GESTÃO DA PRODUÇÃO
Um gestor de produção foi incumbido de encontrar a taxa de falhas de 12 equipamentos de sua empresa. Ele decidiu começar pela máquina que mais parava, que mais gerava reclamações e mais trazia prejuízos a empresa, a máquina M5. Ele acompanhou um mês a M5, e descobriu que neste período a M5 teve 19 falhas, em 180 horas trabalhadas.
Assinale a seguir a alternativa que traz a taxa de falhas da M5:
0,1510
0,0667
0,0151
0,0105
0,1055
O desenvolvimento de novos produtos e serviços envolve pesquisa, criação, adaptação, melhoria e aprimoramento com intuito de criar produtos e serviços diferenciados, com valores que o cliente esteja de fato disposto a pagar por eles. De uma forma geral, o lançamento de um novo produto/serviço pode percorrer sete fases sequenciais, a saber:
I – Novas ideias;
II – Estudo de viabilidade;
III – Projeto do novo produto;
IV – Protótipo;
V – Lote piloto;
VI – Modificações no projeto;
VII – Produção de lançamento.
Posto isto, analise as cinco alternativas a seguir e marque a alternativa que traz erroneamente a ação principal de uma das fases citadas acima.
Novas ideias: surgimento de novas ideias e conceitos sobre o produto ou serviço.
Produção de lançamento: inicia-se a produção do item para o lançamento no mercado alvo.
Lote piloto: produção de uma certa quantidade do produto/serviço para testar e validar a produção.
Protótipo: criação e teste do produto/serviço na forma de protótipo para testes.
Projeto do novo produto: verificação da viabilidade e aceitação das novas ideias e conceitos.
O projeto de produtos e serviços e o projeto dos processos que os produzem devem ser interrelacionados. Os tipos de processos dependem do volume-variedade, tanto para os processos de manufatura quanto os de serviços. A dimensão volume corresponde à quantidade de saída do processo de transformação enquanto a dimensão variedade corresponde à flexibilidade de saída do processo de transformação Os tipos de processos determinam o projeto e a abordagem geral para gerenciar suas atividades.
A partir do texto acima, avalie as afirmações a seguir.
I. O processo de jobbing é adequado para produção de bens em baixo volume e alta variedade.
II. O processo de produção em massa é adequado para produção de bens em alto volume e alta variedade.
III. O processo em lote é adequado para a produção de bens em alto volume e baixa variedade.
É correto o que se afirma em:
I e III, apenas.
III, apenas.
I, apenas.
I, II e III.
II e III, apenas.
O MRP foi criado na década de 70 e tornou-se um importante instrumento para o planejamento de recursos numa operação. Nesse contexto, sabe-se que o MRP tem como essência:
a programação para frente, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, ou seja, trabalha-se atrás da demanda para determinar os materiais e outras exigências.
a programação para trás, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
a programação para frente, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
A empresa Alpha está configurando uma linha de montagem para produzir 192 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXEAAADmCAYAAAAjk7XrAAAgAElEQVR4Aey9B1tUy9Yuuv/Evfc853zn+3Zae0WXOSEGzIIg5pwDZgVzVlDMCAqIgkpWMYFizhlQQTFizgEUMyiK733e0V3tpO0GVFBYVvngnLPCqFGjqt4aNWrM2X+DDloCWgJaAloC5VYCfyu3nGvGtQS0BLQEtASgQVwPAi0BLQEtgXIsAQ3i5bjzygPr79+/x+vXr5GdnY0nT54gJyenPLCtedQSKDcS0CBebrqqfDL6/PlzJG5NhJenJ7p37YZtiVulIR8+fCifDdJcawmUMQloEC9jHfJXYyc3NxcXLl3EgvkL4FCrNmJjYqSJ+R/y/2pN1e3REvguEtAg/h3ErrRQdSULxvvvwFKpV3lw/360aNoMMQrE8zWIl7rQdQU/hAQ0iH+HbiZgW4O2elbX78BWqVa5d88eNGvcxALif9V2lqoQNXEtARsS+CwQN048470NuuU66q/ctu/VMfv27kXzpk0tIJ6vNfHv1RW63r+YBOyCOIHMCGbG+/IgAx6bWf/Z4lu1S12Zx3hvq8znxhWHj6JoljRPRdVX0ul79+5BsyYfNXEN4iUtYU3vR5WAXRD/UQXCdhMwyztolrX+27t3L5o20Zp4WesXzU/5l0CRIE6N6U1uLt68eWNSbQG5p9fBX0GbYrtu3ryJ5ORkXLlyxQLgJQ3ib9++Bd3tiiOzV69e4fLly0hOScHdu3f/EgsKbeJNtSZe/hFDt6DMScAuiOe/z8fJEyewcsUKbNuSiD27dmNN7Gqxae7Zswdbt25FWFgYjh87XqBRxfX+LW4+I/GSAFbreh8/foyQpUvRoEED+Pn5gS+nMBjrsi5j5MnevbFMXl6eyG3IkCG4ePGivSKW+Fu3bsHb2xtODRpg7dq1BXixZCpnN0cOH4ZzixZYF7dOODfKt5w1RbOrJVCmJGAXxKlpz50zF8MGD8GRw0ewf+8+uDq7oGHDhti3bx+OHz8OLy8vTJ48pUCDCF5qgn6gVdr8UgfjVDwL5IOppjjJx3JixTaTk6ImKFSAqGgoOtbPihEVz2eVV6XJ1UCbz8lJyahbxxHTpk4toClbl7V+LkDT/GDMo+6phfv7+6N169Y4deqUiQXKA8B7q5deRH4A1q9fj1o1asgiquphGuVmDPnW5a2ejXkVP8a44twXt5ytfHxDkwvX/Hnz8Nuvv2HypMm4cOGC7Eqs67ZV3jqPftYS0BIoKAG7IE4zA7WmlOQUKZH95Am6duoMdzc3ZGVlSdz5C+cRszrWQvHdu3eW+9K+sTXhbdVvK5+RN5o3zp89Jz7M3tNnWEDcuKC8y8szFiny3ladL168wJ07d0BAZ3pBKIalXkU8ISEB9erVQ/iqVSqqwDXvnYEna2IFcn7+g5F/4dVqYTCmG6nbin/69Cl2794N/0WLMHXKFAQs8sfOnTstY6io8sZ0fa8loCXwqQTsgjjB7cnjJ6BGzpD5KFNAvLVbKzx8+FDi3rx9g2fPn4Pb/3VxcVgduxqR4RE4ffq0KT33DY4dPYqVK1YiLTVVNDCaYBbMm4+jR4/iXd47nDhxAoGLlyDA3x+pJ01a6rt373HmTDoiIyJw9MhR3Lp5C+vWxmHenLmIW7NWvsHBChR2XTh/AdGRUWJ6iI6KkjppDrIOKn/em7c4dPAQIiMjsWnTJiycNx91ataCr89Miznl/bv3OJlyApERkUKXL6mcOXPGmmQBTf9xVha2b90G8hCxKhx0q+N3Q+7evoMNGzZg/bp18g0RRYSmm7TUNKyOiUVURCTWrF4t9nmmJ8THo55jXawygHhOzmvs37df5LJmzRrh6/r164oc7t25i3179+H27duWuOLc2ALf4pRjnqLKchxRBvzjIsvry5cvLXIubj06n5aAloBtCdgEcQV2xiIKxN1d3fDADOJMv3b1KgYNHIQ5s+fgwvnzCAleio4dOgoA0hYcFxeHmtVroH3bdlizeo08D+w/APXr1sOcuXNBMIqNiUX3bt3g2rIlzp87J8Bw6NAheW7csJHQJNj6eHujds1amDBuPJ4/eybsEeQ7d+wkAM9tOsG8jbs7IlZF4IPZF5lAo8CGIBIcGIwe3bqLXf/suXOY7euL33/+Bb4zZ0k+Ak/8pnh0aNseYaFhYg4I8A9A29ZtsGP7DqNYLPf37t7DxAkTMMrLC8ePHcOqFSvRyKkhggKDcPXyFQwfOkzazANLBlVHz+49EB0VjSNHjsCj/wB06tQJFy9dkm+M0MSzaqVJE+dh59LgYHTq0BHxmzYh/Uw6pk2dBpY/k2ZaNGOjo1Gxwp9YsmTJF4EkD155wLtjxw5pszofsDSyGDccO5/uM+wXVP1iP4dO0RLQEihMAjZB3FYBC4i7uVk08dycHPjM8EZjp0a4nHFZADAj4zJaNGkKz+HDhQxBvkXz5ujUsZN4WhAYDuw/gEoVKoAHfTQzMG5zQgJqVKuO5cuXS7nMrEx49O+P2jVqIikpSbQ4fgVvyqTJqPDrb9h/4ADevcvDgL794OrSUnYDLEiwGz92LBo1cMIl8yGiESi4lXd0cMSypSEWE8bRI0dQ37EuvGfMkLpv3riBVq5u6N+3H148fyFxDx48QK8ePdGxfQfZlUik+T/yT7CvV7cu6ErH8OjhQyyYPx8rQsPE/hsSEoIGdesh49IlSc/IyJBFYbSnJ16/eiVxe3fvwZTJU3Du7DkTiDvUEU2c/BPkufD5ePtYAPrs2bNwa+GC8aPH4O3bN0hJScH48ePBg2djm4W4jf+MebgAL5y/ABHh4XLA29rdHdu3bbOU4qJDLyXauG39ccdGOZhA3FKs4I0t7aBgDv2kJaAl8JkSKBLE1URXIE5zyqOHj6Sau3fuiobdvElTbNq4CVu2bMGqlSvRqH4D9OjWzZKnpYsLpkz5eAB6OjUNdWs7yAKg+D158iQc69SxACltqYMHDUaP7t0L2E+pJf7yn5+xLGQZaEpo4FgXY0aNRp7BHh8dHY3ff/tNDgcVfV7f5uVh9uzZqFWjJtLT0y1JNPU0adQYM6ZPB80o27ZtQ9UqVREYGGjJQ4DibqNalapIOp5kiecNF5eBHh5wc2lpkQ3jaW4iuHFHEhoWJpo5wZthc3w8alarbvkgFOPe5+cLQNLskBCfgLqOjli1aqXQCA5eihpVqyFxS6KU53+U0aCBA9GiWXPcunlT4gmwts4GLIUMN6pvaa4aNcIT8+fOw7Nnz0TLp+w3bdxoyf3wwQOsXb0agYsDZUfAHZf6WxoULCaeq1evWvLrGy0BLYFvI4EiQVyx8ejRI3Tp1AmtXd1Ey2T81WtX4dysOdq0csfGDRvBw7h169aJK+KpkyelKO3lLZ1dxPND0WIabdA+3jNVFE6cSIFjbQfMmDpd4niQSiAZ0L+/xQbOBHrFVKlcRQ7KaHqh3Zjg887sGsg8MVHR+PXnXxAaGmqhz5uXL15g9KjRoInGaEsmP4ybMW068t7SBLROzDZ0qVSBh5sE8T8rVMD2HR81VKbfv3cf3bp0FVMHv5ttHcgbeWno1FD8v5lO00fNqtVlB2Kdn89iE6/jiPCVq2R3sWDhAjjVrw+66qnAugYPHowG9erLGYKKL85VATgXGIJw21buOGte2BjHBULeDTAT42F2YmKimH549mH5i4kVm37CpoQCtviz585i6dKlshByAQoODv7kj7uTAwcOFKiH1SneitMOnUdL4EeXgF0Qt55IDx8+EtuzUROnBteyhTO6d+6C3BzTAagSaE5urkzGmzduwqWFs5gJVBoPM2kmoY1bhZSkZNSpVVuAlHFPCFADB6Ff7z7ggaEKPCysVOFP8dq4du2amDAmjp9QQPuMiYrCH7/8iri1caqYXN/k5GLyxEmoXqUqzpgPX5lwOi0NzZo0xXSCeF4etm3diupVq4nJRRGgpj/bdzaqVK6Mo8eOqmi5ZmVmoU+vXmjaqDHu3bsncZQfrQcvX73Ci5cvEbp8OZzqN8Alszllw7r1+PO337EiLKwALdbPgz8TiNdBuFkTpz2cMtuxfbslv4D4wEHyEs01wwGnymDdh9bPzMfFjLudEcOGy2Khyn7NlfUkbE6As7MzmjZuAufmLdCi2cc/52YtJM7FxUVcL2kC00FLQEvgyyTwN3tbb+sJ/+zZc/To2g20lRJgGWgvHj3SExV/rwCaQ1Q4k5aGrYmmbf+jBw/Bw1Dv6SYNm3nSz5xBPYc6mDXzoyZOIK1Xx9FiYsl++hQ8AHVzdsGjRyZvGB5U+i/0Q61qNZCamiqeDtSA6b+emZkp1dN2S6Am4NFmbAxsU1RkJH7617/hv8jfkrRz+w7UrFINs2f5StzVK1fli3s8aCSoMjx99gy9evaEW0tXPLj/QOKUjOg2OG/OPDkc3bB+g6Txv/PnzyMxcSv4QlFUVJScHXDhYUg7lSrtJf88F2AgmO3YuVO8YHbt2CkLFPll4OJVq3oNzJ09W575H/kkQA4fOlS02du3bmHtmrUWLxrFnyrAZ+s4HmS6ODvDx8cbRrdFjguakFTgm6O0+8+aOQvz5s6Vdwj4HsHcOXMwx9dXDnCNLzLRrMPdG/9oisvK/PjHvsrMzJJ4HqZa86Tq1FctAS2BoiXwN9qACwucYDSJ0MWONmtqorHRMaCGTVWTbni0ibu1bCnaZtjyUMz09saJ5BS8ev1att1//lEBbVq3FuAlYFH7/M8//4VunbuAoPb8xQuwHOO6djHHPXsmLxr9/O+fsGihn3hNRKxahY7t2ssblgpc9+3eg7burcWWTlMLvTn4THoqj7F9BOCRw0cIIBKQ6NY3ZfJk/PLTf9C5UydxgySA0WuGh5tBgYFSN9/mbNumjZg/uFAo4FFXvrLfp2cvNGrYCAGLAxCxchWWBATIi1Jn089ikMdA/PLzz1i2bJnY+N++eYPwFSvhWMsBI4YPl51FUFCQmIK4+PjO8sW//vkveHp64tbt23j+/AX8FixEG/fWWB0bKy6aUydPkV/LOZFyQpoYEx2Df/z9H5g7d67l0NbYdlv3fOOW2jIPTBnYHrpSHjx4sID8COLh4eGYP2++mLIW+S2Cv98iBPC6wA9hy0Jxxex5Y6seHacloCVQOhKwa05R1XFS00TAFzZMvs7rQS8Koy8yXfvCQkMFZHiwmZaWJmBAzfLQwYPiQ74pPh505yOIHz58WEwdWzZvlu084+hSyFfMeXDHBYI22WFDhoi5JjoiEps3b8bq1asln/JdJ48E1HPp6QJstMczz7Fjxz6xs6r28ErtkOBNWzrNGgStXbt2IT4+3vL9FB6CUkvlgsU89E8/nXa6gHZqpMn7O7dvC10uOvQTp42ZCwlNFjwvoLslPUeomTNQWz188JBosUFLArFzx06x/2c9eYzdu/dg3dq18mLMnbt3JT/lRI08NjZWzh6o9V+5fEXS2E/nzp1D6PJQ8dNXi4skFvLftavX0EN2My3Fa2jP7t1ycJmefsayULE45Uzbfl7eOzFdcaEz/olnio2XgshHUX+kX1x+C2mKTtIS+CEl8AmI25pMMoEN3h+cvIwzBv7cFkGGwKTCh/wPBfK9z38vk9VYVk1+Yxx5oMmGID7Iw0M0V9rYjeBtzSfBhfUb8yg+7F1fv3pdAOxpwzbywXI83CPdvLdv7ZH5JJ6Ll1EORpq8Nz6zMM0xxhdgKEtjHuM985M2eTKaOxhPmVjL5RPmDBHMSxp8IWvs6DEY7TVKXCKvmN1FDVn1rZaAlkAZlcAnIP49+LQFPtT+e3btjnZt2hTQ+ovDX1HuyLaArqgyxan3u+QphHFb7bTFI88a6KtOV8nSPGQsDj/FyWOrDTpOS+BHlcDfCsGA4suERKwJWT8XQo0T1zh5X+fkYPeu3ejbqw86d+4sr8bzTcviBCMrRpr2yn4Gm/ZI2Iz/HLoWPu0VMsSLrIziNqTZZMRO5OcUs/Bnh1Zh0cKv2cyi7tW1sHI6TUtAS6B4EihVTZxAof6Kx44pFwGbng60tfM1ddp6jRoiafLrfZ8DRJ9Tv86rJaAloCVQXiRQoiD+JYD9OYJS9AXEjdro5xApR3mtFynV/vLSBGrcjx8/QdLx49i5Y4csyvS84QEyPZ500BLQEvh6CZQoiH89Ox8pEABE27YytXzMoe/KsgTYfwx3797DgvkLxI2R3xQfNmwYmjZtiv3795dl9jVvWgLlRgJlFsStJahAwTpeP5dtCdDzhu6ZfJFrkZ+fuJ/yRS1bnyco2y3R3GkJlE0JlGkQLwy4C0srm6L+Mbnily4XLVgonyQ4eODAjykE3WotgVKUQJkG8VJstyb9jSQgHzLzGIi+vftYPo3wjarW1WgJ/BASKBMgbn2A90NI/gdpZEbGJbRu5S6/5mR8OUnvpH6QAaCbWeoSKBMgXuqt1BWUqgTsATLf2N2+bbt872VzwmbhwV7eUmVQE9cS+AtLQIP4X7hzv3fT3uS+kd8v5Zcfz1+4KOxYvPvLm7/k9xamrl9LwI4ENIjbEYyO/noJ0DNl+/btWL9ufYFvyWht/OtlqyloCSgJaBBXktDXEpcAwZofS9NBS0BLoPQkoEG89GSrKWsJaAloCZS6BDSIl7qIdQVaAloCWgKlJwEN4qUnW01ZS0BLQEug1CWgQbzURawr0BLQEtASKD0JaBAvPdlqyloCWgJaAqUuAQ3ipS5iXYGWgJaAlkDpSUCDeOnJVlPWEtAS0BIodQloEC91EesKtAS0BLQESk8CGsRLT7aaspaAloCWQKlLQIN4qYtYV6AloCWgJVB6EigVELf+NsaP+qlZ4zeerGVi7FKmWadbPxvzf4v7kqjfSMN4r/i3FafS9PUzJGAeaN9LnsZx/hlcl3hW6/ZbP39uhV9b/nPr+9L8Xw3ixobauzcypzpcXY1pP+q9tdzy8/M/AfXyKBvrdhmfy0J7vhc/JVFvARrfeTKx+nzzD5fz/nsFyqSAXL6AEaEBUyusaRnpW6d9QVUlVqRQELceG6YG2q5bNUpdbef68lip29xJpVXHl3P35SVVu4wUbMUZ08v7/ffuPyVftVh+b35Kqj/ttUO1t6Tqsaaj6Nur3zq/8flLyhjLW9+XNC+KP17VeLGu83s/fx6Ifwa3SpifUeQvlVV1/l+hUcVty/fUwoojZ5vt+ADRu0qb9+85H75n3cXpl5LIY7NvzYRLu29Lgv+voVE4iBexPTEKTgaKeRtChowD5/37d3jz5s3X8Fkuy1IGbPfnrOAqr1G237LxJVHv+3fvkZeXVyy2+ZNtJVFncSpjPbm5ucjKzML9e/fw+vVrKVba9ZO+6ldWyOfSrrM48vjaPGwDx/eTJ09w7949PH/+/KtIfo1MFC9ZWVm4f/++pW9F3p/BFT+d/OLFC6GRmZkp4zgnJ0d+H5Z0c8xj5jNIlnrWQkGcAjl+/Dj27NmDUydPFZiYbGxGRgb27tmD3bt3I/3MGbzJzf2E4bt37mDG9OlYv379J2l/5QgO7qioKAQGBuLp06f2m2pQEy5nZGDu3LnYu3uP/fxlPOXixYuYN2cudu7YUSinnHRpaWlYuHAhkpOTvwmocWE5euQIhg4eggH9+uPM6TPC49eAR6GN/AaJHD7vP+QjKysTV69eRVZmJt6+eSOASvApzcAFOD39DCZPnITuXbth967dxaquNOTNvj116hTGjB6DYUOG4swZU98WiyFDpkePHmFF2Ap06tgJ/osWgc+HDh3CQI+BQvdserohd9m4tQ3iHBkfPuDBgweIjolB9WrV8NvPvyJxyxbhmskE8dOnT2PM6NFo4+6OfXv2yuBRP79FzePylcvwGumJpo2bYNfujx1s7ERb98Y4JSbGqb/8DzxG+fxgTVfxaouSMa8BZy08GNOtyz/NzsbKFSvR0sUFS4ODTb9qY+Cf+VVbKGf1zF/BqVa1KubNnWuJkxvmN5exPBdDm7PmsbD2ku7rnNeicSgtWpVXV2Pd6l5dOaEvXLyA0V5e6NShIw4eOChJqp3WNJg/JiYG9erVw6pVq0RTVbSMeaW8SjDKTcUVQw7Mqtr+8NFDjBszFk0aNhIFRdLMfaBImuKMT5/eG3lUffhprk9jct/kgsqREWCljTZ4+Fi6oOau2sJ0lr158yYWzJ+PHt26w3PESMyfOw+x0TG4c+eOkFD0C/D8kbgljzGqsLwiTTO/L1+8wJKAxahft578gpM9GkaeVR5VB8cCtfmXr16aeFH9bNjZG8uocowzzosn2dmY7TtbftOVi7UxsIzkNUeank1zT+iY20PcOrD/AFycXTDaaxSePX2Khw8fwnOEJ/gzgylJyULByMMn9Rj6UuoxPBvrMpb7mnvbIG6geP3GDfTq0RPVKlURML546ZIhFdizezdm+/ri1etXBeK5VV2zZg0CFvnLaqYS7TVepX/ptSi6haUXlvYl/Fy6eBHLQ0Jw4sSJIosbB9ar169x+sxp2ZoWWbCoDFYDR2UvrK3btm7DyhUrxOSg8tuYR5Yk3qjJyZ3HhvXrERkRgcdPnkiewupiBu5Q0k6fxqPMRwVo2nooilaBdNq57bQ/N/cN/BYuREuXlkhOSpKqOHHtBSMd3huf7ZUpLD7peBKWLVuGB/fvS7ai6BWVTgDMuJyBI0eOIC01FevWroV/gL/sbgrjQ6UVRV/l49WOSLF+3Tq4tHDGxg0bJHthNJlmBF4WuHLlCkJCluHsubPG6j7rnjSphIQsC0GXTp1AOdsKH2HbVqopLjUtDV27dMb4sePx/NlzvHz5Et4zvNG+bTucPHHyk4LS3iIIS7vtCfATip8XYRPEjfxcungJM719sHbNGtSoVg2DBngU0CIOHDgAPz8/aejjx49x/Ogx2bLynrZH2pW4zTmwd5+samzMhQsXsH/ffty5fQf3H9xHQnw81sWtw80bN4R7dip/lzF+0ybcvXv3kxZlXLokv93InUHaqVPgr6ozZGZlydYnLTVNVvZjR4/ieFIS+FuPkp6ZiT27dmPb1q3YtWMnbt28JfHSCebVnxGcGNevX8fBAwdw5fJlsC07d+4UGZw/d07K0Aa4OT4B69atw+XLVySO/3H7tWvnTuzftw8EZYIbt3aHDx/Go0cPRTtK3LwZG9atw7Vr16QcuaetNv1suuRTGtTNG7dw6OBBXLxwQXjYs3sP1qxegzOnT0u5Rw8fYmviVpEdzRiqHYoZ2n1379wl7aWJhjsrW+HF8+dSb5fOXdCrV2/s27dP2q/yEnD27d2LxMRE4Yc2Q2OgFsVftQ9fFS5yunXzpiU589EjHDt2DKdOpYoGmnT8OE6kpODJ48dIT0/H0cNHCizy79+9w7n0s9KurYmJOH/+vPSHIsjzFaZvS9yK7du2ISkpqcB4ZD7K0ygL8nvk8BFs27YNW7ZswdAhQ+Dm4mIBcZahEpKSkiJ0OTbUWFT1Cl3zJORO5dy5c9JmLnwcE8b6OF6OHD4M8s9xznlAzTv1VCpGDh+Bdm3bYdOmTWKO5Fhj39OktHVLoozL6+ZxoerO//AB169dFxPVls2bcTLlhKXNqq0cywf27cfB/Qdw8uRJvHxh0moVDRmHp0/LWOCOL+NShkqS68MHD3Hw4EHh+fChwwVNgKbpZcnPH8AmmFH+HOvTpkxF86bNsGnjRkseyoigvG37Nsl34fz5AjJiRs5LmmRn+vigVUtXLF++XGSZnZ2NK1euythgP/Bv//79Mia54N64fh27du2S8ZiSnIzXr0xnG5xvwcHB6Na1m8idJuC1a9eC8ybbrFgoBmm/51jk/KFJ+PYt066F6SzXqWNHjB87TkCceadPm4YunTrj+LFjSE1Nxdo1a0Vez54+UyTlSsBPSkoWOe/Yth1nz561jF+OEfYDd07ERWNQ40ddjWlF3dsEcWOhC+cvYPrUaaBtOygwEP/6+z9EW1N5OLkXLlggBwmXL19Gn9694dy8hayuzHPx0kX079cfNapWw+m0NCm2cuVK1HVwRN8+fRATG4MAf390aNcerd1aYUVYmGyvSZMd27N7D2k0C3JgENg9BniIlr8hbj16dO2GqIhIGSBcHHp264YWTZth7py5aNmyJfr06SMLDMF44AAPTBo/ERyk3CHQjscOVkEJkPVs3rwZLZo2R7s2bREZESmDo3evnmjRpCkCFy9BZGQk/P39pWPdW7WWiUM65GHAgAFS95n0dLx4+RIB/gGo51gX40aPQUx0DBb5+aF1K3e0bd1GOpnlnmY/xfx58+FQs5bY5BhHAOYWzt3VDatWrsTS4KXo37ef7IjmL5iPqOhood2rew+4u7mBixYD28EByrxzZs/Bgf37McvbB/1690ZSsmk7KBnN/2U9zkLgkiWo+GdFtG/XXswcXHgZaDLz8vTEIr9F2Lptm2wxZ0ybDk40Bk5CT09PjBs3XgZ1yNIQ6TNleiNQU+7NmjSFj48P3F1bYUDf/jIW5s6egzoODkjckii0nj17hrDlyzF8yFCsWxuH4KAgtHZ3x/Jly6XvubujHPr07IWYqGgx79G+zfGpFijVh0IQkIVy0qRJmDB+vPR1THQ0mjVpghZNm1p2SpxQixYtwtgxY7Fl8xZp66ABA0WGio6iy0kaGxODEcOHC4+R4RFiX9+4caPInYv//HnzEBwYLABB2QQHBcsCxonfwLEemjduitDQUDHncDGYOnkyPEd6ihxm+cxE/759ccqs8RHoNidsxrChw7BixQpER0Whc8dOmDZ1mtB8n/8eO7ZvR78+fcWGS3CbPHkyRo4YifPnzgv7XMRo5x3l6YUN6zdg6dIQDPTwwA7zuQWVhDm+sxEWFoYN69Zj5LDhcp7DBUaCAcQp54ULFgp98pWwcZPw4+hQR5Qa5mc/8TyIbV8TtwZhoaEyBhI2xRcwmxHQaIZt17o1HGvVNp0H7duH27dvi8Lk6uyCAX37YeyYMWjWtCmCgoIQGxMr8l6+bJlgB+c3TZask7JatiwEzs2aw2f6DGnzlKpBBQsAACAASURBVClT4NyihQCyUgjPnT2L0aNGY/y4cdLfHD+U79l0004g7WSqtMkE4s/koNNnhjcaOTXEnDlzEBERgbFjxwrdBfPmC9Cz3Xfv3RNzDmltTkhAdGSU8Bq6PNSyqPKM0c3NTcpzsTcGjjE1zozxRd0XDeIXLmLKxEm4c+s2Xr18hT59euPPChUs2zVqnATcV69eiUZBm1SDevUFzFh5zuscAZJf/v0fJJu3ONRMGzdsBDdXVwEBTgw2+veff8GAfv3EnPDq5UtwglSq8KdMGtIiIBAMfH19ZVJzEFALaNKoMaiJ5ubkYK6vL37/9TesWhUuOwCummLTGumJRg0a4txZkybNDuUiQoDkysigBMjrjRs3ZIGo41BHJhsnwrGjx+BY2wGuLVtKfeSb2l3NmjXhO2uWrLjUuAgIjg4Osr19n5+Po0ePok5tBzFLkS5Xdi5GVStXka09VUd6dHBBdKpbD4sX+Qs/Dx7ch0f/AXCoUUuAWLSHpCQ4NXASICfQMo590KBuPQEzaioPHzwAgb1927a4fcu02+Ai1rlDB/Tq0eMTLYBlqDk2cWqIMaNGCzhQttw5jBg2XECZmhrD5k3xaFTfSXYEbOvEiRPR0KkhUsymI05ygj4nILW915THQj9UqVQZS4OCZdxw209bKkGgXh1HAQ7SplbUuFFjASsupNztjBs3DtOmTZOFmAdnTvXqY87MWcg1e/1wK8/xtmxpSIH+Iz1q+1xwuBCeSE4R/rl7oU28RbPmFhCnCYjP3G1xs8+FuGuXrhg6ZKjsgKSg+T/a+l1dWopCQx5ZBxfnjh06gkoMTUod23VA0rHjUoI7qTWrV+Plq1eyq+jcoSO6d+kmiwtlzB0FFQXu6hgIwi4tXCyKEmVFBWfK5CkiA45Dgih540EmgadD23YCkhznDNz1ubm6Yfy48cI/F0maO2Kjo2WM3rlzVw53qXBduHgRK0LD0LNbd1ww7zIpBy5K3CEwqHlBfpeFLEOL5i2k7zhuqAUvDlgsAEeQZmAbWL9afLlIclx17dxF5ruiSbr37t6VNJfmLWQMckxRrlQeOnXogHat22DXzl04ceqkzEOOrVFeXuCCzx3gqJGeojhynHPHQkCnfT4keKm0necPxKeaNWqCYEracWvWokP7DsIneYmPjxd+uctlIGawn8aPGSv1cJ5PnzYdxIKI8Aip9+atW3IeyHGekpQkdFknsYj9TdmwLTTdydjabjrop2Y+cOBAWbDYBgYlX17VvSQU878iQZzgyJWd4MNAm23tmrVkpZJt6pEjWDDfBOJMD1m6VLZWLKcCtbNKf/xp2b5ypW3t5i6n2irPmbTTqOdQB1OnTFVRot061qyNeXPm4M3btyLAin9UEK2RW8YDhw7KQP31519EG2HBoCVL4FS/AYynyDQ/1KldB+PGjrPQppCp9VeuWEkGJBOMAuQAGTJoMPr07mMpc+fmLbRt1Rq9e/aSbRETrl65IiDBvOw0BpoVGjs1tOw8Lpw7L7sDauQqcEtIbXzCuPGW7Ra9NTiYlyxeLNm4aI4dNRpdOnaWwcRIys4EBF0t2jC3mzxN546HGsnefXtRs3oN8RJRbaLGxsOvWtVryGJEWgYFS7aQzRo3wcQJEy3mJ2oN1D4GewyUAx0eFoUEBcv5CDVBanDNmzXDkIGDLFta0uUkqVWtumhTfCZINGvSzLLrYBzD/r370bxJU2xcvwE8DJ48YSKaN20qYMf0/PcmkHj23KQN8eylTq3aFoBknqtXrqJj+w7SJ48fZwld9R/Nam7OLYWuiuOiN3fOHAG1EyknRIZeI0aicQMnxCckIDklGQkJCWjdqpX0mXEcU1HhLowLOcGMZx67d+0SQOQEpxmKyggXJoILF1n2B4GDgaDbo3sP9O7VC48ems4BaMq6deuW9C8XQC50TRo3QXh4uChGYctD0bB+A8tuhf3JccbzBILs6phY4Yc7DBUIXGNHj4G7WysxN3FXyrkVHRElPG/fsV0UCqf69UUB4CGozL1Jk0VRYjvf5r21jEtF9/rVa+jTq7fwrxYMar/R0TGy+2bbqb0vXLhAZBC2bLmYfigjj379ZddFswiDGpfURidNnCgLI/tLhavXrolCN3H8BAsfLEPFhnIisB49chS9unXHwH4DcOf2bVBhIoi3b9fOsislPe52Wjq7iBmNsnn+/IXMI44FKnMEeWrrcXFxUj0XTu52jJo4Qbxtm7aWHTdlHxAQAM4ZemLdvnVbtG4uuByTKrC9zZs3l3ND9htxh7wrrFD5eGX7lFyM8UXdFw3iFy5i0qSPIE6C3E7++p+fRSOgHY1bbTLGQJMLtWXj4A9aEogKv/9h0d4JYNSOuI1RgZoSJ8f06dNVlBxO1KpWA7Nn+Qp9vwULUfnPiuKyyEHOLSlNGlwkuKIz0ExC4KHWroLShHmKrgIH38qwFcJX+MpVKtpypfZAMwC3cyqwc1q5usnWlZOTge10buEseVUct48NGzhZQPzM6XTRnIMDgyzbSdowO7Zrj0kTJiLfvG09dfKkgBqBgoGLJAGmW+cucs842tE5SGlmUtsx8sXB07tXbxmgBMW6DnXE5KMGBdu7cP58WbS2JGwW+vxPHUzSztqsUWOMHz/eooHx/KBubQcxw0SsChftMGjxEiz2D8CplBNy9kHPo1neM/H2jencgZM4bu1aVK9cVRZb1rs8ZJlsh2kXVYELCA/FqblwC3/3zl0M9hgkWuX16+azAvNZB8sQtCZOmCDge/H8BUUGdMvs3LEj2rq3wQ0rWzLt0dzxKXkqOtw1UTMliPP8gaYIjpnFixeLKY8HjwsWLJCDOqO29OTxEzFLUSY8J4oIDwe39TSPcTw+ePhA+oRKDc2HlStWxJDBg3HWvPujpt6jWzf07tlT/JDJD90BaYOlFrd06VLMnDlTPCNE48t+Ip4mzZs0w+FDhyxtVjcEhNBly6SNtE2rQIAdN3aszMOtWxNBkwIXFnqtkGeaHDiXYmNj8fjxE9l5eU+fjmqVq8jfmDFjZFdBemr88J6KU4e2bTF+9Fg8NduCuSOiuZHaJkGc4MQFvn4dR/j6zATHTejy5bIbowmSAMxA3hkIquxX7m4oBxUuZ1xG3959MHnSJMsiyDT6anO8sE9ppuKOc/DAgbhz57bQJIjTdq12QizDnTbz9e/TV8pzR0HT49KgIFmMp06ZAvdW7hbvGnsgznl30rzjpKXAb8ECkTHPUGh27tm9OwYPHCTvIKh2EMRpCho7erTs2lR8SV6LBHFuLSdNnCSHCapirkK0HxKYp0yahKCgwI8gviRQOpS2UhWWhYRIXh5CMfDghp1G4amQnJSMOjVry7ZFxfFArEa16gLi1A5opqhSsZJoP8zz7v07lVVWaw4MgrhTfacCfqInTqTAgTa32XMs+Qkuq1asRKXfK4g7FhOMAzbzUaaYMvr26WspQ5ME+eakV4BNEKf2PMjDwxLHQUvtKdWsWaSnnRawWrIk0DJ4qT1zUBg1DWp2BEWliT9/8QKew0fKoKTWwEBtrl3btujWrZsBxK+gfZu2oiUR+Ll9rlOzlgxQNVnevHkrg65apcoW+QlBszquQHzChAkWEKe9knTmzTO7PFokYZIVNXUu2JMnTEJujmnrzfpo+61etRpCw0KlX2jqYD5uJVVgtdTQCLLr49bJ5Bo0aJAsYhcvmHZx1KwYSJPuYwQH4wJNGuyTLh06olO79rIQKPq8UsGgqYVKgAo8iOI5gYuzM1JOpEi9NKtxV6QOlI0urO/4MpK5MM8tZs3wQaP6DeQAndHc4ahAjZsg9vL1K5xJPwNf31moVrmq7BIIrFyAu3fpit49esphLt10uYV3bekqW332Mc0v3OrT7ZILF7VELsg8OGZQ/cmxSpnzjKB+/frggacKrIv2Xi5UfMeDIM4dj1pE6VeuAucBX2DheOaixp1YpT8rYsTwEZYDZ+VUkZp6Cm1bt5adF/3SGQiIVOo4B7iDefv2jRwCNm3U+KM7nqrMzD95V3PtcVaW7JRoolTnMMx+xQzi5CfvrWknw0Vw0MCBcubEMcIFYMa0aQKc3KFSgSCwC4gbvFOuXb2GTu07iK2fJrqIiHC0cnWV8wW2fc+uXaIo8RyGIfXUKXGTFU38+XMxWU6bOhVt27aRQ3nmodJKpahZ46ZyuCvngT17om+v3uKwIYQAMYPy0JfnMmoOqzRelRyMcZ97/zc2XA1SW4Vv3riJGVOniU2c6WoQXbtm0qb/53//H/jOnGXZggcsChCNmltthnd5eZg+ZSr++O03sXMxjl4TtAP6eHtLHv535sxpNKxXH7N8fCxxaafShBYP/BjoWfDrTz9jsb/JZsw4ThxO1ls3THZtLhjc4hh3AlyJecjJLRIHLQPbTW2qdvUa4Ak3g2ob76mB0R5MJ38VuO0lgPJQ6K15YHFX0datFYYPHSpbUObl9pQ8nDNrnlzQOKGokapw//49dO7UCd7TZ6go2T1wMLMNDNRyaG6hvVKBJD16unXpIlvap2abGrdy3Tt1hkf//niblyc23YZOTsI/gYLh9asceI3guYCT5dDZOIC4wNIMNWXSZMnP/wi6zZs2R3ep/+OLIzxXSE1LFZs1QYkTm4seA00gtOlTrgcPHpA4nm2IjdywsDOBHiM8BOchMvuFGmylPypgc7zJtso8BCTx7MnMxKqVq0RTNHpB8LCcgMEJp2QklQJiluGOjwscPUQYXjx/IUBFP2ACLRUSantGM5Oql/wRKFQgj5Hh4ahWparwouKplVEJ4USmPZiLmwrcfXEs8MUiLji08/br3UdMJVxYx44eK2YbpfTwMJuKAg/PGLirommKB2gqEECo4HBRoAZOG/Ds2bNVspgKevXqhW7du8miT621epWq2LRxkyVP9tNsJCcniamBGrRaYDkHxFvE1c2ym1XjhKYH7k5ll2lWUJg/JJiLdBPsMNt9qcRQnlFRkZb66KrHMyWCLYOimfUoE+NHj5E20xNJBe5UqdXSK0QFnj81bNBAlDnGcZEb4+kJj779oc5sCOI0Ix0yv6fAfDzHoBIRsGiR1M8Fqp17awumxcdvQttW7iJr5qf5hT73nAsE+ZzcXMyaOQtdOne2YBjjlixeIuOajgME6AnjxsliaXQt5q6B8uKun5hDZZRnguxvNTeVLNRVtbe417/lmSe5sYAi9iT7iby00rC+iYnsJyaPBJWX2+1//s/fMaB/f2GQ8dQYaGphB+zYuROb4jfJKvi//p//V7QGupzRA6BihT/FBMCBSC2Aq/nf//u/0b17d9GOGBcVGYn//j//JR4mXEFp4uCbdtz2cfvJN0W5BaVJhYd5pEUt+T///LeYEggAbAsnH7eO9es1EE8YujDSrdHN2QW+M2eK9sR8qt3ULrgwUOurX6++CJ0aFidopYoV0aQxD1IvCABs374NFf/4A87Nm4s3AM