOUtLcurt280Q/vWt74Vfvvb34YLL7wwHHHEEfF7kiRJ0q6mU6oiiGcWLVoUM/4vf/nL2w08CCi+8IUvxL4TJ554YgwUyPTfcccd4bvf/W545pln4nwsgwz+//7v/4ZXvvKVsU8F/UluueWW2JcEDz/8cPjMZz4T5s+fH44//vi4rKOPPjo2+QLLyG9L8TP4nGpo+N43v/nNcN9998UAiqDjqKOOCmvXro3TWS9Ny84444w47SUveUmYOXNm+OlPfxqnN7NvBCGbN2+OnyVJkqRdUacEH2Ta16xZE2sCevbsmY2t7Z577omZ+NGjR4d3vOMd4VWvelV4//vfH2szyPQvW7YszkdAsPfee4d3v/vd4ZRTTglvf/vb47wEJKkj+5133hlrSc4555y4PKbz/mUve1lLUJECi+LnJI1jOjUVNBvr27dvOOmkk8LQoUPDe97znrg8HH744bGGhP4eTGP7adZFEER/kEb2jXWNGjUqNlEbOHBgXK4kSZK0K+qU4IMMdWpSlGodamHa4sWLw8EHHxxe9KIXZWNDDDL4TM0GzZ5AMECTJZpPpc+HHnpoXAcZ/fXr14dHH3009O/fP7z4xS+O8xSloCIpfgafGY8DDzwwHHfcceGRRx4Jn/zkJ2Oty6pVq1qmU3NBcymedvWJT3wiXH311fGRvtRgEAQ1um+SJEnS7qBTgg8y2AQBNE/605/+lI2tjYz8nnvumX16VhqfggM+p0x/kp8nBSEEPbWWh+Iy2lomA8tkeOMb3xguu+yy8IpXvCLWVkyYMCH2CWF9t912W2z2RYBBTQyP8O3Tp0/LMnltZN8kSZKk3cEeqb85r20N2zOdfhnUVNAhm8fPklkvzkOQQu0FTbSoJUjjqTn485//HL9Pxh4pGMh/HylQoIkXy6IpEzUVxfl4zS9jn332iX1SaBZFkMQ4mllRc5HmoWaDgeXyxC6Ci/333z/8+te/Dn//+99jYEVTqTe/+c0tTbuo8eB1r732it+jWRid41keQ3HfGJe2r63B6U6vNT4NTnd6rfFpcLrTa41Pg9OdXmt8Gpzu9Frj07C90/f8JO2JqlLGvNawPdNpssSToe6///74tzDodP3Xv/41LFiwIHa45j2dwZnngQceiLUJBCE0R+LpUA8++GAYNmxYDGIIXFgOGXv+VgiBBuv4y1/+EhYuXBhrJfjDfqyT2gmGtCw6gDM/09gG+qCwTIIPAhW+T78O1jFjxowYBBEU0dyKwObGG29sCUpYLh3MCTRoOsU28V0CDV7pc8J6CWpYB03E6u0bB4EaFJ54xTIJSoppWSt984PTnV5rfBqc7vRa49PgdKfXGp8Gpzu91vg0ON3ptcanoa3pe15++eUx+OgMdNTmD+7Rt2HlypWxIzb9Mmgadeyxx4YXvOAF8a+dE4RQA8FTqlKTJp4uxROtCACofSCjTxBAp20CB1CDwFO1eKIWzZ0IZI488sgYCPzhD3+IGX8CA4ITvkMQRM0F66bZE03DqJmgZoagg2UznadUERj06tUrjuevlhN4MC+PyX39618fAxqCC6b//ve/jzUhbDMBUVoHgUS9fSP4IBhZvnx5OOaYY0Lv3r3jvkmSJEm7mk77Ox+SJEmSlNdjy5YtFapAiEF87Xqvv/jFL8JPfvKTbcZT80INUr6PSnp96UtfGmuFqCkqfo/aJpq8Fcc/5znPia/8UcT8eF6pIaIfTXE8Tdj4uyXUHOXH89rRy6MWiaej0XSt+D32949//OM241keTeioscqP55UnotGEjqekFb/X0ctra39Tnx+OYX48r20dJ447f+CS5ov58byS5hxzmicWv8f20UepOL4zllfWedkVzvOudl5SW8vfOGL/qYFlHmpbkWpa2VaanLIeal2Ly+vo87Kjl8fjzN/3vvfFtC9+z1dfffXV127wWv3Pmg9J6sYIgGjeysMzaMpK4EFTU5qdpifu0XyVB16kYGndunUxWKGpZ2rKKklSZ2v1tCtfffXVV1+71yu1ONQeUPtxxBFHxL5oPGCj+Nhx3jOOaczDvHyH/mYsA42sz1dfffXVV1935NWaD0nqhqjB4GEW1FrwhL18oNEMakR4YAbLo0mTtSCSpM7U8hf2ijGIn/2c52c/5/l5536m2RQ1FjSb+v8DdRjI7XiAAEgvyAyQWSAzYXtokMEof5SPDEb5o3xkMMof5SMDwvz/DADvec9GDrGBKgAAAABJRU5ErkJggg==[/img][br][/b][br][list=1][*]O comprimento medido com as peças azuis foi: ____________[br][/*][*]O comprimento medido com as peças verdes foi: ____________[br][/*][*]O comprimento medido com as peças rosas foi: ____________[br][/*][*]A largura medida com as peças azuis foi: ____________[br][/*][*]A largura medida com as peças verdes foi: ____________[br][/*][*]A largura medida com as peças rosas foi: _[b]___________[br][/b][/*][/list][b]Reflexão:[/b][b][br][/b][list][*]Os resultados foram iguais ou diferentes? ____________________________[/*][*]Por que isso aconteceu? ___________________________________________[/*][*]O que podemos concluir sobre o uso de diferentes unidades de medida? [/*][/list][br][b]Questão para reflexão:[/b] Os valores encontrados foram iguais ou diferentes? Por quê? O que muda quando utilizamos unidades de medida diferentes para medir a mesma figura?[br]Qual é a area desta figura?

Information: Álgebra