8OePjyn3/9S3ymOfBXr16Nn3/6j2gwXFDYto0bN6BihQqysLBDaRqh9kX7/qCBg6QtdMVr6eyM2jVryuEoy+3fuw81q1dH/Xr1RHMhCPHAj5OG/HIAMi4oMEj4pDcD6XN7Tm2JZxaUh7G97Dd6VdDmR5AnSPKZYEGPAB4uU7OjFwRtr3yrVL0RR2DgBCHIcNdGrxT60/LAmYBJOnTp48ti9CLidpgTn5PX328RfvnpP2IeY19xEnNxJyjTi4egQFNZ/KZ46SNqVAMHDBA/4IOHDgkPPPBjGbp+MVAhUf1Iea0MDUP1ylUwfMgwcZ+jDZn88vCbbaGsaG6jpkrAp6srXQNpbli3br1MOiFs/o9jh6aseo71QHs1PTwI1CvDwsRUwAV8yOAhAhy08U6dPEU8Yx4/eSzbaZrHateoAXpoEThpfqxZtbpst9leAugfv/2Onj16gl4U9+7dF08KauNLlwbL4Td9+XkYS5daHqzOnOEth+3r1q8XGdIs1MrNTcYdgYILCA8/+YIT5xTd/ugRxvc47ty9K31MbxYulnSzpCmGfFj7+xOEaIqr71hXDik3btiITRs2omunzvjpn//GvLnzBFjpAkwQpFJAXgm+iwMC5KyIi6Jx7HFecRxw5zZr5kyknU7Dg/sP5JyKixOVJoIiwY/eNh3at5dzGM4p/rm6uMiiyhfH6DFFEOdOgofX9Pem/zzf4Bw6aIgsshwTflJfVekb2rMnT5oolgKavrgbWBcXJzt3jmPupmmapamSPHJckhdaE4YNHoo/fvlVvKg4V7jod+7QCaO8RsnhKJ/pSUcPKmUn57mSU716ckZALJQxa97qcF4YZWMcd4XdF2pOYQfzkI5uT7RtURM1BoIBT7G5jSIDDDytJnDwoI+duv/Afhw9ekTs5qtjY0ULZH7fWb7iEkWgovDpN0sXNIIywYCr7IYNG8RGyDiCE8Ot27elHN8E5Q6BrlPki41nB9DkQq2EoE3NSPFFYOaEo60zIjJS7J/r4+IsB4ZC3PwfO4kn9DwQmj9/Pvbu3Sv8cNGgZwwPNDjYufoyH22stLfzBQOeqhP4GMdTaoIdfcln+syUAcbDSx6a0othFsstXiyHT9RQOCg5kOlKSL9h2tNYP/+4gGQ/zhZfYJoD+EowtTHysG/vPnF98l/kL4DE3QkHVXxCvPjwh4evEp7ph2zv2w/5+e/lYI4DkLZTdaZA+tzy8+01HkBx8p84+fElJsqV3jF+C/0EmGhaW7t6LagAMLC9S5YsEder6Oho2SERDLjYUbPmLo4HzJfML5Gx77nzoscHD7R5CEcTkQo3b96Qs5DAIALnClnMT6edxgeDiYB5FZCzL6nN0j+bnip8IYXjil4DXKzYFxwj1J69p03D2FFjMHvmLGxJSCg4NszbVdLly1wcR15eXrIAcbxzsWaglwRNHBwPfGuXdmD6eKtwOjVVwGPGjBlSJ/s9LDRMdk1cePlmMzVnmtno288zCy58XHzp/zxyxAjhm142KhAYacLiuOTiQHlTO+QCxUCe6Tgwx9cXo0Z5yQ6YpgOaMhj4ngO1Z34iguc5HLeqPda7dPY3xxtfhOEukQsh53NAwGKwf1U5LsjsR77By90m5yPfCVH8yI35P8qHSgDdQNnfN67fEK8dmj/pDMB5SyWHCxJfgadCQS2ZCgTfJ6HJhfK5c/eO2NV5VsZ5xfMCnm+wP65eNZ2zsEqazShj7rR5QE0g50JCkwnNUlREyA8XWC7wnGfEIB6Ic9dIeXOh4nkI5yI/KcL3QziOTqWmyvznrps88QzC2P88w+H4oossx6YxsLwat8b4ou4LBXEKjZ32IT8ffF1YnbLbI2rscJoj1MGbyk9aBH6h+eGDdAoHGic14xlYJ++t4+idYgw8ZOJLKEaeSJflGUhX0TSWo+B4uMJFwjoo/ilM0uKVf0YeKWTyxnTFI+NUGdapeGIe+aPmazb9qHK8Mihaqt2kxXvWqfIyjs8qD12pGMd0YxxtuYwjLyoQhNleIxAyjeVtBcqHniKkawwvX74SeXNxsBWo4VCbNr5UwTooD0XL2CeKb9KiJ4Sxr1iOE4Xjh221FZhGD488q3FhKy/jyDd3cnTlVMHIG+P4ohFpkrY9+aiy5CpLeHhoaZ8l7cMHoZGZlSn9y3gjPb4sQ8VFjQGmczzSU0XlZX9RS1WBZjJu33kAmZlZUINTeUiDfWAEB2O9HBfkid9XMY4Rluc4pMyp2XO+MxjLqjrUlX1JTdLYBo57NfalPEz9SFObGgP2aNLsSv7pkmyZV/n50l9q7FvqzsmRxfddnmmMsgz7l3Uo+uxb8se+JD3rwBcEaVlQL0UxD91eX9Mzx7xTVXNazTPSVmOGdan62GbVPtZDrCKo2xpHHDesS/Gp+OKzdZxKK+paKIgXVdj29Cqq1LdNLw88lpZEbLVdxVkPGntgaYs3RYNpvLc1+JTXi63ynxtnrM9WWVW/dZsUf7bKqDjh304bVB4jHVWXMa2o+y8po2ga28Rda7cuXUXDNwLTl9IvrJx1mvWz4s/u1cbiq2ioq92yNhKKGgM2ihSIKqx8YWkFiBT1YIfQl7S3qKqM6cUGcTv8CS0Lk4VksuQx1279rJiyF6/Si7yaeeDFFpDYYtFSp41ES1oxJrriTZVRVxXPq604Y3px7r+IhlEudlZ9G80vlB3qa1LGPGFt8aXibMzpj7QNFRtuP6Yb7hQ9RhnvDVls3hrpGssx3pgmhT+JsJHHqv4CNAttrE32iozkzpamoOHDhlleUmEh1musu0hC5gxfWs4W/eLU/7X1meayjY6x6gdb/DGuSB4NpC3j2h4xc7w9ml/b1iKq/SS5+CBuY2AKs5+Q/DTCXmONOW3lsRVnKWMQuooTfqwAxUY2U4datafQulQFVtdCyxgqLjSfFU27j3Y+6lQY7QJpnOwGuCqQxkrN/BrjDU2wy5Yk2ChrIGnKYgYbI31F1DpOOFX9Y6BtnU/qUPkUMTtX1RZbNIxFmF5UHpW/sHysT/2p/IVdjfVa0+Uzt+e0zxq/q6LKqKuFvlRsavEntCyZLF1uiDHdmkqa7+3I17pOeTZTsq5TVWAvnumFpanyhV2LU95WHhVXoM3Sd8aYgjWrMopv5jTGFcxterKVbivOVtmi4ooN4kUR0ulaAloCJS+BkproJc+ZplhWJKBBvKz0hOZDS8CGBBSI86rubWTTUT+wBDSI/8Cdr5uuJaAlUP4loEG8/PehboGWgJbADywBDeI/cOfrppdtCWjzSdnun7LCnQbxstITmg8tAS0BLYEvkIAG8S8Qmi6iJaAloCVQViSgQbys9ITm47tKQHl/WF/5KQMVx9ewizJxFJX+XRupK/9LSkCD+F+yW3WjSlsC9sDaXnxp86Pp/7gS0CD+4/a9brlBAvwWCT8exU/n3rh5E5cuX5avafK79OqPafxwlfoAmaG4vtUS+G4S0CD+3USvKy5LEuCX6PijI+7u7vL7mvyRYf6uIr9Xzl8U4udP+Y1vfsKUP8htCvZfzS5LbdO8/LUloEH8r92/unXFlADNINTAPTw88I//+m/4evvIt7H5fWx+f5o/p7dh/Qb5IWN+BtlW4EJg/YlXW/l0nJZASUpAg3hJSlPTKvcSuJRxCe3atEH9OnXlV2GMDeJ3rfnLTNbfZidw89dn+Csy2iZulJi+/xYS0CD+LaSs6yjzElDgyyt/6aVmtepo17oNrly+IryrdGNDCN78ZaDt27fLz4jxF5j4M4LGH0ow5tf3WgKlIQEN4qUhVU3zm0vAFsh+LhOKBn9RZ2lwMH7+90/gzwA+e/5MSKl0RZe/8nLo4CH06dVbQH/y5MliV+dnY3XQEvhWEtAg/q0kresp0xKwPqLMysySHy/mDznzR37583PWgaB+88ZNjBg6DH179ZbfgeVPchl/osy6jH7WEihpCWgQL2mJanp2JWCtydrN+BkJJUXTCOKK5rVr19C5Yye0b9fO8gPAKk2xyDz9evXGTG8ffaiphKKv31QCGsS/qbh1ZcWRAIHSGixLs5w92levXYOvry82bNhg085Nm/iePXvQvk1bxETHCIh/Cd/26tfxWgLFkYAG8eJISef5aglYg1thz0yzTi+Mgc/Nb4+WsU66FAb4+2Pd+vV2NWweYIYuD4VbS1ekJKfYI6vjtQRKVQIaxEtVvJp4eZTAgwcPEBgYiOCgYPAHihkUwL97/w4vX77Eu3fv8PTZU0yZPBn9+/bD5YzL4k+uPVPKY4+Xb541iJfv/isX3BPY+Mp6+pkz8gp7RkYGLmdk4NKlS/Kcnp4OxvHw8NWrV7hy5Yq88n7j+nXk5uTabCNNGfQCUa/EZ2ZmWoDWZoEiIhVIv36dg7i4ONGwbR1m0gZOl0L6it+4fgPdOndBv959xCvl+PHj+lCzCDnr5JKXgAbxkpeppmglgctXrsDLaxS8p83A1i2JWLRoEVxdWmLalCnYsX2HmC0GDBggv+ae/eQJNm3chE4dO6KxUyMkbkm0omZ6vH//PkYMHwGnBk6YO2eOLAL8/klhQQG1ymP9TJfBtWvWoEeXblgesgw7duwQcCYP/ItbG4fpU6chIjxCSDx88BDeU6djkMdAyUsNnYF0rWmrOvVVS6CkJaBBvKQlqukVkADBjJr2nDlzcP7cOeS/f4+NGzeicsXKWLJ4CfABuHn9BvwWLBANl4Uf3n+I/v364X//f/8LHgMGIPtpttBUwEiw3r17Nxxq1UalPypg6+YtBeos7oOix/w0j/CQslHDhvj7f/1f/PrTf/DTP/6Fn/7+T9P1H//E//yf/0K1KlWxaeNGEz8Anj97hocPHyHvbZ4ljjekrf4kQf+nJVBKEtAgXkqC1WRNEiCQPc56LCYSpSlv37Yddes4IixshWR6n5+P27dvW9z4+Bak3/yF6NypM5ycnLBj+3bJp0A3KytLvmEysL8HmjRshL27d38ibgWg9q7WBaiFp6SkICoiErHRMYiOiER0JP+izPdRkpYQnyC2b+vyfDa6Kap0xbN61lctgZKWgAbxkpaoplekBGiaoBYduny5zbyZmY8QEBCA5cuXw92tFTxHjLR8r4Qv0vAbJSzr5+eHBvUbWDR4RYzASZs5Fw1bf0wzgqsCelX+c66qrJHe55TXebUEvlYCGsS/VoK6/GdLYGtiIurUdhCQtlX40cNH8F/kj71798Jn5kw41XdCclKSZH369ClWhq3Azh07ERkRgXp1HC2auqJFTX7Htu2IjYrGmtWrzX9r5BobE4uETfFy0Kry66uWQHmWgAbx8tx75YR3ay21SBB/9AgLFy5EcnIyjh49hnp16mL2rFmiXZ86eVK+6Z1xKQMR4eGo6+CAHdt2iCRUPfRaWbNmDRYvXixugnQV5F9QcBCWBC5B+KpVchCqxEd7OL+XQm+Uwv7oOcO/169eI+d1DnJe82ouk1OwLD1yqPHroCVQ2hLQIF7aEv7B6StgNYqhuCCeRdV74wAAIABJREFUlJQkXwkcOmQI3FxaIvVUKuLWrBVNmmC7IjQMdR3qYOd2E4gb6yjuPc0tNM+MHjUKQwYPxogRI8XrhZ4vI4ePwIhhw+VZ7vms/oYNl/SC8cMl/9BBQ8Tjhv7mOmgJlLYENIiXtoQ1/U8kkJiYCIfatRG6zLZNnJq034KFOH7sGPhDxfTbptlk1EgvhCxdiqvXrgrNsOWhAuJ0UzSGJ1lPwIWCroDRUVHmv2jEREXLQeXG9RtAf28Ggvj+/fsxePBg9O7ZE/379Ue/vn3lBR6+xMNnufLe/Ne3b1/07dPXnLdfgfyM79WzJ+bMni2fpWUdxoXMeG/kWd9rCXypBDSIf6nkdLkvlgD9r+s51sWKFSbvFGtCWY8fy8FmyokTksQXhbp364bffvlVgFkdVq4IC0ODevWwZ4/JO0UB5N3bd7DIbxG8PL0wbsxY09/YcRg/ZizGjh4DX5+ZotVb16uftQTKowQ0iJfHXiunPBN8+Rp7eHg4KvxeAbN8ZuL58+eiDasmMc+pk6fgMcADsTEx8uEpeqTQU6WNe2ukpaZJVroZ+s6ahUp//onY2FjJp0Cc17d5eRJH2/THv7dyT3fCb2WvVjyp9umrlkBJS0CDeElLVNOzKwECNl/SmeHtjX59+2HSxInyRiS/wa0Cf3F+5YoVGDxwkIB0WpoJtG/duoXDRw7j5auXAsT79u0Df4ShX79+cgh69uzZrwZmW4BrK07x+jnXkqLzOXXqvD+GBDSI/xj9/N1aaQQvatnZ2dnyzRO5ZmbC+CMKfFnmzdu3EpeVmQl+D8X69yxJj1o0NXqmkw61cnqNMBjrU/e8Wv99N4HoirUESlgCGsRLWKCa3KcSUGD6aUrBGFtvPBbM8fVP9nixF29do1oMrOP1s5bA95KABvHvJfkftN7igmVR4rGm87nPxaFvpGm8L6qsTtcS+JYS0CD+LaWt6yrTElBAra7WzPKAlLZ32uP5nRXa+HXQEvjeEtAg/r17QNdfLiTAV/mjo6IRHByMlStXyse55sydIz8QYasB9hYCW3l1nJbA10hAg/jXSE+X/ctJwBb48tA0JHipeMzwF3x4mOrj7YMZM2aA33JhYDljWeP9X05IukFlSgIaxMtUd2hmyoIEjADM+4MHD6JN69byzRXFH4Gcf0Z/c2M5lU9ftQRKWwIaxEtbwpp+uZZAbm4u5s+fD9eWLXHu3FmbbVHgra42M+lILYFSkoAG8VISrCb715DAs2dPMdprFDp16Ai+cMRAsOYhJ9/81EFL4HtLQIP49+4BXX+ZlsDT7KfytcJ2bdri3p27wuutmzflo1n6K4Vluut+GOY0iP8wXa0b+jkSUKYRfmd8kZ8f6jvWxfKQEBw4cACrVqxE4pYteGH+YeTPoavzagmUtAQ0iJe0RDW9v5wEbty4gYXz5otGvnDBQhw8sF9+ROIv11DdoHIpAQ3i5bLbNNPfWgL87suDBw/lRyq+dd26Pi2BwiSgQbww6eg0LQEtAS2BMi4BDeJlvIM0e99fAurDXLST858OWgJlSQIaxMtSb2heyrQEBMQ/fIDG8TLdTT8ccxrEf7gu1w3+Ugkoj5UvLa/LaQmUhgQ0iJeGVDVNLQEtAS2BbyQBDeLfSNC6Gi0BLQEtgdKQgAbx0pCqpqkloCWgJfCNJKBB/BsJWlejJaAloCVQGhLQIF4aUtU0tQS0BLQEvpEENIh/I0HrarQEtAS0BEpDAhrES0OqmqaWgJaAlsA3koAG8W8k6G9VjfZl/laSNtVjT96WF4O+LTu6th9QAhrEv6LT7U3gryCpi5aiBCz9VQJvzltolSK/pUm6vPNfmrIpb7Q1iH9hj+lJ8IWCK+fF2O/qr7w2RY/d8tpztvm2CeJFdXJR6bar0rFaAt9XAkbw/dHH8I/e/u87Eku2dpsgXlgVuvMLk873T1P9Q4tBCVgNvn+DSpADJZuvJVlSdOzxQfr2/uyVKW68Ne/Wz8Wlo/OVHQkUC8Tz8/PBPxWsn1X8j3Ll50j5I7l5eXnfrcnWky//w8f+IVMaxD/tGv648aOHj+QHj7OzsyXD58rJKHfj/ae1ld8YvfiXr76zC+IE6mvXrmH37t04fvw4Tp44icOHDuPQoUM4efIkkpKSJO1yxuXy1eIS4JY/kBsSvBSbNm0SjakESH4RCYLI7Vu3ce7cuU9+LoyQridjQbHeuXMHgUsC0b1rN6xdvear5EPZP3n8GOfPn0dWVpalorIO7E+ePMHp06eRmpoqc5rzODkpSeZ46qlUPHz0yNIW65uy3jZrfn+UZ7sgTq3Ff9Ei9O/bH9u2bsXWxES0dW8DF2cXJCYmYseOHRg8cBB8fWZ+Iquv6uxiIo/KJnXxG8+fGT6/BFHRVCo9PR2NGzWCp6cn+LNd9sIndVhFFEdOVkUsVbEswXumz0xsTtiM3NxcSbOb31yS6bbyFIcXkrCXz168heEi6jfms8WfMd3YAFt5reMUb69zchAbE4M6tWojYJF/AZKFPVjTU3kfPnyI8JWrsDQ4GLy3FVTdn6TZI/pJxoIRdukVzGZ5Yn7L9PjwAWlpaejRvQdqVKuO1q3c0bVzZ3Tu2Anubq3QpFFjaYtxTLP8ixcvZOdpIapvypQE7II4QWHVihXYvWu3MPw0Oxsd27VHSxcXqK3o0aNHERQYVKYaZGTGOOCN98Y8X3L/6vUr2YkQRIsVvnDCFkb76dOnmDlzJnx8fPDq9WtT1lKopwAPZvr2ft2mJGVcoN7PfBA27cji8MFDcHF2RuDiJUX/Sk8xfgCCO9EJ48YjKjoa7969+0xO7WenLAuTZ3HShIbVwktADlkagsoVK2HIoEHYv28/jhw+gl07d8F3lq8obszDQHPhgQMHsG7dOsuct8+xTvleErAL4lyNuf18ae7QzMxMdO/SFW3cW+NhpknrINDff3BfVupjR49h+7Zt2L1rFx7cuy/tIQ2aZPbu3Ytr16/h4aOHosGvi1uHa1euSJ7r168jPiFeTBO3bt2SOJpy7t29i4MHDuLC+QsgYB05cgSrY2ORdCwJb9+8KSAvbmf37duH7du3Y8+ePeCvk1sH46Dn4Dxz5gy2b9uOnTt2IiU5Ga8VEJoL8plmo23btgnPV65ckUmlzExHjx0F41QgfT6T3s4dO8TslP3kiUpG/ocPYosVPrdtQ9Lx4wXqfPXqFZKTkkWGnFDpZ9ILtbmfPHkK/fv1lzKWSgCheerUKezYvl0m5tWrVyWZmHaHMj14UDR4yowTNG5dHLizoEzu3bsvMtmwbj0uXLggPLOwUXaqLm67aVpjnx8+fBjPnj1TSaDGezotDTu27xB5XM7IsJypsJ6LFy+a5LRzp2ztWRf74uzZs9Iv5PGxWXYEFNIi2Ny9c0fqYN8w7uiRI3j08KH0N3cjm+M3W/Iobf0d67twQerbs3s3FvsHoHHDRggMDLK0i+P06pUrIi/23eEjh/E467GlPezz27dvi7zY3qTjSXj58qWk82xkdUwsxowejbt370ocwZxzh+OQ7TUGypK73Dt374gJIyUlRfrs7t172LVjJw4dOIgXz00gqsq9fPlCNGiORc6DZ0+fqqRiXVmn+mOBJ0+yMWP6DLi5tBS5KiLPnz9HxuXLyHmdI6DN+tq2aQMPDw9RWqi82RoLqry+fh8J2AVxa3YyH2WiS8dOaOXqVmDrmJWVCZ8ZMzB1yhTs27MXc3xnY8igwTIpCPJRkVGoX7cuBg8ahDWrV2Px4sXo3KkT2rVug8iISERGRGDevHlo16Yt+vTuI0DHgbJr5064u7pJnatWrsKy5csxdMgQNKzvJDSU+eDShYsYMXw4pkyegv3792NxQAB69ugpE8K6DXzOycnFqpUr0ad3b6xdswZbE7di6KDB8Jnhjcdm22ZWZhbmz5uPcWPHYcuWLZgzezbat2uHnTt3yqSMjIyEU4MGmDXTZEr68CFfwL5Pr95YFhKCvbv3iHbmNdITV6+YQJT2ximTJ2PNmjVS7yCPgQJy5In1zpszF0MGDxHTFeXUt09f0ZisFxfmJ0isWb1G5Hz/vmnBZDwXjeDAIIwbMxaJW7ZgaWAwBg7wwNEjR2Xybdu6DS2dXdClc2dERUUhKCgI/fr2hVtLVyxZsgSxsbFY5OeHXj16olPHjkhOTibZT0JGxmX4+s7CihUrkLh5C4YNGSpARrAjEIQuC8XY0WNEdstDlmFQfw/s27NPwIEL+ID+/aXf18etQ88ePeDm6oZZPjOxZ/ce4Z39zoWIISMjA16enmjYwAmJWxIl7vatW5g2bRqaNm6CubNny+LuO2sWWrm6yji7dfu25CMvkeHhGDZ0mMicAD100BBUq1RFZMtMBHAuIB79ByBoSaCA/eSJkzDaazQuXbwkdLiY+3h7IyYmRuoaMXwEtm7dKmn8j0DMMZ98PEni7t2/LzxThpcvf3pmRLt03Nq1aNO6DUaNGiVyXhu3Fl6eXjLmd+/cZaHNxSN0eSiWL18OjrvOnTtjkd+iT85ALAWKeXPx4iV07dIVLi2cP+lnHpJfvHRRxnCtmrXg5eWF+Ph4UOHSoexJoEgQVysvQbxrp85iO6P2w0AthKBJQEtOSRGgoIbbyKkhpk+bLtoXTQ5NnBrCzdkFGRcvyQq/JSEBv/38C/r17QdOOA7q6MgoVK5UWQYqaVOT6dWjByr9+acAJPNcv3oNHgM8UKliJTmMIW9jRo1Gk4YNRVMhiJA3Apebi6ssCKSl2sB7ThCHWrUxd+5cmQhv897KdrF2zVpiPiKN8JUr4VSvvgW0z587Z5rkgUEy6flMMBw9ajRJ4uKF8/I8eOBgOeQiMBw5eBDNGzfB1EmTQVMU6+vatQvu3r+HvLy3WL9+vewcqKnRrupYqzbWrl0riwSBe+GChahbx1FARSox/Mcyy5aGSNvVoRrbyPLUMuM3bcK7vHe4dOkSunTuIjKjpkxNsWe37qhXpy4OHTwkcj+wb7/U4+rqitNnTkscZVS/bj3M9vW11KpkyMWT4N2+bTvRhikvLnSbNm4EdxNcKFo0bYbYmFhpy82bt9C3V2/079MP+/buQ5tW7gL6r169xPMXzzFj2nTUdaiDI4cPS/mgwEA0b9IUNNUxUBNfErAYNapWQ1xcnMTl5ORIn1WvXAUTxo6VdlEOLFujenVJoyGYZznNmzbD8mXLRNvleF0XF4cG9eojOChYaKWnn0XbNm3lfOfB/QeyQB7YfwCuLi1FMaCte8GCBTIWCWK5b3KRkLBZ+k4IALKz4fkQFwkGKgHeM2Zg4MCBll2hkh/TuQhTm2/l1gpDhg5B4tZEAU0u8E0bNQYXOgYuygvnL8Bor1G4efOmKE80n/n5+YmsJFMx/zPWr4rs3bMXjRo0xECPgQUOZ5nO3S8Vi47tO+DYsWOyOHMHoUPZk0CRIK5YViDe2q2VuGkx/sH9+3Io0qJZM+loapvUajgQO3boIEXv37sPN1dXTJo0SZGSLXOdWg6YPnWaJY5lHes4io2XkdwyUrvp1LETHhlOzLds3oKf/vVv0aYJ9ATbkcOGI89gj4yKiESF337H5s2bLfR5w0k808cHVSpVlm28SuTkdHV2gUfffrh37x4G9B+Atq3bFJgo3D6/fGHaQtPUw8OgieMnCAkelv35RwVs3LBRkZQJSA2/WZOmMsmp9TrUri0aL8GVk4T80MPBo19/0YgeP/64hT969Bgcaztg+rRpnxwqEcSpcY/28gLNXAxcKMaNHYu6deqIFs7FlOcZ1LaaN28uZi22gdp+7x498fiJqS6au9q1aSMa+ctXr4QW5UGQ5s7nfb7p4FaBACdyVGQkHB3qYKa3D86mnxUAILByoRVQrlMHG9ZvEDMNzUf9evcRrZlgysWBWjcDTTxhy8NQv46jLCqMi42OFm2UwMHAtkaER8BRaK6XuPx87tR2CU3aa1WgiapZ02YIWbpU5Dp50mQ4t2ghixnzsL4D+/ejRbPmCA4yneWsjl2NmjVqYk3sakVGxpvn8OFibjh18iSCg4NlN+m/yE9MQU+ys2VRoImMgRr78KHDsXGjqf8pq5zcHBk/XOSsA9O5q2vWuAnGjhkjAP3+/TssC1kmcle7EO5GuUNdv87UbtZGuvwjDdKmiYNmm5s3bgodgr383biBO7fvFBjDysRk4hpispwxfToWLlhQwBxGfrkojh83HkMGDhbFyLoN+rnsSOCrQPz6tWtwad5CtNDI8AhER0UhdNlyzJ87T7QzNpN27pbOzgJGqtmcGNR8fbx9VBRSUk7AobYDpk2dKnEEBGo3HgMGFDhUoe2dhzIB/v44f+G8aJFzZ88p4CUSExWNX3/+GaFhYRb6vCFIjR49WrRV49aQJg9u4Tu2bQfyxm3wgH79xXZZgID5gW591FAmTpgoMfROYHtoG1aBk4BmHoeatXA67bQsDtzWV69aDU71G8DXd7aAReajR+jauQtoiiEQqkCbOzXx4UOGfpyI5tlHYKN2OsrTE5lmExAXNO5A6jvWxdKgYMRGxyAsLEwm6OrVq0Wj5cIxZOAgAVXKl4H2aZ5zcIejFimaALjVp8mHuwrrcP/ePcyYMhUONWqigWNd0PxA2zu1Vi6o5GFxwGLhYUVoGPwW+oFgmXrqlJhSuIjwrIPg5zliJPr06iWAwnqiIiLQqqWrKAV85qJBzd/BwUF2L4x7/z7fpCw0biJnKYzjYeuJlBTxnuLB3a2bt0Qe3bp0kV2dlMvPF1MXF1aCOEGQwMn+2LtnD7NIYDtGeY0SjZ3nFDRp0KRTs1p1NGrghNm+syVO5b9y+TJGeXkhbm2cwkmVZPOam5MDf/9FshByB8rAcUDZDR40WAD19avXYsLp0L69ZRGyJkYlgJ5iQ4cOhecIT3iONP2RV4497oZPnTSZpawZe/7sORLi48WsZVSSaEqhXKgE9O7ZC/N854D86lB2JVAoiCvti+wrm7hRE79544ZsnXt0647cnFzRDt69N53QvzdrINQKBMTN4ExatDGaQNzbIhnaFen6Rc2TgVtJ2tG5Dae2qgI1qaoVK2FFWBiuXL6Ceo6OmDZlagHPAIL477/+KjZMVY5X8jh50kQBR9paVbh29SrcW7qiW+cuuHDuPLp06iyeOK/Nmqlg54cP4sbHQU4Q72AA8RVhKwSceXCmAg/GCNo8Dzibni5lqTXR7jt82DD89suvWDBvvkzevr37oFOHjnj5yqTpkwYP7QjiY7xGFwB3puW9y8PS4KUCHEoTp22cQNy8WTNcu3pN2FDeEpyU7EvWTxDngqG0fh76sU9pE1ZeCfS4IIhzEbUGcS4gtDXz8I22du5GqlaqDJP9/4qYeGgOIUgLr4aDPZaliaNn126YO8sX4avC4e/vL6Yw5iWP3EVxQU1KOm4pTwWBsqAJioHt2cEdH0HcsPsREG/hLPbuO7dvY7DHQDHf8NCSgWNy/759aN7UBOKsjx5Y9RzrFrBxC4h7eonL3YkTJ5D75o3Iiwf0I4YNQ5WKleQ8hOOJgSbDwYMHW0xfxnkjGaz+y8rMFDpUBLgTYuCBfdeOnRC4ZInsfu7euYshg4bIOREXaAbSpTmL4M3AvqGfOncACQkJBf74DgO1fXXYKgXM/7H8kUOHRdbcTatAE9yVq1dw9do16afWbm7guQUDZa5D2ZTA31Tn2Bp4attF1p9kPTZ7p7hbtvAEWmp/tDFfvWw6wGNeat+HDx2SFt+/exfurq0s4MzItNQ01BPTyUcQ5xaS22rv6TOk3NPsp6IJcjvJl2sYyGtYaCiqV6kqNlRqE+3cW6NDu/aylWce8jx3zhxUr1pVDpykoPk/ll8VFoaKv1coYGqh9t2gjqPYr1+8eCk2yBpVqiLtVKqlOCcbX3Z6nZsDAqbRnMLJXbVqVSxcuFAmGguJSaJde3Tr0k22t5xUSvunWaN///6yaNy/e08Ohh1rOQjYqwrjN24UzY8Hg6qPVBrBOTo6WrQtJRtq8b6+vqhSuTL2mN1CmZ9alng0PHsmID1i6FBw0VCaeMalDHRo2xaDPDzwwuxxQa2a7qR0QVMgzvHBP+4weMhFf2MGgsrUyVNkN0atPiQ4GDWrVMVW8yEk87AMXxjj4sId1NQpU2V3cvPWLbw1gDzNExHh4WjasBH27d8v9Gln91uwELWq1xC7OyMpD76ERrMI5arCyRMn4NrSFdT+6VU1Z+Ys1KhSDdu2mg5EWW5zQoIcktLkwrB7N+3/dTF/7lxLW+llRMWkV49euJhxEYnbtiIjw3TImf00WxZhpvPtTwa+ODN0yFCLHZ+L1aWLF+XA0NbBNLVc7hBoVmLeD/n5cibUsX17MYWxfpqpBg8eIi8m0auIgYsRzVOU5+cE49zmPZWo6dOny1kMTVAHDxwAXS/j1qzFvLlzxSuMO2qegXF3yXFLBUCHsimBvyltzRZ7BER2OjuQGjBt3dSWDxw8KDZdTgq6kdWsXgMD+g6QzieALJi/QICEA5Tb1Jo1aqBnr16yBaUWsHH9Bvz+8y+i/T3JfiKaxYb16+Wwk2DCbf+z58/FfvvHb78jJjoa9+7ek61wty5dxcuDk5uBHgPcHoeGhorWwclN4Pee4S12S+t20QREEOvdqzfSUlNlYtCO29a9NVKSUyQ7vVwaOzWUQ8Cdu3aK2yLtonR9y8nNBQ+EuAPgRKQNnYBIzxO+PEEXRy5iQUuC0NKlpWhHb96+EYDlxCFoppxIES2dWihBkG/MdWjTVrRaTmAucgTQPn36WLRq1Q72B//IIw+Gjb7qSclJcG7hLO3nNpsumjStcJvPhYPmDHpwODdvIcBDUwU1U9qp6UpGMwr7jEBB7bRt69YygdUiwnp5QBoSEiJmKbpBpp8+I14M9O6hdk43wbat3OVMgW5/hw4elBdIeOh69eo1TJow0XSOMXwExo8dh5HDR4hpgx4nDBwv5IdubQQQeoH079tPxsuSxUtkV0LlgYeYPAjnATDHC3cR4atWoVrVqpgyabLYcek62sq1lciDpgN6T40ZNUZ2QRPGTUD2k2zxDGL/8wyAL7DRvkyZ8UyEh7Vc2GgzZp5z588hKTlZ3AkD/APE1EPTDj2BaH5RizQXefZf82bNRVNWfccrF8W4devE7LN16zZJev70mSgvdAgIWrxEDj1psuJOrXEDJ4QtDxXeufvcu2/vJzszNSasr8Z+Y0VMpzsp31j9+//9b/z5+x/y98evv6HCr7/hn//zd9mFnkk7LfOnWbPmYsqiKyl3XzqUTQn8jR1bWOBA4PaKYEkNly8E8BSdYMNATYr+2XTHmzhxoqzkBHba0TjhN2zYIIeV1FKpjXHCMW7GjBlyyHfh4gU8fWaOmz4DwUsCxU7LssOGDUNdx7qyKNAli3ZMuixmGcwr1EBZn9/ChYiOiZbtKA8aOUFVUG1UV/JOUKY7YMSqCBAcuBNgOv+4sBFApk2dJm2iSxefuQARLDi56SWg2sQy3CJTi6QLJbVkTnJOOIIiA191DggIkMWGLpN0I1SmEE5s1h8QsBirVq0SUxFdypSPt2qH8cot/5gxY7Fs2TK8Mb+tSb55IDh96lSMGzcOvrNny2ErZUE57dq1S+y5PLOgWYcmFS567NNF/otEc2T/cBvuO3OWvPjB17LV9l3Jh2DPcwDKLzw8XPqEJiaGd+/fi22a3hkcE3Q55eFj1uMsvMp5LV4rPbp0w/ixYzFvzhw51HWoWVvs6gQKLjYcX8OHD5fxxsNZetLQhky3SC6aNNHRTu7t7Y2VK1fKWKTZgC54/397Z+FV1dY2+vcvufeOce/3fW+c9niO3Ymd2CgqiBJ2YWGLgC02YqNiYicqJnZ3d4txzOeO37OZ6yy2m82mzDXHgLX27PnMOZ+eazIv6LnxIAL2+/bvU86/Z4+eCltOHjNHcOLnzrhUasCSOcPNkjpwNUS6MucRsGlwXJ85YX4gSJQh3Ll9V0aOGKl1GpsGTA8SCS6oIHR7YI6oG/gZKer58xeycsVKiYzsqxKiUWsh/Y2NG6PGz4kTJ+r8mLmw1+nrO/BgPulXv8hIiezbV4kqz759+giGYCQb+o/rKLaOlJTVumd9bcPJ9+kh4FUnTnfYuHBsbG4WKZwjCNYgDtNlNh8bCfGdMgQWLAuSMnDO/BHHEz0joibI3sTRDmm08+DBQwnt2Em5TbgjEB5Ix3hLmL6Z9ukTG8s9j0l3f7IZqJP+ehJ5yU88SAPx1T4mxkofSae/JkDwyEudnjgX8po+Mmb3QH2UvXf/noU43fOY36ge4JhxP0N1Zbgu0l++eKHI4/adO5bXDoQCwy6nO0lnXugDbTIW/kj7O+6V+tSTbpC3aZsnc0pfGS/z5h5IB0nxZwjZ1q3blONNWpRkqS6YA84Y1K1T19KjMxYQCfW/ee0igtgBgB/zxh9zQBuMiSfMBCoUMw4kJhM4vEI/WCMEYEFdRqdNHG2ydrKbOzM3SF1mPMzxsuRkdSfE48ge3mT20x7Hu9lP7B+zpoinTubE1G3KAVvWDO16Z7dMieyfjJH6gBftmD904Xh3MfdmHZn+5IdoZN8TJ6UgIZAjEi/IxnJTF14X7QLbSqvmLdTIaS9rX/z2eF/f81M+vxvJ1z6SL6d+ssH2cFJ23TqLaHgq4ykuN/3wJS9teGuHNLhN7CforE0AiXNQB7XKndsu7takfYon85nTnHpKZzyoT1BbuSPwwuq3p36YtrzBPjd5TF5PT1/a8FTOiStcCPiExLNMnttK4qdb1Mc99pLBSvrwdz0gJ/S7LVu00JOdHEjxxhH41IfMXmUZy8c9/bsT7mlWR10J73FqM6ootzRyEEUe9wCnY5VzT8xE3B+X8pDRFgVnaTgoW3S+X73186PKfeg0khrqDvzw4WA58MIBHg5CYRfwFnyo3ltxj2n5rRO482cP1GnqNU97en7emQ/7nNjfPdXrLd29Lk/lvcXlt7y3up203EHKHAImAAAgAElEQVTAJySeuyrznxtRGd0dOlyOsHOCDkPntxDcF7/7RjO/zTOnMWf3Maqcyn2udFQQGGXxXecwFoZgoxv+XH3Kb7vuc+X+O7f157d8bttz8n/dEPgikXh2IC1ozia7dgo6PrtNmV18Qbf/OetjjObP1358D3DxBovcwstbXflJs0sV+anHKVu4EPhikTgL2agePG1qT3GFC6rc157XzZiXcnkpk5sRZVc/8d6CPd3UYZ5mft3L28u4p/HbvcXPiWxy6qun/mcXZ+CiY3RTnWRXpjDjPydcC3Nc31rdXwwSL8jN8K1NkjMeBwIOBBwIZAeBLwaJZ9dBJ/7bg4BDsL+9OXVG9Pkg4CDxzwf7765lB3l/d1PuDPgTQMBB4p8AyE4TH0PAG0InzVu6e23uOnL3dOd33iDg6MTzBrdPXcpB4p8a4k57DgQcCDgQKEAIOEi8AIH5JVTFcXI+nsRRbfOdkctXXJcG8GEuvnHCdXDux7vd+54bTti9rPPbgYADgU8HAQeJfzpYf5KW+MY7H59q0by5XlrB9V5cmjFq5Cg9Gdm7Z2/9/rr5uJaDrD/JtDiNOBAoNAg4SLzQQPt5Kua0K59p/T//63+LX9XqwkUVXErBN6/5kiIXQ/fr1++jy3HpLX7bHCO3I3b7++cZkdOqAwEHAt4g4CBxb9D5itLsyPbJk6fKbf/y40/CpRLuAS4c1Yr9eyt8/Y/b7fk+ub0u97LObwcCDgS+LAg4SPzLmo8C6w2f7+UCDW5Bsm7ZsblxGATO50e5/o4PUTVt2lS//c0nWx1EXmBT4VTkQKBQIeAg8UIFb+FWnh2iNfG7du7UG3q4xuzokaPaGZNmesY3rNetXavf+S5evLjExcXJ9u3bczR8mvLO04GAA4HPC4F8I3F3pFAQwymMOnPq15fkE1tQ4+daOG6q+fHfP0iH9kFy+5brrlI7LODEudG9YYOGemUc13fh1WI4dXveT/XO+D3BwFPcp+qT044DgS8VAl6ReH4Rm6+bLqd8OaUXBHB1rDl8zMlbO9n10cSbp70O4jzF2/Pk9x2Xw6GDh8jvdrWKW6XpB9L1Zh2uWivIkJ+x5adsQY7BqcuBwJcOgRyReGENwCAw8yysdtzr9Yoc8oHE3dvx9bfX/vhaiZd8XKaxdMkSdTfktnlPYdHCRVKzup/eI0q6e59y+u2pTsq4l7Pns6fZ3+15nHcHAg4EcoaAVySec/GPcyCGc4+fL4dJctroH9eevxjT3veCNEDgXMobFxOrN9kDPfexM1dciuzfsJFcvXLFArB7PivBQx0mzVsZk8f+NPnN057mvDsQcCDgGwSyReJsLPSliOMvXrouBOYdP2T+MIiBJOwbkMtcudF+/fr1krJ6tZw4ftzjJbqeukY9XEbLnYsgFnt4+/adXsiLGxzB3qY9X17eqYtxceGvtyvgTN3kN38mzjwhXPTd9A+fa/393uUW8p5LernWTT7oxbT29kxZU1d+nxBT5gJVStrOXVmqo3/0iza5Ob5du3bSo3sPhQFwMATYjIPC9vcsleXwg3LeyuaUnkP1TrIDge8eAtkicSDDtVlr16yRCRMmyJT4KYqc4exWr14t8fHxen2a2aC3bt2SYUOHypjYOElNTZWRI0ZK/br1ZMvmzT4BGYS3fNlyadWipezb47pvkbqJT9uVpjffz5s7T28z96lCHzOBSBcuWCABrQLk0MFDOZYy43XP+PDBQ+V6jx49qkZBCFpaWprCaHfabrl+/brcvXdPb1PnrsnU7aly8uRJrYY68dvmqjKQal6Ce79OnTqlJzQ57OMeIJY7duyQc+fPy+60NKlZo4ZERUVJauoOof8Qb08BWHGcnyvWCPyGmD9+8kRvUHcvA9HFSMracCfM5OXWddLIYwg0xIeb7rl5/nMaV93H4vx2IPClQsArEmezbli/QYr8+pt6L6Snp+thkP379+uFt/379be4tkkTJ0ndOnXk3JmzOlYQ1YjhI2Tt2rU+jR3EsXhRkjRr0lR27XJxjiCmk8dPyKABA6V3z16q112/br1HhOBTIx4ygVwSZydKk0b+kn7ggOZwR4j2YvY08/48I0Omxk+RqEGDhIM0ILb4KfHSu3dvWbJ4iYSFhkr3bt31TsmU1SkSMzpGevXoKSBaE+CAp02bJsOHDZdbN2+ZaJ+fpi8UoA9w1v0i+8mO1B3KkUMI4cjTdu3S+y2HDh0q165dU6TdJqC1dO3SRXXiIHhPAYTN3ZgzZszQW95BwBwOgpgPHhwlBzJhZ8qCmCG6kydNUgZg2dJkuXf/nklWYpaUlCSsmylTpgh6eRA6If3gQW0HTxknOBBwIOAdAl6ROEXPnz8v5UuXkS7h4Vlu9oazBCG9fPVS1SCBAW2kbes28vK5S+Xx/sN7wcWNze4eUF/Aab3+63WWpFcvX8qdW7cttcaH9x9k7549krp9u6pZjh09qm3C5RLg1ODUDccGokHVY35nqVxE07Td11nbffn8hdy5fcdq15SDOwS5ehqDycNz546d0r59e0WW/Ab5tGrZSg/O8HtMXJw0rFdfTp08KWfOnFVkPydxjlbhUrToq/Ddk149e8msmbNcEXn4T3/hqv/7v/5bfv35FynxZzH58/eiUqzoH1Ls96JStMjv8sO//yNdO3eRjOfPlQiD9M+ePavzZTVp6xgEgmP7ERERsnLFCoU5yB5i26N7d/nlh59k8aJFVlH6MGzIUIE47Nm9WzZt2CjNmzaTCeMn6Nww/+PGjpNmTZvL5o2bFH6BrdtoGdYEnP306dNl4MCByqVTMX2wEyqrMefFgcB3DgFF4t42x/lz56Rc6TISERomb9+8UXC9ffdOHtx/IA8fPZKnz54qt12pfAVpULuurFq5StasXSvJy5Jl/IQJyn0aGIMUOUgyf948WThvvsyYPkORA0gXMZ1Tg3B6cIgmnDl9WpYuWSrLkpNV7bF96zYVvd+9fy+7d++WyZMnqxoDrnb+/PkydNgwmTt3rhhETz0ZGc81z4J587Tt2bNmKQdKu3B/8+cvkNkJs1XlQf6XL1/IztRUIT/c4qxZs+TA/v2ekciHDzJxwgTp2bOnPH78WLsN4mrepJnsSdutv+ckJkpQ+yAd1660NJk4YaKgfiG8BznpmyhCpe9dunRRIkc0RAlpaOuWLR8RvcxiWR6oY0CAo0dHS2xMjIweFS0xo6L1yXv0KOJjZevWrcI8Zhe0T5kdQ1oZP26cREZGWqoUUw5Ov2qlyrIkabGJki2bt0jlipVkauaRf5D24EGDVb0GsTh86JDU9Kshw0eM0DIQYmBYvUpV2b93n8Zx4rRb126yfPnybImy1aDz4kDgO4aAhcSzQ+TnQOJly0mHoGDV6aJiuXjhgiQvTVbdJYh586bNUq1yFalft65s3LRRtm/fJkmLkqRcmbISHBSk4KX+hQsXSrOmzWTp4iWSvv+AhAR3kDq1a8v5c+cVafXp1Ut+/eln2b3LhfzQGXfqEKLeE0cOH5G5iXOkUf0GesKQ+jZs2CBlS5eR2jVqantr1rg+7lTktyIyY8ZMvVH39V9/ScLMWdKyeQtZuXyFIuN2bQLFv1FjAVFAPMI6hiq3CvIl0L/afjVk1oyZSmQ6R3SW1q0CshAXs2aePX0m/SIjJTY21kI2SAyBrVtL8tKl8uH9exkTEyuhnTpJevoBGRMTo/poyhvds0HixG3auFEC27TRj1Xx+8L5C1Kjup80rN9A+6rtZrpCepozjJLGMKl5ffhHPZ7qMnF3796Vrl27SuKcOR/lg6hWqVRZiR1NMaZpU6fpSdHNW7Zo6xCBuXPm6noAJkuXLpVSxUtKcnKy1bs1KSlSvkxZhTmRz54+Fb7AOHhQlEp6JqPpk/ntPB0IfO8QsNQp2W0O1CkVypeXWtVrSGJCosxLnCvDhw6V0NBQC6lkPMuQgJatJCgoSL0uACqcekCLlhLUrr3C+NKlS1KtSlXp2b2HvHvr4gA5KThi6DC5cO685oEwIPpjbINLHjpkqJQqUcLSt6JuqFe7trRq0UJVAY8fPZKmjRpLnZq15Mpll0EQXWztmrWkVcuW8jzjuZw+dUq5wv79+gnqGQIGPD7PaoyIiQkJUrpESW2XdHTkEBS+IUKYOH68IGkcTE/X3/Z/6K/hGKdOmWJFP33yRGZOnyH9+kaqjzZjXjh/gUoBxAMLkDVGX/prD1u3bJU2rVtbqhlUE9OnTZPZsxLk+Yvnrqwf8u4tYm8LaNjnnXf7n8nLVxA7hoTIunXrNMpehv5WqVhZiSiJcN1DhwxRws8hIgKcdkpKiiJxbAcg+ZLFSmQxeqOaqVShotpRKIMKa+b06aqrN/OglTn/HAg4EMgCAQuJZ4m1/Th37ryUL1tWApq3kGNHj8mZM2dk29ZtKv7iDkhgk4E0g9q3t7gm0tCJBgcFa55VK1bKLz/9rNw4EejMQQZwymxy3hGdSxQrrmqI+w8eKPeMKmfevHmyYsUKSUhIkLq166i+Gd027bZo2kwiwsItrhYuNDwsXBo3aqREBs4Pw+ySJUu0HxAH2oI75J0wb+5c5eh3ZxpUkTauXb+myHbn9lQJ7RCikgbSgHtA9RMRFiHxk+OzJKFawUsH5IXXC98xGRs3VlJ3pCqi4uuCcKcgPJC6CXt275H27dqp+oc4+qp6f2+qj0x3UPTUL1+4bBS8mz+kJU3LfJp34r39gUjfvX8nB9IPSHBwsBIe00/zVCReqZIsTkrSKCSTyD59FSGfOvm34ZZ8qFgmjB8v48aNk9IlS6m9w9SDYbR6teoyaOBAjXrz9q1+MiAiPMJSLZm8ztOBgAOBvyHgAxI/pwguIjzcQnqIzHDFIAMCLmGoK+xIHBEcFQRqGML8ufPU0GZEaJCTPfB7WfIyKVWsuOzdvUf106gQ0JOuXLFSNm3apLp2jKm4wZGfr+/hzRLWKdRyUQOJdw7vLE38m6iLZMLs2fJ7kSKWbt4gbnvbqGkgFkgABNQh48aOlQnjxgvEJ2rgIKnp56e6XHs53q9fuy6dwyPUS8M9jd8gYAjOmDFj1EWTsQCrq5evKPJGUklMTNTxkB/vEYyk2A58DcwH7oy4dY6JiVNdOHrvuJgYVfNw2Ic/V1xmvBUXY8Vb6bGxMjo6Wl1Ljx87LngltWvbVt0l3fuErr5SpUqWOgUdPt5EFcqVk6NHXEQPmG/csEEqli+v3zrne+cli5eQHampVnX4tFepXEUGDx6sccCNtRIWFmZJTFZm58WBgAMBCwI5InHUKei2QVRsLBNAonio3L51S41dqjoJCrKQ6b2796RNqwAJyUTiq1etlv/8819qIDN18ISbhvMFp69YtkxKFyuufuIgvuZNmkq1SlUsgyNonz5QhifGS3Ts4WFhlgeJC4lHSNMmTdSzBIMoH4AyRjbTNh4QzzKeKfKcO2eO6mPhgkFCEJ4GdespoWKcM6ZPF7/q1VU/bsqb5907d6VXjx4yafJk1cGbePOkP0gBuNrhd88zuH2Q/PXqlbx89UpVMSOGD7c8Y7AvtGndRm0G1AEC5A9ETV88BbxykhYtkjq160hTf3/xb+z6a9LYX/jzb9xYbQDE/x33dz7N34g8men+/tKgQQMJCAhQg+qRo0eVQG/cuPGj5kHiqFOMYZO+YKQsV66cpft//ea1LFq0SMqWKSML5s9Xd8IypUrrgTBTIcbbcmXLSjxwzFSn8PGu8PBwixNn/NnBwNTjPB0IfG8Q+IcnztQOBLxTUHHgAoaobsKdu3dl7JgxulERoZv7N5F2gYEWd47BsFnTptIusK0WuXjxolRV42c9uXrlqsahN1+2bJkcP3FCfycvWeIyMGZyxCA33OFAxAREezg2DhuhBoATb9ywkXQKCVFXR/KgJgnp0EE/rYqEcPr0aalQtry6uIFECeih8Z45c9bl06468WLFlZtFgqhdq5Y0btBQvU1ASpx6LI6aZ88eLa//MvEpyBiVCDr2N69d3jt/ZxI5cviwDB82TLl7EBDeJ61atZI7t2/LzRs3FaGjigFJE5A0OgR3UGMvv1HLLFm8WHXO6JuzCxA1+loQfxAe6uHJ+sDzp1OnToLh2D1waKlqpSraR5O2atUqqVihoiJu4pgrJBE/Pz+1b6D/xj6CfzgB2gQhrVKxknLsxDHWqVOnSrdu3eTpE9fhIs3s/HMg4EAgCwT+YZBHltjMHyA03AGL/fGnbrA5CbNlefIyNdbFRI9Wbjdtd5rqflF7cEIzddt2efzosWxYv16Rdt26dXXjghQwXLJ5u3fpqhwZemE4yAcPH6rnx6ABA/Rre/gTY9BDCkAlgx582tSpwlf2YmJi9FAKiGHtmrXqGcF3P/bu2at+zpxEBAn7VauuXOSL58+1LdrlwBAeMhghcVvEMApx6d2zpxQrWlTdFblkGDVK6RKlFDknL1kqfXr1lt+L/K76WmOItHOEuCfigglStgckBhAVboogRMLx48fVtzoxYbbMmzNXDXeobwiop+DUB/TvbxFD9OWcqAS2+LIT7G1rRCH/w76BP/isWQmWSg2i8SwjQ8dW7M8/FeHSf+IvXbyk0kzniAi9lBlCiscNunLm7d6De9KjRw9V0aCWU7tCeLiEdwpVt1WGA+yio6Nl5IgRlnRnxv6px1/I4HWqdyCQLwh4VaeASDHOceoSLoz7GUGcHMXn0AdH8O/cvaPucKtXp6j3wqH0g/Lo4UPVH8NVpqxZo++Gq9u//4D6gqPewJ8YVzICGxlxnW+uYAQzCAsPkkULF6ouFS6WgzRsYjg1TgxiOFy3dp3Gv/rrlXK+1IEnBQZF2jUcPGoRfKjRN3PKkkD9EBxc3IgHsT95/Fj184j2nFI8c/qMSgMQNG6LJ8CIG+UGnCrG1eXLllkcNXlQ93AQ6JbtO94QTVwngR9wBamD+AjcgYmnC/A1gdOfwB5vllcvPz44ZfLxBC72P09xuUknLwED58SJE6Vv7z6WagMkiwth1KAoaerfRCDAfDMHNRjcO1ILxAh448s/bOgwNYprhRCzY8dkyKAoJVrTp0/TA0qHDh40yXr4qHvXbrJ65Sqtz/TFyuC8OBBwIKAQ8IjEP8WGyUmN4z4/uc3vXt78NgjT/M7r047E6duGdev1JCaHgkwwCNP8tj9Js48Jjpsj6Am4EnpRm9jryOk9p3nMKd3UTz7u3sRVEi8hVFb88b0XuGykGQgdTzhtE1BfQZggvDAEBHubxCGFkAf1mwnYSBJmzVI1liHmwMpe1uR1ng4EvncIeETi7kBh8xiu06S5/zbx9qf7plPE52acM3nM05TX+n1oROs0hdyQhIl2z2Pi8/u0d4/TrPikowKyI2d7G+5jNGkQFr41A1eeHwSeXf2mnfw83797J7t3pcmU+Pgs33zJT52eyqJ241Tr9GnTlTCQh3EV5tg89cOJcyDwtUDAJyReUIOxI73s6vysmzWHDvpCDPKKcNzHnUNXsgNfocZ/+PBeVU2oeEx/zXjN094BE2fy2tPMu8ljfqNuwpjLATJPwT2/pzxOnAOB7wkC3pG4h5OBduTibXPmG4j2hnyoLLd9MfntzdjffWiy0LOYPua2IXTYcPbo6i9fuqR6egy2+Hvz7RJjZKVe9PZIAAcPHlT1SG7VTbmBWV7Hk9vxO/kdCHxPEPCOxL8nSHxDY0W/zCnXFs2a6yEfPiKGnzafxA1sE2jd8sOJypkzZsjCBQv108IhISGqnwYUIFyDdHODqL8hMDpDcSDwVUDAQeJfxTTl3Ek7wsW4uHrVKilVoqQM7Ndfja6HDx/WQzglipfQrz+C6Hv26ClxsXHy6OEj/ZhYkyZN1MMk59acHA4EHAh8KRBwkPiXMhP57IdB4lSDYRUXRk7ajho+Qq5fu6afneUYPj71fLYAH33/xo30AgnK4DLIFyvxDDHBXqeJc54OBBwIfFkQcJD4lzUfBdIbDt0MGjhID2mtXrFS68QPv2WLFnrgBrdAvjnDIabsPGkKpCNOJQ4EHAgUOgQcJF7oIP70DXDCkrtK+Tyw8c/m0FINPz9ZnLRYr6GrVqmyjB87zuocBk0Mou5I3eHGLRA5Lw4EvkgIOEj8i5yW/HVq3969UrO6nx4eoqZ3b9/KpEmTpF7duqoPx+hZpkQp1ZGTzklXVCz8Gc8VjJmOQTN/8+CUdiDwKSDgIPFPAeVP2AZ+1px25Nsx3E9KuHf3roSFhkntmjX1866zExOldq3a+qGww4cO66cFuIKOk5MEkDdfWneQuILD+edA4IuGgIPEv+jpyX3nOPHIN16GDx2m33mnBr5nMnbMWAkJDtY7UFGx8GXIDu2D9dvf3GtqvklDfkeFknu4OyUcCHwuCDhI/HNBvpDaRbfNAR73U5WcguT773zzhIDu+8a16/pNFPI7wYGAA4GvEwIOEv865y1fvXY47XyBzynsQOCLgoCDxL+o6SjcznjyPAGhO0i9cOHu1O5AoDAh4CDxwoSuU7cDAQcCDgQKGQIOEi9kAH+u6n3lrh1O/HPNkNOuA4GCgYCDxAsGjl9tLb4i+692gE7HHQh84xDwisRz2uA5pecXdoVdf37755R3IOALBPKzjimbn/I59a+w68+pfSc9/xDwisTzX71Tgy8QKMxN6kv7Tp4vEwK5WRfekLG3tJxGnps+5FSXk144EPCKxM0EmmfhdMFzrZ+jTc89+fJiHdh8eXOSXY/yM1eeynqKo23is0vLrm9O/LcBAa9I3AzRl8XhSx5Tn/PMHgK+wNGXPNm34KR8bgiY+TNP7Y+P3zjIUsaHgeQ2vw9Vurrrdleur+XynM9H+OS5/q+4YLZIvLAmPztY4cPMJcGcHszI8Hy/YnZlv5R4YPbq5Us97s73uXNz1Rll7TCnLHB49PCh8GnZvATq44Tmk8eP9d5K83GrvNTlSxkzBvP0pcyXmseMgWdBhuzq+/gq8o9bza7sxznzFuNpzO5tuv/OW0u5L8U6BjfcvXNHPyPB5yV8CWb26Lf7OQlT3ozb/M7vkzaztFvAa8i9f9kicTKCRC5fvqw3uHOLO+8XLlzQywM4xl2Q4dnzDL1VZkC//pK0KKkgq/5kdb1+81oOHDggo0aMkPHjxgmfhCXkZeFDBNavWydRAwbJ+rXrsixAX+vjY1jcszlh3HgZOWKkXDh/Ps/98QZEs2C95XHSXPuJu09hVgjcwMRve5yBE0jq7t271mcSIMCsJ757kx0yMmXdn4Yh4Bs6IEJPxBwkyWcZrl69qgTfvQ7K3Lx5U65cuaJMyqecc3DN5i2bZf78+bJg3nwZEzdGP+Tm6XMRipDdOg8s+bjbtq1bre8JkYW84LTt27frHLgVy/NPsz+BKXfXpqamypPHT/JcX04Fs0XidOTWrVuyZMkSad6suXTq2FFWr14tSxYvlsjISBk5cqRwd2NegqcF8OLlS72N5vffikivHj3zUm22ZTy1l21mW0Juy715+1b27dsndWvXkTq1auuCpzozqeaZJc7Wnv0VArp0yVIpU6qMjB4VLe/evrMn+/TO5gWJB7cPktIlS2nfKGjvh08V5ZApt3DKobovKhlCyHdoeOYlGFg/evxYli1bJnPnzFVkTJ2rVq6UqVOnyrRp0yQxMVEOph/Ui6xPnjopa9au0XtSQbwEEMLOHTtk1syZPu070y5luYqPvTts6FCJi43VfW0fy/0HD2T58uUyYfx4mTJlisycOVNOnjxprRNue1q7bq1MnDhRpmT299ChQ7kmJvY2fX3nG/dJSUkSHh4uGzdu1D01YcIEaR0QoMjXWz1mXT588ED6RUZKowYNFalSBvhcvnRZRo0cKU38/WXy5MlKNL3Vl9s0iF7Pbt2lRdNmcuLY8dwW9zl/9kg88yNJx4+fkKK/FZE2rQJUtM949kxSVq+W4n8Wk+CgYF3gpjUAY188Jj6npynDzew1qlWT3r16f1TEU92m3EeZcxGh9eYiP1m9lYFTYsHVr1tPuRqT3zRh7zOfe31vCV4fI9eTJ05Iw/oNJHZ0jLx/R27vQfvlJrrB9Y2OjpaKFSp6ROL2/niv3XsqG8ZsGk85c2onp3RPdfoS56rXW8+813L27Fn94iOIUIOtKuq2/cxSkX08cLHr1q2Tbl276vfc4aQ3btgoIR1CZM2aNSpxNWzQUPr1jZQdO3ZI4pxE6dgxRBkoO/GgDxPGT5CY6NGqUqDB7No3naEflFuxYoU0bthIavr5WRdlkwckmTA7QRm1VatWKcfavWtX6dK5i9y6dVMRdfLSZGnRvLksXLhQjh8/rrdDhQR3UIJj2rE/FS62dWiHhT2f+7unfHD+nUJCpH+//vLypUutiEQCQQMJ+xJevnghmzZukvnz5suNmze1CER0dUqKEtAVy1fItKnTZPOmTQoPX+r0lMe9/xkZz2Td2rWyaOFCVQO5l3HP757u6+9skbipADVKhXLlpXNEhMWNsCi7de0mv/z8s14kQF7EfyY4PT1dLl66aCGd12/eyPUbN1Qlk5HxXEW2c2fPWiIdohKXESDuQGmrVqwkffv0Mc0rwnz06JHmQTS5euWqfHjveemCsC5evKhtIEKxAPbs2aNtv3+XlZN9/ddrOXvmrPaXz7DaRTPKXr12TS5duiTPn79QZIwayWwod+CzEdjshw8f0k3aNrCtsCkRTU0AZtRx8MBBOXnipEAMTUDnTXlgx9VpiNkEqHeDevWVewJOJ06ckAP7D8i9uy41jSnPU2F05KhyGtevXbfgD0c/auQoqVShouzfv98qwhiBVfqBdOW6TH8YG3NJX2/fuS1/vX4tly5ekn179+l43EV58iP2Hzl8RODObt++nQWzPHv6TOs/mJ4uF85fENo1gVmEy2NczC39efP6jSa/ffdO7ty9q3PH3DC+w4eOyJHDh60vNKIfpf+su+cZLhWFqRspBE7oyKFDcuzIEbl7565JEtYhc3vj5g15hRrh2gnQ/p0AAB5tSURBVDU5sG+fXLTNMXPNho+JiZHAgNY6r3DT1MuYQYysWcbMOnv7Jiunbl8jqEuGDh4iY8eOVaTIfI8bO1a6dumqXDlqjC6dO8vkSZO07vXr18vkSZO1DavTmS+0BzHYunWb5iWa9QeM4NYJpm3zJI60MbFx0rhRQ4WpZhSRM2fOKIIGabNWCEmLFun36FNWp+jcduwQIkHt2lt7ZM3qFKnpV1OlArMnTH087e3a47O8f/h7mWBHQtXHGjl96oxkZKqb6DPErm7t2jJwwEC5eu2qcM2gqnjPnZf79+5nqZI9du3qVTl08KAcP3ZMLwAnA/C5cf2G4iH2PYF9ffLUKV1PJ44fVwaHMuw91jh7jD3w+NEj0TV84oQcPnjIuikL6mmw0OvXbxQvIUkdP3bcUp1AdJhb1hH7iADZR7UCDmDNX7l02Zo3zZCHfzkicS7PLVumrISHhVmIF93vkMFDpGiR33XzAtTo6GiZNmWKLF6UpKIL1I3AABDjAlu3lkULFui9jqGdQlUHdfzECRk8eLBMiZ8iLJioQYPk1x9/kgGR/bTsh/fvZcf2VBnQv7/MmjFTEhMSpXvXbrJl02ZrqGbBsLlQZXD5AXngKrjooEuXLtK6VStZvHCRhUAePnok06dNl6iBA2XFsmUSHx8vA/oPsJAchGvggAH6/e2khYt0g3Xr1k2RgtVw5guIeuKECaryoE02YrnSZaRxo8Zy7fo1zQUC5jadmNGjJXnxUhk1YqSMHTNGNwgcwby5c5UTQGzs16+firYUPHXipHL0nSM6K1cWGxcnIUHB0rN7D0WM5AEpbt+2TaIGRcnshASZnTBbevXsJVs3b9G2n794IaNGjZLKNiTOwuKmH+JRjw2OGizjxoxVSQt4rl+3Xjp06CCDhwxWwsqlyqEdO0mH4A6yc+dOa5OCcLdt3SYjho+QxITZMnnCROnVo4dyPWwEEOXE8RNk0oSJAhyHRg2RhQsW6KaiHewHw4YN077MnTtX+vbuI8uXLVNiCcymT5smrVsFaPrKFStl2JBh0rZNoIwYPly2bt2qdTFP7QIDZdrUqfI0kzD+9fKVbNmyRYkXOtSpk+O1bQgAxGHnzl3KlET27Svr1q6TxIQE6RLRWdq3baecE32HIVi+YoVUr1pNKpYvL5PjJ+vYITppO3cpvKdPn67zwl6YN2eutXl1TZodLqJIhXUJ102gjri4OF2niPogpu7duus+gJjz7XcIuj2YdQ6RHDBgoNo5XATvg3KQrBH2EPvAU3iekaESHSoF2iC8e/9e1q5dK9UqV5ExcXHW/t6ZukNq1aipHD9z1KBuPf3uPEiScPjQQWnUoIF07dxFHj/Ko20sEz53bt+RuXPmyJgxcUo8okdFy9QpU+Xuvbty+9YtGRs3RkqVLCVtAlrL3HnzZN78+TJ6dLSuA9aUCU+fPFU9+ejo0TInMVH3GHsConfk6BHp0a279O7ZS65dde1J4AhnPmniJFm4YKHEjh6t+xBiCOIG33RoHyTT4uMlZdVqTW/Xpq0SkwsXL5hmVSLChhcbE6vlhw0dJsOGDJVjR4/Kgf37pXPnztK/Xz+dY+YQphL7VHz8FEmYlSDYAFetXJUvCcAnJF6uTFkB8b7865VuYBYB6gI2GJwxOuxWLVvJ+fMXlPqNGDFCqlapIkePHZNnGRl6l+N//9//J/0j+ymAZ86YqRQwMDBQEQMcmBry1q6TYr8XFTYXAWCizwV4UFg4eP9GjSU8NNQatOEMeUI5A9u0lX/9zz9V10g/9+zeI62at5CSxUsoUKl35owZUq5MOVm0cJEuwtOnTgncc7OmzZRywvWNGDZM/vM//5QRw4bLjGnT9bYcw62bDQWiGTJ4sMICYvP48RPdfPXr1JV69epZxhIQODpyNhmLftWKlVKtalVdKFu2bpFmTZvKpg0bldvUhTVpkm6o06dPSU2/GnpD/a60NOXSF85fIKWKl5SIsHB5+vSZEoKQDh2kQ1Cwtnf65Glp2thfkRIIHA6AjQEnzoYkLE5KkurVqsnKlSu1zUkTJkmVipUkbdcuTT908JBKACVLltQFhnSwYvlyKV++vISHhVuSAtx5E/8mMjgqSjkduHEQIcj41s1bMmr4CGnerJkcPnRIHj54KPGT43U8GHogPizgpk2aKieNaNwppKPqOuGg4Z64uAJGISAgQCUQOCaQ9k8//KAbAw786BHXBq1csaLs3btX+4/E0aJZcxkdHaO3Gp08fkI3fUR4hHJSrJP2gYHyR5HfZU7iHOVGEbexZbRq2VLzwGHu379PGtWvL/Xq1JG03buVM04/cEBaNm+hcED9h/qM9cFNSqgb3AOc1/ZtqRLWKdTqH8gQlWTnsHDZnZYmqdu363wytxDy+fPnCVw/ewLu2Kxx6n7w8KFEjxolgwdFWfNAuQrlyumat3PGZp1SjnpiRseoXtggceYAHX3FsuWVCJt2Dh06LI0aNtR9DTPmV7WajBszxiIQcM3c4domIEDuIHnZuG/atLeridn8QyKZNXOWrv+UNWuU01+2NFka1q0nibMTlZBuWL9B6tSuI5F9I+XsubO6x5cuXaqEBzUjgTFD/P0b+6s+H1seagzWHnr8M2fOSpfwCN2DSN+srUkTJ0rLZi1ky+bNiohhpMBpixcvlpevXsnS5GS1I4E7dqSmCqpN2itTurTMmD5D3n94r+0uWrBQmjRurBexQBhWr1otzfybyMzp09UeFRISIg0bNtR+4yUGbmsbGKiXsJw7e07XfMeQkI/sZ9mAzGN0jkgcERgkXrtmLV3ILOLhw1wcUXr6ATXGFP3tdxk0cKAiBAYyN3GO/Puf/9JFRauIX2xGuB4mGKBjaf71518kJSXF6hgcSY2qf+vEEW3gbqFeiFZnz5zRDQSigIMl2BcM3BOEAq4TEd0EJhTEDtVlY8CNNKxfX/tr8ixYsEB++fEnWbl8uUYlLVoopYqXUN0bi9u+OUwZOP+ypcvI8GHDTZQ8evxIIlQnXlduXL+uC7NN69ZS26+GnD55SpHu7rTdUq1KVWnfrp1y6FUqV1FEgK7vwf37LvH83VvltkH+/fr0tTYQCKBHt25SvOgfcij9oG5kOLy9e/YqYjxx7Ji0btFSpQg4PjZqdKY6Bc6AgPpo5YoV2jcIEZw2MNu0aZOmP7j/QJEOelAD52fPMgQkCAeG+gQREt1s2dKldX4MAEDGZ06dlv1790n1qlWVmIDQb9+6rVx/iT/+lLiYWEVMW7dsVY5a1WAXLmrepk2ayIWLF7U6OGd0uOj0zTyvSUmRP4v+oZvTtAmBKV2ytCxZvESj8MYpXaKkwL0/ePBQdcCoC5grDHbAEKkPDhNVEYGNzW1INar7yelTLoP9jRvXlctv3rSZpUqYOmWKlChW3JKWKIvE0aSxvwS1b6/rizjTX56bNm6U8E6hekG1Niai9XEDU2xsrDI57BkQwMRJE2Xnzh3KVSKJQBhOnTxl1cd8gVAH9OunHD31sW5QSaLiMe2adszTExL/69Vfuu7KlykrS5IWm6xy6uRJRXBw2gvmz5cqlSvL9KlTLTUmkhzqFQjerUwdM+2yR1hzqv7KdGulv/zBGGU8z7DWMY1dvHBRiWuLZs0EqZxxbN2yRWr51VSJ+tXLV6p2aNakqXLkpoNwuRo3ZqxGcf0ge455QnVFYN3DfMAgsnYx6FLmzOkzygxibGzXJlARLet53RqXRAIDAq5JP3hQ6tevr0yccfFl32BXQLXz1+u/dOwwUEiHEA4CZVljaCfANUiNAS1byvlz53SvIiEizTIfZ0+fUULePrCt9ony2c2fVp7Nv3/kVMjoxNFVz541WykeOju4JQIW9p/+86N07dJFFxwqDJAaRpvNmSL98mXLpdgffwoX+BLYMFFRUcodHzp8SOP4B8ARX3v36mXFQRR27Nyhm4a6EfPQ0QEEAv03YwBofXr11sm6edMFVPLArZX4s5iKhFcvX1G9e7cuXeTlK5fumTxY73/64UdVcyCSzps7T8qWKaMIz7TD0x7gUiBOcLYmIAaGh4ZJ/Xr1VIRCHQUirlnNTxJmzlICN3HCROnUsZMaVeCK4KpLFSuuks2sGTOsBQEhqo9OPBPpmTYo/0eRIrJh/XqNun3njuzcsVPoDxxAvZq1tA8gYBazu06cRUnda9aulcVLFqt6hvndtm2b1seCZHHCIZiAuNq3T19dxKQ/evRYkW4tPz85f87lumjy8kRML1mipHLmcDnc+xk9YqSEhYaqREKe+w/uK3cKsp09O1Gt+AEtWloGq/379ikSnxo/RatGvbZi2XIpXbyEqo5MeyDxUiVKKWPw9s0b6dOnjxJgvHqQgqZOm6YqJlRVbHLg0j8yUhkCOGkC62n82HF696hhAC5fuaKSAd4LrEOYiiFRUVKtcuUshAukFti6jdSrXUcunneJ2mZNspYwaiJlHDjgIqJG08I+YB9B4PAigsNbnbJaPSXwpkAVwNjRp6P/J6Aymj51mhoXQXq+Bk9InLWBGqxC2XK6Lt9nGiNBkkhzPbp3F7je6lWqyqTxEywEjASCnQBnB4O8YHQYC8wQqgVUjHi78Dd+3HgZN26cSh8gdBMOHjyk3C/Ge1RTeOjgPtg5PEJVDaiLuAMWDhvbhJEUUDX5N26se5W6zpw9q1I0KitwgHuAScALBQYBOCNx1qlZy8Uxz5yp2gH2GPsQ1QprCMYRu9bkiZMsOw0cPWqdAQP6676C2CGxgK8gXu4B3Td4Di0FtgcCBAOJESkYlU1z/yYqRSMdEsy60R8+/suREwcJlS9bTjqHhqlBiIk3wKQNRN7//OvfEj95klJgjDwsaqix4V7ZZCBxREcCCwqOufiff8rBQwetrrI4EN2MdwrICX04eqXNmzcL4jSbAdVBtki8d29p6t/EoshUDkcHZ4au6srlK1KtUmXBAo/YZAIc/4//+UGNT2w8uCS4TIyVBE/ATV6yVIr8+qvAtZtw7/49tR80yETiiIBwk4jgTNTNGzcVPkwmyBSVB9wgm6l1y1ZS5NffVGUAokHNU69uPdWl210M0TMX/+NPRbogF6QgjGTop48dPSZhHTvpHwYZ5gvxG04bdQrjQJ3Tvl17VSvBNaDPrV2jpsKYcYBUOnUIkQ7BwfLuvUvHyoJUJN64sSI07Apw5lUqVtZ+mvHr88MH3bAQJvTFEFSMhzevXVf1A31ifaAXZj7hQI8dOy4D+w9QGMDFEPbv268GNCQoAgZtGALmEqJgwvLkZVKqRElFIBgYUe9VKl9BuTrgg5EaZMNGY/y0DRKHcyOdgGEXJF6ndm3BxY9AP9i0zfybKpcL0mUN+VWpqpKPZhLR+US1WK9OXblkNmNmIu1t3rRZJRu7YdmU5Um97CPsGaiIQGLYVthnlEU3m7Zzpxah72PGjlUbjifEYa/X/g4ii41xqVPY0wTW+ZqUNSr94rb39p3LOLtr5y6VvEcOH+FCZvXq67iNTvzYkaOq4gPpPXrkutqPcUIgsW0g+WG4RZ/NHwZV/lavXGXZDWgfwx7whuFDyqY8cwVnbYz7GDtB4hAGg3coB2HFrkQ4c/aM/kYSMi6ZmsCakQ9KtGFkUP2BxHft3Cm1/GpIt85dlAGhXbQAGDOZC8Lu3btVYp8wbpz8lRmHKob1gEqPNUxd7HMkFiQNewAeEBRF4i1QNZ9TSYNxqP0iJUUOHz6sThwwpWg8CJTLbfCJE0fc6hIWLsbDw94Qrj6oIYYMjrLaJh1kDmAIq1asUCSelrZbf4PcMSb+87/+RxYumG+VYyIrl6+gXAaRWKZ/+eknGT9+vOZBzA9u117atW2bBYmbCljUUMVaNWvKxUsuMZk0uEI4ZoxqABYqjqh018bJzJkzR3756WdVM1AGPSPjhgAQ7GPWCBHZvm27FP31N9UB4yNOQEcYFBSsOmU4k/v37ikC96taPYu3CpsRP3sMdEggBOK6desq5cuVk2Mnjgs6M9RY6JwNQQTx9+reXXXYUHf0qSB0EDsB4oD7F4QOQsDGQx1RqWJF3TQsUoyjIO07d13c3dLFS6RapSqKMKgDsRxDJhcrm42jnHjvPkog4QARGzFoFvnlN0HFYQLwBUlwsALungX78uXfxPImXgLXrytBqVypshqbgB1zh468eZOmqp6gPjYw44+fNFmrZw5QA5UuVUo5NdMmEkiZUqVU9CcuLiZGShYrrq57Jg9IgX7RDtwgGxG9OWMlwBRg3EX/jRhOQDXUpmUr5dhMPiSd0iVKqQ+/ZhJRURk1Ey63lqHPthd37dqlklHaLhcTY19LIFLUcniuMJ9Xr15TSRPOlCpYY6x31AyE+/fvCTanocOGWid5nz57qmvowaNHWsbWtOmi5kWlgCoR6doEvCSwyfTt29eqLzk5WWr41VAuHAQX3L69RISGybNMbpN9iXSJRAgyIzAm+7hM/d6erO+WLVpo+3ZPLqQjCChrj/2HjhlOGUmMgISCLcUgcQh0cHCwqsLg3E0gnjln7mKjR2sZJN9TJ0+If6NGKk2g8jQBaedKZrvMSeOGDdWl03i0MD9IH6ji2FcwJm3atJEG9etb6ltgQLswbIxj6JAhLk787Fk99FOtajWXkfj1a10rkX36SFDbdpY0m1sY0vd/GOpqBmKeVEYa3FuR34ooNbx27aq6UtkbwnULTgFxFhEBVx7EFcQQKBV1TImPl//881+q5zOUDvesqpWrKLKDQwd4GDl++Ne/pGNwB6XEiDQlihdXSg0A0SWhs0RHhw7Q3g/6DdICKD//+KOqX0B4ABOrNEYOCAsB/R6cGsgLDoVFDUeIjo9Fy4Zn0YD4N63foAjLIDPKm3bR9YaGdFRVCG5ZV65clbVr1mjdIE3EcvJymAM9Lvox+oNrExZ0kB8qIrxVWMRQ8zGxsdK2TRs15KK/Q3eOHg7EgusVEgm/Y6Kjte/ADm8YkC7jSN2eKjVr1FS1FNztvfv31ZjyR9GiWhaY9OnZS8qWLKVqjYsXL6kR95cfflRkCTyANfpDiJ1BXlj12wW2lRrVqls6WlQ4zCHcSfr+A4p84bbwSWZzIG3BNS+YO09we8QQiggJJ4WUUbdOXd2guAmyaZBWkH62bNmqHBEnVsuULK02GNYNhAODV5HffpOxY8fp2gKJsG6wryC6M0/YHCCaGJAQvdFZc5gFFRkECOYiLCxMasN1Zx5qQepDH4rUyTqjHjjC8E5hahRGf//s2VPdDyB/uC+M7RAFjKMgNfyB7e6vBpmiSyX/8kyPLbN+WEusNxga+kc8awAkgQqF9ZqQkKCqSsOpkR+f6RkzZihhpw2YFOwui5KS1PvGvkZ5B26sO7yaqlaurL7oSIC0x3yD3Fu0aKFiPpIi3hRB7YMUkbJ/0c0jjWzbskUlF4z9SI1wkvkJeMwgZZUrU0btKxcuXNR9PWdOoq5V9uGWzVt0zaFegsmhPxg7q1apquuL/rMGUJtVKF9eOVv2HcZsvEaQZFjjGBT9/PxUsnj85LFER4+SCmXKqufUpUuXVW3D2uL0JrYCJBSM/XhuMSesB3z4a9eqrT707AvgOnPWLG0XRot9w1zjMAHxxdW6a9cuKm2AR1EP1q9bV1oHtJb9Bw5IWlqatGzeXNVV7GsYNfva8BW2/7AjJ3shKmPBwKHiHYDIs3jJEkv8NHkRV6CWERERykEgtsTFxqkxh06xeHC7QXQdN3acDpI2dTI2bHB5DYSFy5RJk1VEDg0NVR90FghImZNU/v7+KpZjucfTAj0UJ93s+jX6AxcIN/fzjz/JwIED1JkfjgYAgyRMQOSaMXWaDBowQAkLLo5DogarFwV5mAiMF2wMdJIQIzgmApvGAJonebt36yYYJ9gMGKjoQ3BQkBptQT4gUrgGqDaqD8Ywf/4CRZAQIzwNGE9S0iJVnaRu266LBg59yJAhumjiJ09WewRleYfjJrCwscCDdIcPHar6eThkOFqQAwsPV6uAVgGqM378+JF66UB4IVzqujl7trRr10513Dt37ZR169dJx44dhbnAEMNG2ZG6Q3WGENiVy1fo3GB4wv2Kenr16KWEb8G8eZbEcerUaVXB0BbGcNYFm4N5hZjMnztPWjZrrp4HGLqBEQgyZnSsclsQOBY83AzIFskG18iAVq3UIAi3xhpFUoMAYyQEQdOvZcnLlLnA3RL3V2Bx4vgJTdu2fZt07dpV8ByA4ABDVDdIcW3btlM4sUaYczyKIFIgzl270hRpA4tBAwaqWyMnmocNG65SHgjdWiP65vrHhmfeRo4YobA0edgHcJXogo1+mz2zd99ehQV7D93yhnXrtC+sN7j5nt16WOoc6kDF1KxJE+2DkdhM85SBALN3cL1FRQYsDqSnW1w0cKQd9NaodOgnYzS44eatW+oCy/qG+YAZ2bBxg1XetJWrZyaFu3btuu4buP1Bg6Jk9OjR6moIzLAvAZv27YOkf//+quKAsBGHNxn7DCLNPKHew2UP1QTxqHFQ0+GmCAJF0oBbx1DM3CJl4T3F2hwyKEpVTawZpH1UbNgnMFiyd3BRZH7Q9wcFBWlde3bvVqQLt83e1Xb7D1A1EswZ6xIJrEePHoo7mSM4d7yB2Iv9IvtlukuOloCWrbScUe0Z/OIrPL3qxBEx4e4A3KXLl1RkM7po9wYAIgZEqA1lDBcCFQORUwdPkI+9kwwWIOsBmIwMFUFAXgZJQY3hQnG0h+s3v6F6vNsDSDyyT1/l7uGmyANVtqtNTH6ICKIWRhw2t12XxsRony+7+sxv02fzNPXwZOy41x05clj7j+oByQK1gRE36SsGGIgJhwoMHFmAICdgB6ICHhBGAgSAfiGeYQ/gIAHioF2XTz4QIu6IuPLBPXLwBXdM4EZ92AH4UwSXqd+7eeOG5sdq/uL5C124x48e0z5ThjnQAzE3bugY6APeBMwjixEuhAA84N7S0w8qZwZCtIfHmYfAWBfA2xzmIQ/jg8MEkdEmJ+toF6LJQSOkE9Yd/WATQUxoH9sJT+YbOPJ+6fJlfRrCDgJivPQLzt9IFMDbiLuo3GgD+LHeLl50rVMTRx8ZJ+1DbNHtm3WN6I3+mj+QoDvyVBhkZqYv6GH79O6tZxwMcuTJ/jAI3MBNYXrzhq5dxsZaJbCeULtAxLF3EMgL8TBSgUa6/YNoAlfWNH1lHkAYwMIEbALsF8aDhOm+zs2aOnb8uPYDH/P8BEBj1jnziioVQsp+NXuDebly9YrCn/4zb8w588qcYEtiXg082WvEGXxCeYJrbl3rGXia+IxnGarSxFZx6vRp4dMfBGtN0calS0pM6CPE8NLFiwpD6jRzruv4wgVtl7XLXqdPwNjsI9YUB8vIe+78OcGhA+JIW0ggwB7JJC/BKxLPS4Wfs8yTp0+lV8+e6kvuvjHs/TIb0R7ny7v7wvaljLc8ee0HdZoN4K3+z53mbXze0j53v037+emje1k2Lwew4MRu2vSwVls5GLTY7NhP4AYheAUZclrXOaUXZF8Kui73eSjw+rOZt8Ju1z4OC4lnN1HE2//she3v2eWxx/PuKdjjTX57PhNnz0e6/TdUEU4XsQY3RdQIhlLa81n12rpiTzfvPM2fYb9MmlVH5gsI1cpr4jLHamtGEa89n6nPxJnfVGHe9WmDm4l374MpY9J50ranvpmymsfNIGWPM3V5y++eZv3OfKHrpk6TZuDJ00pzG6P23T4HVn2eYW3V4yWfad/ktT9Jc/9tz2/eP3pmjuGjeA8RcL4cCHOXIE279iL28RMPNw4X6l7WlPFYhztMM+FpOFerbOaLpzpMHn3a5ytLQtYfOdaTNbtLR2lb8/ZkUxdPEzzFuaeZ3+bJmDGM2ushzf23yW/a0HKZbZs4j2XIY/L9XYly5Kacac/8ttdjG54p7fPTQuI+lyikjH9Pke8NGGBQAhEpbXeafs8BPTZGVruKxKrV1pB5tQPTQjCKAK1SH72YslZCZoSpyzyt9MwXsn1U1lMm9zj3314q8dq2Ljb3ynLx21u7HqrJri8KBNa9Wxn3327JHn+aMjzNu8eMeYwslDrzs2vzOA6nWO4hkO36zX1VhVbii0HiBTHCrwHgBTFOp47vEwLO+v4+5z2nUX9TSDynwTrpDgQcCBQOBBwCUzhw9aXWbwqJs5CcxeTLtDt5HAgULAScfVew8MxNbd8UEjcDdxaUgYTzdCDgQOBbh8A3icS/9UlzxudAwIGAAwEDAQeJG0g4TwcCDgQcCHyFEHCQ+Fc4aU6XHQg4EHAgYCDgIHEDCefpQMCBgAOBrxACDhL/CifN6bIDAQcCDgQMBBwkbiDhPB0IOBBwIPAVQsBB4l/hpDlddiDgQMCBgIGAg8QNJJynAwEHAg4EvkIIOEj8K5w0p8sOBBwIOBAwEHCQuIGE83Qg4EDAgcBXCIH/D2Qn/SnYUVQ1AAAAAElFTkSuQmCC)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
150 segundos/unidade; 6 estações; 96% e perda de 4%;
143 segundos/unidade; 6 estações; 88% e perda de 12%.
150 segundos/unidade; 5 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
137 segundos/unidade; 5 estações; 96% e perda de 4%;
Os produtos são compostos de materiais necessários a sua composição final. Um item importante a essa composição, e que em algumas empresas não tem o devido cuidado, é a embalagem do produto. A embalagem não tem somente a finalidade de guardar o produto. Existem três funções essenciais das embalagens, a saber:
I – Funções técnicas: preocupação com a movimentação e transporte do produto, com intuito de facilitar o manuseio, o transporte em si, o empilhamento e/ou a estocagem do mesmo;
II – Funções logísticas: guardar e proteger o produto contra intempéries, avarias, acidentes, principalmente quando o produto é exposto a ambientes diferentes;
III – Funções de comunicação: aqui o foco é no marketing, ou merchandising, cuidando para que o produto fique bem apresentável, atraente, diferenciando-o dos seus concorrentes, despertando o interesse pela compra nos consumidores, sendo inclusive fator de decisão de escolha por parte do consumidor em alguns casos.
É correto o que se afirma em:
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXEAAADmCAYAAAAjk7XrAAAgAElEQVR4Aey9B1tUy9Yuuv/Evfc853zn+3Zae0WXOSEGzIIg5pwDZgVzVlDMCAqIgkpWMYFizhlQQTFizgEUMyiK733e0V3tpO0GVFBYVvngnLPCqFGjqt4aNWrM2X+DDloCWgJaAloC5VYCfyu3nGvGtQS0BLQEtASgQVwPAi0BLQEtgXIsAQ3i5bjzygPr79+/x+vXr5GdnY0nT54gJyenPLCtedQSKDcS0CBebrqqfDL6/PlzJG5NhJenJ7p37YZtiVulIR8+fCifDdJcawmUMQloEC9jHfJXYyc3NxcXLl3EgvkL4FCrNmJjYqSJ+R/y/2pN1e3REvguEtAg/h3ErrRQdSULxvvvwFKpV3lw/360aNoMMQrE8zWIl7rQdQU/hAQ0iH+HbiZgW4O2elbX78BWqVa5d88eNGvcxALif9V2lqoQNXEtARsS+CwQN048470NuuU66q/ctu/VMfv27kXzpk0tIJ6vNfHv1RW63r+YBOyCOIHMCGbG+/IgAx6bWf/Z4lu1S12Zx3hvq8znxhWHj6JoljRPRdVX0ul79+5BsyYfNXEN4iUtYU3vR5WAXRD/UQXCdhMwyztolrX+27t3L5o20Zp4WesXzU/5l0CRIE6N6U1uLt68eWNSbQG5p9fBX0GbYrtu3ryJ5ORkXLlyxQLgJQ3ib9++Bd3tiiOzV69e4fLly0hOScHdu3f/EgsKbeJNtSZe/hFDt6DMScAuiOe/z8fJEyewcsUKbNuSiD27dmNN7Gqxae7Zswdbt25FWFgYjh87XqBRxfX+LW4+I/GSAFbreh8/foyQpUvRoEED+Pn5gS+nMBjrsi5j5MnevbFMXl6eyG3IkCG4ePGivSKW+Fu3bsHb2xtODRpg7dq1BXixZCpnN0cOH4ZzixZYF7dOODfKt5w1RbOrJVCmJGAXxKlpz50zF8MGD8GRw0ewf+8+uDq7oGHDhti3bx+OHz8OLy8vTJ48pUCDCF5qgn6gVdr8UgfjVDwL5IOppjjJx3JixTaTk6ImKFSAqGgoOtbPihEVz2eVV6XJ1UCbz8lJyahbxxHTpk4toClbl7V+LkDT/GDMo+6phfv7+6N169Y4deqUiQXKA8B7q5deRH4A1q9fj1o1asgiquphGuVmDPnW5a2ejXkVP8a44twXt5ytfHxDkwvX/Hnz8Nuvv2HypMm4cOGC7Eqs67ZV3jqPftYS0BIoKAG7IE4zA7WmlOQUKZH95Am6duoMdzc3ZGVlSdz5C+cRszrWQvHdu3eW+9K+sTXhbdVvK5+RN5o3zp89Jz7M3tNnWEDcuKC8y8szFiny3ladL168wJ07d0BAZ3pBKIalXkU8ISEB9erVQ/iqVSqqwDXvnYEna2IFcn7+g5F/4dVqYTCmG6nbin/69Cl2794N/0WLMHXKFAQs8sfOnTstY6io8sZ0fa8loCXwqQTsgjjB7cnjJ6BGzpD5KFNAvLVbKzx8+FDi3rx9g2fPn4Pb/3VxcVgduxqR4RE4ffq0KT33DY4dPYqVK1YiLTVVNDCaYBbMm4+jR4/iXd47nDhxAoGLlyDA3x+pJ01a6rt373HmTDoiIyJw9MhR3Lp5C+vWxmHenLmIW7NWvsHBChR2XTh/AdGRUWJ6iI6KkjppDrIOKn/em7c4dPAQIiMjsWnTJiycNx91ataCr89Miznl/bv3OJlyApERkUKXL6mcOXPGmmQBTf9xVha2b90G8hCxKhx0q+N3Q+7evoMNGzZg/bp18g0RRYSmm7TUNKyOiUVURCTWrF4t9nmmJ8THo55jXawygHhOzmvs37df5LJmzRrh6/r164oc7t25i3179+H27duWuOLc2ALf4pRjnqLKchxRBvzjIsvry5cvLXIubj06n5aAloBtCdgEcQV2xiIKxN1d3fDADOJMv3b1KgYNHIQ5s+fgwvnzCAleio4dOgoA0hYcFxeHmtVroH3bdlizeo08D+w/APXr1sOcuXNBMIqNiUX3bt3g2rIlzp87J8Bw6NAheW7csJHQJNj6eHujds1amDBuPJ4/eybsEeQ7d+wkAM9tOsG8jbs7IlZF4IPZF5lAo8CGIBIcGIwe3bqLXf/suXOY7euL33/+Bb4zZ0k+Ak/8pnh0aNseYaFhYg4I8A9A29ZtsGP7DqNYLPf37t7DxAkTMMrLC8ePHcOqFSvRyKkhggKDcPXyFQwfOkzazANLBlVHz+49EB0VjSNHjsCj/wB06tQJFy9dkm+M0MSzaqVJE+dh59LgYHTq0BHxmzYh/Uw6pk2dBpY/k2ZaNGOjo1Gxwp9YsmTJF4EkD155wLtjxw5pszofsDSyGDccO5/uM+wXVP1iP4dO0RLQEihMAjZB3FYBC4i7uVk08dycHPjM8EZjp0a4nHFZADAj4zJaNGkKz+HDhQxBvkXz5ujUsZN4WhAYDuw/gEoVKoAHfTQzMG5zQgJqVKuO5cuXS7nMrEx49O+P2jVqIikpSbQ4fgVvyqTJqPDrb9h/4ADevcvDgL794OrSUnYDLEiwGz92LBo1cMIl8yGiESi4lXd0cMSypSEWE8bRI0dQ37EuvGfMkLpv3riBVq5u6N+3H148fyFxDx48QK8ePdGxfQfZlUik+T/yT7CvV7cu6ErH8OjhQyyYPx8rQsPE/hsSEoIGdesh49IlSc/IyJBFYbSnJ16/eiVxe3fvwZTJU3Du7DkTiDvUEU2c/BPkufD5ePtYAPrs2bNwa+GC8aPH4O3bN0hJScH48ePBg2djm4W4jf+MebgAL5y/ABHh4XLA29rdHdu3bbOU4qJDLyXauG39ccdGOZhA3FKs4I0t7aBgDv2kJaAl8JkSKBLE1URXIE5zyqOHj6Sau3fuiobdvElTbNq4CVu2bMGqlSvRqH4D9OjWzZKnpYsLpkz5eAB6OjUNdWs7yAKg+D158iQc69SxACltqYMHDUaP7t0L2E+pJf7yn5+xLGQZaEpo4FgXY0aNRp7BHh8dHY3ff/tNDgcVfV7f5uVh9uzZqFWjJtLT0y1JNPU0adQYM6ZPB80o27ZtQ9UqVREYGGjJQ4DibqNalapIOp5kiecNF5eBHh5wc2lpkQ3jaW4iuHFHEhoWJpo5wZthc3w8alarbvkgFOPe5+cLQNLskBCfgLqOjli1aqXQCA5eihpVqyFxS6KU53+U0aCBA9GiWXPcunlT4gmwts4GLIUMN6pvaa4aNcIT8+fOw7Nnz0TLp+w3bdxoyf3wwQOsXb0agYsDZUfAHZf6WxoULCaeq1evWvLrGy0BLYFvI4EiQVyx8ejRI3Tp1AmtXd1Ey2T81WtX4dysOdq0csfGDRvBw7h169aJK+KpkyelKO3lLZ1dxPND0WIabdA+3jNVFE6cSIFjbQfMmDpd4niQSiAZ0L+/xQbOBHrFVKlcRQ7KaHqh3Zjg887sGsg8MVHR+PXnXxAaGmqhz5uXL15g9KjRoInGaEsmP4ybMW068t7SBLROzDZ0qVSBh5sE8T8rVMD2HR81VKbfv3cf3bp0FVMHv5ttHcgbeWno1FD8v5lO00fNqtVlB2Kdn89iE6/jiPCVq2R3sWDhAjjVrw+66qnAugYPHowG9erLGYKKL85VATgXGIJw21buOGte2BjHBULeDTAT42F2YmKimH549mH5i4kVm37CpoQCtviz585i6dKlshByAQoODv7kj7uTAwcOFKiH1SneitMOnUdL4EeXgF0Qt55IDx8+EtuzUROnBteyhTO6d+6C3BzTAagSaE5urkzGmzduwqWFs5gJVBoPM2kmoY1bhZSkZNSpVVuAlHFPCFADB6Ff7z7ggaEKPCysVOFP8dq4du2amDAmjp9QQPuMiYrCH7/8iri1caqYXN/k5GLyxEmoXqUqzpgPX5lwOi0NzZo0xXSCeF4etm3diupVq4nJRRGgpj/bdzaqVK6Mo8eOqmi5ZmVmoU+vXmjaqDHu3bsncZQfrQcvX73Ci5cvEbp8OZzqN8Alszllw7r1+PO337EiLKwALdbPgz8TiNdBuFkTpz2cMtuxfbslv4D4wEHyEs01wwGnymDdh9bPzMfFjLudEcOGy2Khyn7NlfUkbE6As7MzmjZuAufmLdCi2cc/52YtJM7FxUVcL2kC00FLQEvgyyTwN3tbb+sJ/+zZc/To2g20lRJgGWgvHj3SExV/rwCaQ1Q4k5aGrYmmbf+jBw/Bw1Dv6SYNm3nSz5xBPYc6mDXzoyZOIK1Xx9FiYsl++hQ8AHVzdsGjRyZvGB5U+i/0Q61qNZCamiqeDtSA6b+emZkp1dN2S6Am4NFmbAxsU1RkJH7617/hv8jfkrRz+w7UrFINs2f5StzVK1fli3s8aCSoMjx99gy9evaEW0tXPLj/QOKUjOg2OG/OPDkc3bB+g6Txv/PnzyMxcSv4QlFUVJScHXDhYUg7lSrtJf88F2AgmO3YuVO8YHbt2CkLFPll4OJVq3oNzJ09W575H/kkQA4fOlS02du3bmHtmrUWLxrFnyrAZ+s4HmS6ODvDx8cbRrdFjguakFTgm6O0+8+aOQvz5s6Vdwj4HsHcOXMwx9dXDnCNLzLRrMPdG/9oisvK/PjHvsrMzJJ4HqZa86Tq1FctAS2BoiXwN9qACwucYDSJ0MWONmtqorHRMaCGTVWTbni0ibu1bCnaZtjyUMz09saJ5BS8ev1att1//lEBbVq3FuAlYFH7/M8//4VunbuAoPb8xQuwHOO6djHHPXsmLxr9/O+fsGihn3hNRKxahY7t2ssblgpc9+3eg7burcWWTlMLvTn4THoqj7F9BOCRw0cIIBKQ6NY3ZfJk/PLTf9C5UydxgySA0WuGh5tBgYFSN9/mbNumjZg/uFAo4FFXvrLfp2cvNGrYCAGLAxCxchWWBATIi1Jn089ikMdA/PLzz1i2bJnY+N++eYPwFSvhWMsBI4YPl51FUFCQmIK4+PjO8sW//vkveHp64tbt23j+/AX8FixEG/fWWB0bKy6aUydPkV/LOZFyQpoYEx2Df/z9H5g7d67l0NbYdlv3fOOW2jIPTBnYHrpSHjx4sID8COLh4eGYP2++mLIW+S2Cv98iBPC6wA9hy0Jxxex5Y6seHacloCVQOhKwa05R1XFS00TAFzZMvs7rQS8Koy8yXfvCQkMFZHiwmZaWJmBAzfLQwYPiQ74pPh505yOIHz58WEwdWzZvlu084+hSyFfMeXDHBYI22WFDhoi5JjoiEps3b8bq1asln/JdJ48E1HPp6QJstMczz7Fjxz6xs6r28ErtkOBNWzrNGgStXbt2IT4+3vL9FB6CUkvlgsU89E8/nXa6gHZqpMn7O7dvC10uOvQTp42ZCwlNFjwvoLslPUeomTNQWz188JBosUFLArFzx06x/2c9eYzdu/dg3dq18mLMnbt3JT/lRI08NjZWzh6o9V+5fEXS2E/nzp1D6PJQ8dNXi4skFvLftavX0EN2My3Fa2jP7t1ycJmefsayULE45Uzbfl7eOzFdcaEz/olnio2XgshHUX+kX1x+C2mKTtIS+CEl8AmI25pMMoEN3h+cvIwzBv7cFkGGwKTCh/wPBfK9z38vk9VYVk1+Yxx5oMmGID7Iw0M0V9rYjeBtzSfBhfUb8yg+7F1fv3pdAOxpwzbywXI83CPdvLdv7ZH5JJ6Ll1EORpq8Nz6zMM0xxhdgKEtjHuM985M2eTKaOxhPmVjL5RPmDBHMSxp8IWvs6DEY7TVKXCKvmN1FDVn1rZaAlkAZlcAnIP49+LQFPtT+e3btjnZt2hTQ+ovDX1HuyLaArqgyxan3u+QphHFb7bTFI88a6KtOV8nSPGQsDj/FyWOrDTpOS+BHlcDfCsGA4suERKwJWT8XQo0T1zh5X+fkYPeu3ejbqw86d+4sr8bzTcviBCMrRpr2yn4Gm/ZI2Iz/HLoWPu0VMsSLrIziNqTZZMRO5OcUs/Bnh1Zh0cKv2cyi7tW1sHI6TUtAS6B4EihVTZxAof6Kx44pFwGbng60tfM1ddp6jRoiafLrfZ8DRJ9Tv86rJaAloCVQXiRQoiD+JYD9OYJS9AXEjdro5xApR3mtFynV/vLSBGrcjx8/QdLx49i5Y4csyvS84QEyPZ500BLQEvh6CZQoiH89Ox8pEABE27YytXzMoe/KsgTYfwx3797DgvkLxI2R3xQfNmwYmjZtiv3795dl9jVvWgLlRgJlFsStJahAwTpeP5dtCdDzhu6ZfJFrkZ+fuJ/yRS1bnyco2y3R3GkJlE0JlGkQLwy4C0srm6L+Mbnily4XLVgonyQ4eODAjykE3WotgVKUQJkG8VJstyb9jSQgHzLzGIi+vftYPo3wjarW1WgJ/BASKBMgbn2A90NI/gdpZEbGJbRu5S6/5mR8OUnvpH6QAaCbWeoSKBMgXuqt1BWUqgTsATLf2N2+bbt872VzwmbhwV7eUmVQE9cS+AtLQIP4X7hzv3fT3uS+kd8v5Zcfz1+4KOxYvPvLm7/k9xamrl9LwI4ENIjbEYyO/noJ0DNl+/btWL9ufYFvyWht/OtlqyloCSgJaBBXktDXEpcAwZofS9NBS0BLoPQkoEG89GSrKWsJaAloCZS6BDSIl7qIdQVaAloCWgKlJwEN4qUnW01ZS0BLQEug1CWgQbzURawr0BLQEtASKD0JaBAvPdlqyloCWgJaAqUuAQ3ipS5iXYGWgJaAlkDpSUCDeOnJVlPWEtAS0BIodQloEC91EesKtAS0BLQESk8CGsRLT7aaspaAloCWQKlLQIN4qYtYV6AloCWgJVB6EigVELf+NsaP+qlZ4zeerGVi7FKmWadbPxvzf4v7kqjfSMN4r/i3FafS9PUzJGAeaN9LnsZx/hlcl3hW6/ZbP39uhV9b/nPr+9L8Xw3ixobauzcypzpcXY1pP+q9tdzy8/M/AfXyKBvrdhmfy0J7vhc/JVFvARrfeTKx+nzzD5fz/nsFyqSAXL6AEaEBUyusaRnpW6d9QVUlVqRQELceG6YG2q5bNUpdbef68lip29xJpVXHl3P35SVVu4wUbMUZ08v7/ffuPyVftVh+b35Kqj/ttUO1t6Tqsaaj6Nur3zq/8flLyhjLW9+XNC+KP17VeLGu83s/fx6Ifwa3SpifUeQvlVV1/l+hUcVty/fUwoojZ5vt+ADRu0qb9+85H75n3cXpl5LIY7NvzYRLu29Lgv+voVE4iBexPTEKTgaKeRtChowD5/37d3jz5s3X8Fkuy1IGbPfnrOAqr1G237LxJVHv+3fvkZeXVyy2+ZNtJVFncSpjPbm5ucjKzML9e/fw+vVrKVba9ZO+6ldWyOfSrrM48vjaPGwDx/eTJ09w7949PH/+/KtIfo1MFC9ZWVm4f/++pW9F3p/BFT+d/OLFC6GRmZkp4zgnJ0d+H5Z0c8xj5jNIlnrWQkGcAjl+/Dj27NmDUydPFZiYbGxGRgb27tmD3bt3I/3MGbzJzf2E4bt37mDG9OlYv379J2l/5QgO7qioKAQGBuLp06f2m2pQEy5nZGDu3LnYu3uP/fxlPOXixYuYN2cudu7YUSinnHRpaWlYuHAhkpOTvwmocWE5euQIhg4eggH9+uPM6TPC49eAR6GN/AaJHD7vP+QjKysTV69eRVZmJt6+eSOASvApzcAFOD39DCZPnITuXbth967dxaquNOTNvj116hTGjB6DYUOG4swZU98WiyFDpkePHmFF2Ap06tgJ/osWgc+HDh3CQI+BQvdserohd9m4tQ3iHBkfPuDBgweIjolB9WrV8NvPvyJxyxbhmskE8dOnT2PM6NFo4+6OfXv2yuBRP79FzePylcvwGumJpo2bYNfujx1s7ERb98Y4JSbGqb/8DzxG+fxgTVfxaouSMa8BZy08GNOtyz/NzsbKFSvR0sUFS4ODTb9qY+Cf+VVbKGf1zF/BqVa1KubNnWuJkxvmN5exPBdDm7PmsbD2ku7rnNeicSgtWpVXV2Pd6l5dOaEvXLyA0V5e6NShIw4eOChJqp3WNJg/JiYG9erVw6pVq0RTVbSMeaW8SjDKTcUVQw7Mqtr+8NFDjBszFk0aNhIFRdLMfaBImuKMT5/eG3lUffhprk9jct/kgsqREWCljTZ4+Fi6oOau2sJ0lr158yYWzJ+PHt26w3PESMyfOw+x0TG4c+eOkFD0C/D8kbgljzGqsLwiTTO/L1+8wJKAxahft578gpM9GkaeVR5VB8cCtfmXr16aeFH9bNjZG8uocowzzosn2dmY7TtbftOVi7UxsIzkNUeank1zT+iY20PcOrD/AFycXTDaaxSePX2Khw8fwnOEJ/gzgylJyULByMMn9Rj6UuoxPBvrMpb7mnvbIG6geP3GDfTq0RPVKlURML546ZIhFdizezdm+/ri1etXBeK5VV2zZg0CFvnLaqYS7TVepX/ptSi6haUXlvYl/Fy6eBHLQ0Jw4sSJIosbB9ar169x+sxp2ZoWWbCoDFYDR2UvrK3btm7DyhUrxOSg8tuYR5Yk3qjJyZ3HhvXrERkRgcdPnkiewupiBu5Q0k6fxqPMRwVo2nooilaBdNq57bQ/N/cN/BYuREuXlkhOSpKqOHHtBSMd3huf7ZUpLD7peBKWLVuGB/fvS7ai6BWVTgDMuJyBI0eOIC01FevWroV/gL/sbgrjQ6UVRV/l49WOSLF+3Tq4tHDGxg0bJHthNJlmBF4WuHLlCkJCluHsubPG6j7rnjSphIQsC0GXTp1AOdsKH2HbVqopLjUtDV27dMb4sePx/NlzvHz5Et4zvNG+bTucPHHyk4LS3iIIS7vtCfATip8XYRPEjfxcungJM719sHbNGtSoVg2DBngU0CIOHDgAPz8/aejjx49x/Ogx2bLynrZH2pW4zTmwd5+samzMhQsXsH/ffty5fQf3H9xHQnw81sWtw80bN4R7dip/lzF+0ybcvXv3kxZlXLokv93InUHaqVPgr6ozZGZlydYnLTVNVvZjR4/ieFIS+FuPkp6ZiT27dmPb1q3YtWMnbt28JfHSCebVnxGcGNevX8fBAwdw5fJlsC07d+4UGZw/d07K0Aa4OT4B69atw+XLVySO/3H7tWvnTuzftw8EZYIbt3aHDx/Go0cPRTtK3LwZG9atw7Vr16QcuaetNv1suuRTGtTNG7dw6OBBXLxwQXjYs3sP1qxegzOnT0u5Rw8fYmviVpEdzRiqHYoZ2n1379wl7aWJhjsrW+HF8+dSb5fOXdCrV2/s27dP2q/yEnD27d2LxMRE4Yc2Q2OgFsVftQ9fFS5yunXzpiU589EjHDt2DKdOpYoGmnT8OE6kpODJ48dIT0/H0cNHCizy79+9w7n0s9KurYmJOH/+vPSHIsjzFaZvS9yK7du2ISkpqcB4ZD7K0ygL8nvk8BFs27YNW7ZswdAhQ+Dm4mIBcZahEpKSkiJ0OTbUWFT1Cl3zJORO5dy5c9JmLnwcE8b6OF6OHD4M8s9xznlAzTv1VCpGDh+Bdm3bYdOmTWKO5Fhj39OktHVLoozL6+ZxoerO//AB169dFxPVls2bcTLlhKXNqq0cywf27cfB/Qdw8uRJvHxh0moVDRmHp0/LWOCOL+NShkqS68MHD3Hw4EHh+fChwwVNgKbpZcnPH8AmmFH+HOvTpkxF86bNsGnjRkseyoigvG37Nsl34fz5AjJiRs5LmmRn+vigVUtXLF++XGSZnZ2NK1euythgP/Bv//79Mia54N64fh27du2S8ZiSnIzXr0xnG5xvwcHB6Na1m8idJuC1a9eC8ybbrFgoBmm/51jk/KFJ+PYt066F6SzXqWNHjB87TkCceadPm4YunTrj+LFjSE1Nxdo1a0Vez54+UyTlSsBPSkoWOe/Yth1nz561jF+OEfYDd07ERWNQ40ddjWlF3dsEcWOhC+cvYPrUaaBtOygwEP/6+z9EW1N5OLkXLlggBwmXL19Gn9694dy8hayuzHPx0kX079cfNapWw+m0NCm2cuVK1HVwRN8+fRATG4MAf390aNcerd1aYUVYmGyvSZMd27N7D2k0C3JgENg9BniIlr8hbj16dO2GqIhIGSBcHHp264YWTZth7py5aNmyJfr06SMLDMF44AAPTBo/ERyk3CHQjscOVkEJkPVs3rwZLZo2R7s2bREZESmDo3evnmjRpCkCFy9BZGQk/P39pWPdW7WWiUM65GHAgAFS95n0dLx4+RIB/gGo51gX40aPQUx0DBb5+aF1K3e0bd1GOpnlnmY/xfx58+FQs5bY5BhHAOYWzt3VDatWrsTS4KXo37ef7IjmL5iPqOhood2rew+4u7mBixYD28EByrxzZs/Bgf37McvbB/1690ZSsmk7KBnN/2U9zkLgkiWo+GdFtG/XXswcXHgZaDLz8vTEIr9F2Lptm2wxZ0ybDk40Bk5CT09PjBs3XgZ1yNIQ6TNleiNQU+7NmjSFj48P3F1bYUDf/jIW5s6egzoODkjckii0nj17hrDlyzF8yFCsWxuH4KAgtHZ3x/Jly6XvubujHPr07IWYqGgx79G+zfGpFijVh0IQkIVy0qRJmDB+vPR1THQ0mjVpghZNm1p2SpxQixYtwtgxY7Fl8xZp66ABA0WGio6iy0kaGxODEcOHC4+R4RFiX9+4caPInYv//HnzEBwYLABB2QQHBcsCxonfwLEemjduitDQUDHncDGYOnkyPEd6ihxm+cxE/759ccqs8RHoNidsxrChw7BixQpER0Whc8dOmDZ1mtB8n/8eO7ZvR78+fcWGS3CbPHkyRo4YifPnzgv7XMRo5x3l6YUN6zdg6dIQDPTwwA7zuQWVhDm+sxEWFoYN69Zj5LDhcp7DBUaCAcQp54ULFgp98pWwcZPw4+hQR5Qa5mc/8TyIbV8TtwZhoaEyBhI2xRcwmxHQaIZt17o1HGvVNp0H7duH27dvi8Lk6uyCAX37YeyYMWjWtCmCgoIQGxMr8l6+bJlgB+c3TZask7JatiwEzs2aw2f6DGnzlKpBBQsAACAASURBVClT4NyihQCyUgjPnT2L0aNGY/y4cdLfHD+U79l0004g7WSqtMkE4s/koNNnhjcaOTXEnDlzEBERgbFjxwrdBfPmC9Cz3Xfv3RNzDmltTkhAdGSU8Bq6PNSyqPKM0c3NTcpzsTcGjjE1zozxRd0XDeIXLmLKxEm4c+s2Xr18hT59euPPChUs2zVqnATcV69eiUZBm1SDevUFzFh5zuscAZJf/v0fJJu3ONRMGzdsBDdXVwEBTgw2+veff8GAfv3EnPDq5UtwglSq8KdMGtIiIBAMfH19ZVJzEFALaNKoMaiJ5ubkYK6vL37/9TesWhUuOwCummLTGumJRg0a4txZkybNDuUiQoDkysigBMjrjRs3ZIGo41BHJhsnwrGjx+BY2wGuLVtKfeSb2l3NmjXhO2uWrLjUuAgIjg4Osr19n5+Po0ePok5tBzFLkS5Xdi5GVStXka09VUd6dHBBdKpbD4sX+Qs/Dx7ch0f/AXCoUUuAWLSHpCQ4NXASICfQMo590KBuPQEzaioPHzwAgb1927a4fcu02+Ai1rlDB/Tq0eMTLYBlqDk2cWqIMaNGCzhQttw5jBg2XECZmhrD5k3xaFTfSXYEbOvEiRPR0KkhUsymI05ygj4nILW915THQj9UqVQZS4OCZdxw209bKkGgXh1HAQ7SplbUuFFjASsupNztjBs3DtOmTZOFmAdnTvXqY87MWcg1e/1wK8/xtmxpSIH+Iz1q+1xwuBCeSE4R/rl7oU28RbPmFhCnCYjP3G1xs8+FuGuXrhg6ZKjsgKSg+T/a+l1dWopCQx5ZBxfnjh06gkoMTUod23VA0rHjUoI7qTWrV+Plq1eyq+jcoSO6d+kmiwtlzB0FFQXu6hgIwi4tXCyKEmVFBWfK5CkiA45Dgih540EmgadD23YCkhznDNz1ubm6Yfy48cI/F0maO2Kjo2WM3rlzVw53qXBduHgRK0LD0LNbd1ww7zIpBy5K3CEwqHlBfpeFLEOL5i2k7zhuqAUvDlgsAEeQZmAbWL9afLlIclx17dxF5ruiSbr37t6VNJfmLWQMckxRrlQeOnXogHat22DXzl04ceqkzEOOrVFeXuCCzx3gqJGeojhynHPHQkCnfT4keKm0necPxKeaNWqCYEracWvWokP7DsIneYmPjxd+uctlIGawn8aPGSv1cJ5PnzYdxIKI8Aip9+atW3IeyHGekpQkdFknsYj9TdmwLTTdydjabjrop2Y+cOBAWbDYBgYlX17VvSQU878iQZzgyJWd4MNAm23tmrVkpZJt6pEjWDDfBOJMD1m6VLZWLKcCtbNKf/xp2b5ypW3t5i6n2irPmbTTqOdQB1OnTFVRot061qyNeXPm4M3btyLAin9UEK2RW8YDhw7KQP31519EG2HBoCVL4FS/AYynyDQ/1KldB+PGjrPQppCp9VeuWEkGJBOMAuQAGTJoMPr07mMpc+fmLbRt1Rq9e/aSbRETrl65IiDBvOw0BpoVGjs1tOw8Lpw7L7sDauQqcEtIbXzCuPGW7Ra9NTiYlyxeLNm4aI4dNRpdOnaWwcRIys4EBF0t2jC3mzxN546HGsnefXtRs3oN8RJRbaLGxsOvWtVryGJEWgYFS7aQzRo3wcQJEy3mJ2oN1D4GewyUAx0eFoUEBcv5CDVBanDNmzXDkIGDLFta0uUkqVWtumhTfCZINGvSzLLrYBzD/r370bxJU2xcvwE8DJ48YSKaN20qYMf0/PcmkHj23KQN8eylTq3aFoBknqtXrqJj+w7SJ48fZwld9R/Nam7OLYWuiuOiN3fOHAG1EyknRIZeI0aicQMnxCckIDklGQkJCWjdqpX0mXEcU1HhLowLOcGMZx67d+0SQOQEpxmKyggXJoILF1n2B4GDgaDbo3sP9O7VC48ems4BaMq6deuW9C8XQC50TRo3QXh4uChGYctD0bB+A8tuhf3JccbzBILs6phY4Yc7DBUIXGNHj4G7WysxN3FXyrkVHRElPG/fsV0UCqf69UUB4CGozL1Jk0VRYjvf5r21jEtF9/rVa+jTq7fwrxYMar/R0TGy+2bbqb0vXLhAZBC2bLmYfigjj379ZddFswiDGpfURidNnCgLI/tLhavXrolCN3H8BAsfLEPFhnIisB49chS9unXHwH4DcOf2bVBhIoi3b9fOsislPe52Wjq7iBmNsnn+/IXMI44FKnMEeWrrcXFxUj0XTu52jJo4Qbxtm7aWHTdlHxAQAM4ZemLdvnVbtG4uuByTKrC9zZs3l3ND9htxh7wrrFD5eGX7lFyM8UXdFw3iFy5i0qSPIE6C3E7++p+fRSOgHY1bbTLGQJMLtWXj4A9aEogKv/9h0d4JYNSOuI1RgZoSJ8f06dNVlBxO1KpWA7Nn+Qp9vwULUfnPiuKyyEHOLSlNGlwkuKIz0ExC4KHWroLShHmKrgIH38qwFcJX+MpVKtpypfZAMwC3cyqwc1q5usnWlZOTge10buEseVUct48NGzhZQPzM6XTRnIMDgyzbSdowO7Zrj0kTJiLfvG09dfKkgBqBgoGLJAGmW+cucs842tE5SGlmUtsx8sXB07tXbxmgBMW6DnXE5KMGBdu7cP58WbS2JGwW+vxPHUzSztqsUWOMHz/eooHx/KBubQcxw0SsChftMGjxEiz2D8CplBNy9kHPo1neM/H2jencgZM4bu1aVK9cVRZb1rs8ZJlsh2kXVYELCA/FqblwC3/3zl0M9hgkWuX16+azAvNZB8sQtCZOmCDge/H8BUUGdMvs3LEj2rq3wQ0rWzLt0dzxKXkqOtw1UTMliPP8gaYIjpnFixeLKY8HjwsWLJCDOqO29OTxEzFLUSY8J4oIDwe39TSPcTw+ePhA+oRKDc2HlStWxJDBg3HWvPujpt6jWzf07tlT/JDJD90BaYOlFrd06VLMnDlTPCNE48t+Ip4mzZs0w+FDhyxtVjcEhNBly6SNtE2rQIAdN3aszMOtWxNBkwIXFnqtkGeaHDiXYmNj8fjxE9l5eU+fjmqVq8jfmDFjZFdBemr88J6KU4e2bTF+9Fg8NduCuSOiuZHaJkGc4MQFvn4dR/j6zATHTejy5bIbowmSAMxA3hkIquxX7m4oBxUuZ1xG3959MHnSJMsiyDT6anO8sE9ppuKOc/DAgbhz57bQJIjTdq12QizDnTbz9e/TV8pzR0HT49KgIFmMp06ZAvdW7hbvGnsgznl30rzjpKXAb8ECkTHPUGh27tm9OwYPHCTvIKh2EMRpCho7erTs2lR8SV6LBHFuLSdNnCSHCapirkK0HxKYp0yahKCgwI8gviRQOpS2UhWWhYRIXh5CMfDghp1G4amQnJSMOjVry7ZFxfFArEa16gLi1A5opqhSsZJoP8zz7v07lVVWaw4MgrhTfacCfqInTqTAgTa32XMs+Qkuq1asRKXfK4g7FhOMAzbzUaaYMvr26WspQ5ME+eakV4BNEKf2PMjDwxLHQUvtKdWsWaSnnRawWrIk0DJ4qT1zUBg1DWp2BEWliT9/8QKew0fKoKTWwEBtrl3btujWrZsBxK+gfZu2oiUR+Ll9rlOzlgxQNVnevHkrg65apcoW+QlBszquQHzChAkWEKe9knTmzTO7PFokYZIVNXUu2JMnTEJujmnrzfpo+61etRpCw0KlX2jqYD5uJVVgtdTQCLLr49bJ5Bo0aJAsYhcvmHZx1KwYSJPuYwQH4wJNGuyTLh06olO79rIQKPq8UsGgqYVKgAo8iOI5gYuzM1JOpEi9NKtxV6QOlI0urO/4MpK5MM8tZs3wQaP6DeQAndHc4ahAjZsg9vL1K5xJPwNf31moVrmq7BIIrFyAu3fpit49esphLt10uYV3bekqW332Mc0v3OrT7ZILF7VELsg8OGZQ/cmxSpnzjKB+/frggacKrIv2Xi5UfMeDIM4dj1pE6VeuAucBX2DheOaixp1YpT8rYsTwEZYDZ+VUkZp6Cm1bt5adF/3SGQiIVOo4B7iDefv2jRwCNm3U+KM7nqrMzD95V3PtcVaW7JRoolTnMMx+xQzi5CfvrWknw0Vw0MCBcubEMcIFYMa0aQKc3KFSgSCwC4gbvFOuXb2GTu07iK2fJrqIiHC0cnWV8wW2fc+uXaIo8RyGIfXUKXGTFU38+XMxWU6bOhVt27aRQ3nmodJKpahZ46ZyuCvngT17om+v3uKwIYQAMYPy0JfnMmoOqzRelRyMcZ97/zc2XA1SW4Vv3riJGVOniU2c6WoQXbtm0qb/53//H/jOnGXZggcsChCNmltthnd5eZg+ZSr++O03sXMxjl4TtAP6eHtLHv535sxpNKxXH7N8fCxxaafShBYP/BjoWfDrTz9jsb/JZsw4ThxO1ls3THZtLhjc4hh3AlyJecjJLRIHLQPbTW2qdvUa4Ak3g2ob76mB0R5MJ38VuO0lgPJQ6K15YHFX0datFYYPHSpbUObl9pQ8nDNrnlzQOKGokapw//49dO7UCd7TZ6go2T1wMLMNDNRyaG6hvVKBJD16unXpIlvap2abGrdy3Tt1hkf//niblyc23YZOTsI/gYLh9asceI3guYCT5dDZOIC4wNIMNWXSZMnP/wi6zZs2R3ep/+OLIzxXSE1LFZs1QYkTm4seA00gtOlTrgcPHpA4nm2IjdywsDOBHiM8BOchMvuFGmylPypgc7zJtso8BCTx7MnMxKqVq0RTNHpB8LCcgMEJp2QklQJiluGOjwscPUQYXjx/IUBFP2ACLRUSantGM5Oql/wRKFQgj5Hh4ahWparwouKplVEJ4USmPZiLmwrcfXEs8MUiLji08/br3UdMJVxYx44eK2YbpfTwMJuKAg/PGLirommKB2gqEECo4HBRoAZOG/Ds2bNVspgKevXqhW7du8miT621epWq2LRxkyVP9tNsJCcniamBGrRaYDkHxFvE1c2ym1XjhKYH7k5ll2lWUJg/JJiLdBPsMNt9qcRQnlFRkZb66KrHMyWCLYOimfUoE+NHj5E20xNJBe5UqdXSK0QFnj81bNBAlDnGcZEb4+kJj779oc5sCOI0Ix0yv6fAfDzHoBIRsGiR1M8Fqp17awumxcdvQttW7iJr5qf5hT73nAsE+ZzcXMyaOQtdOne2YBjjlixeIuOajgME6AnjxsliaXQt5q6B8uKun5hDZZRnguxvNTeVLNRVtbe417/lmSe5sYAi9iT7iby00rC+iYnsJyaPBJWX2+1//s/fMaB/f2GQ8dQYaGphB+zYuROb4jfJKvi//p//V7QGupzRA6BihT/FBMCBSC2Aq/nf//u/0b17d9GOGBcVGYn//j//JR4mXEFp4uCbdtz2cfvJN0W5BaVJhYd5pEUt+T///LeYEggAbAsnH7eO9es1EE8YujDSrdHN2QW+M2eK9sR8qt3ULrgwUOurX6++CJ0aFidopYoV0aQxD1IvCABs374NFf/4A87Nm4s3AM8OePjyn3/9S3ymOfBXr16Nn3/6j2gwXFDYto0bN6BihQqysLBDaRqh9kX7/qCBg6QtdMVr6eyM2jVryuEoy+3fuw81q1dH/Xr1RHMhCPHAj5OG/HIAMi4oMEj4pDcD6XN7Tm2JZxaUh7G97Dd6VdDmR5AnSPKZYEGPAB4uU7OjFwRtr3yrVL0RR2DgBCHIcNdGrxT60/LAmYBJOnTp48ti9CLidpgTn5PX328RfvnpP2IeY19xEnNxJyjTi4egQFNZ/KZ46SNqVAMHDBA/4IOHDgkPPPBjGbp+MVAhUf1Iea0MDUP1ylUwfMgwcZ+jDZn88vCbbaGsaG6jpkrAp6srXQNpbli3br1MOiFs/o9jh6aseo71QHs1PTwI1CvDwsRUwAV8yOAhAhy08U6dPEU8Yx4/eSzbaZrHateoAXpoEThpfqxZtbpst9leAugfv/2Onj16gl4U9+7dF08KauNLlwbL4Td9+XkYS5daHqzOnOEth+3r1q8XGdIs1MrNTcYdgYILCA8/+YIT5xTd/ugRxvc47ty9K31MbxYulnSzpCmGfFj7+xOEaIqr71hXDik3btiITRs2omunzvjpn//GvLnzBFjpAkwQpFJAXgm+iwMC5KyIi6Jx7HFecRxw5zZr5kyknU7Dg/sP5JyKixOVJoIiwY/eNh3at5dzGM4p/rm6uMiiyhfH6DFFEOdOgofX9Pem/zzf4Bw6aIgsshwTflJfVekb2rMnT5oolgKavrgbWBcXJzt3jmPupmmapamSPHJckhdaE4YNHoo/fvlVvKg4V7jod+7QCaO8RsnhKJ/pSUcPKmUn57mSU716ckZALJQxa97qcF4YZWMcd4XdF2pOYQfzkI5uT7RtURM1BoIBT7G5jSIDDDytJnDwoI+duv/Afhw9ekTs5qtjY0ULZH7fWb7iEkWgovDpN0sXNIIywYCr7IYNG8RGyDiCE8Ot27elHN8E5Q6BrlPki41nB9DkQq2EoE3NSPFFYOaEo60zIjJS7J/r4+IsB4ZC3PwfO4kn9DwQmj9/Pvbu3Sv8cNGgZwwPNDjYufoyH22stLfzBQOeqhP4GMdTaoIdfcln+syUAcbDSx6a0othFsstXiyHT9RQOCg5kOlKSL9h2tNYP/+4gGQ/zhZfYJoD+EowtTHysG/vPnF98l/kL4DE3QkHVXxCvPjwh4evEp7ph2zv2w/5+e/lYI4DkLZTdaZA+tzy8+01HkBx8p84+fElJsqV3jF+C/0EmGhaW7t6LagAMLC9S5YsEder6Oho2SERDLjYUbPmLo4HzJfML5Gx77nzoscHD7R5CEcTkQo3b96Qs5DAIALnClnMT6edxgeDiYB5FZCzL6nN0j+bnip8IYXjil4DXKzYFxwj1J69p03D2FFjMHvmLGxJSCg4NszbVdLly1wcR15eXrIAcbxzsWaglwRNHBwPfGuXdmD6eKtwOjVVwGPGjBlSJ/s9LDRMdk1cePlmMzVnmtno288zCy58XHzp/zxyxAjhm142KhAYacLiuOTiQHlTO+QCxUCe6Tgwx9cXo0Z5yQ6YpgOaMhj4ngO1Z34iguc5HLeqPda7dPY3xxtfhOEukQsh53NAwGKwf1U5LsjsR77By90m5yPfCVH8yI35P8qHSgDdQNnfN67fEK8dmj/pDMB5SyWHCxJfgadCQS2ZCgTfJ6HJhfK5c/eO2NV5VsZ5xfMCnm+wP65eNZ2zsEqazShj7rR5QE0g50JCkwnNUlREyA8XWC7wnGfEIB6Ic9dIeXOh4nkI5yI/KcL3QziOTqWmyvznrps88QzC2P88w+H4oossx6YxsLwat8b4ou4LBXEKjZ32IT8ffF1YnbLbI2rscJoj1MGbyk9aBH6h+eGDdAoHGic14xlYJ++t4+idYgw8ZOJLKEaeSJflGUhX0TSWo+B4uMJFwjoo/ilM0uKVf0YeKWTyxnTFI+NUGdapeGIe+aPmazb9qHK8Mihaqt2kxXvWqfIyjs8qD12pGMd0YxxtuYwjLyoQhNleIxAyjeVtBcqHniKkawwvX74SeXNxsBWo4VCbNr5UwTooD0XL2CeKb9KiJ4Sxr1iOE4Xjh221FZhGD488q3FhKy/jyDd3cnTlVMHIG+P4ohFpkrY9+aiy5CpLeHhoaZ8l7cMHoZGZlSn9y3gjPb4sQ8VFjQGmczzSU0XlZX9RS1WBZjJu33kAmZlZUINTeUiDfWAEB2O9HBfkid9XMY4Rluc4pMyp2XO+MxjLqjrUlX1JTdLYBo57NfalPEz9SFObGgP2aNLsSv7pkmyZV/n50l9q7FvqzsmRxfddnmmMsgz7l3Uo+uxb8se+JD3rwBcEaVlQL0UxD91eX9Mzx7xTVXNazTPSVmOGdan62GbVPtZDrCKo2xpHHDesS/Gp+OKzdZxKK+paKIgXVdj29Cqq1LdNLw88lpZEbLVdxVkPGntgaYs3RYNpvLc1+JTXi63ynxtnrM9WWVW/dZsUf7bKqDjh304bVB4jHVWXMa2o+y8po2ga28Rda7cuXUXDNwLTl9IvrJx1mvWz4s/u1cbiq2ioq92yNhKKGgM2ihSIKqx8YWkFiBT1YIfQl7S3qKqM6cUGcTv8CS0Lk4VksuQx1279rJiyF6/Si7yaeeDFFpDYYtFSp41ES1oxJrriTZVRVxXPq604Y3px7r+IhlEudlZ9G80vlB3qa1LGPGFt8aXibMzpj7QNFRtuP6Yb7hQ9RhnvDVls3hrpGssx3pgmhT+JsJHHqv4CNAttrE32iozkzpamoOHDhlleUmEh1musu0hC5gxfWs4W/eLU/7X1meayjY6x6gdb/DGuSB4NpC3j2h4xc7w9ml/b1iKq/SS5+CBuY2AKs5+Q/DTCXmONOW3lsRVnKWMQuooTfqwAxUY2U4datafQulQFVtdCyxgqLjSfFU27j3Y+6lQY7QJpnOwGuCqQxkrN/BrjDU2wy5Yk2ChrIGnKYgYbI31F1DpOOFX9Y6BtnU/qUPkUMTtX1RZbNIxFmF5UHpW/sHysT/2p/IVdjfVa0+Uzt+e0zxq/q6LKqKuFvlRsavEntCyZLF1uiDHdmkqa7+3I17pOeTZTsq5TVWAvnumFpanyhV2LU95WHhVXoM3Sd8aYgjWrMopv5jTGFcxterKVbivOVtmi4ooN4kUR0ulaAloCJS+BkproJc+ZplhWJKBBvKz0hOZDS8CGBBSI86rubWTTUT+wBDSI/8Cdr5uuJaAlUP4loEG8/PehboGWgJbADywBDeI/cOfrppdtCWjzSdnun7LCnQbxstITmg8tAS0BLYEvkIAG8S8Qmi6iJaAloCVQViSgQbys9ITm47tKQHl/WF/5KQMVx9ewizJxFJX+XRupK/9LSkCD+F+yW3WjSlsC9sDaXnxp86Pp/7gS0CD+4/a9brlBAvwWCT8exU/n3rh5E5cuX5avafK79OqPafxwlfoAmaG4vtUS+G4S0CD+3USvKy5LEuCX6PijI+7u7vL7mvyRYf6uIr9Xzl8U4udP+Y1vfsKUP8htCvZfzS5LbdO8/LUloEH8r92/unXFlADNINTAPTw88I//+m/4evvIt7H5fWx+f5o/p7dh/Qb5IWN+BtlW4EJg/YlXW/l0nJZASUpAg3hJSlPTKvcSuJRxCe3atEH9OnXlV2GMDeJ3rfnLTNbfZidw89dn+Csy2iZulJi+/xYS0CD+LaSs6yjzElDgyyt/6aVmtepo17oNrly+IryrdGNDCN78ZaDt27fLz4jxF5j4M4LGH0ow5tf3WgKlIQEN4qUhVU3zm0vAFsh+LhOKBn9RZ2lwMH7+90/gzwA+e/5MSKl0RZe/8nLo4CH06dVbQH/y5MliV+dnY3XQEvhWEtAg/q0kresp0xKwPqLMysySHy/mDznzR37583PWgaB+88ZNjBg6DH179ZbfgeVPchl/osy6jH7WEihpCWgQL2mJanp2JWCtydrN+BkJJUXTCOKK5rVr19C5Yye0b9fO8gPAKk2xyDz9evXGTG8ffaiphKKv31QCGsS/qbh1ZcWRAIHSGixLs5w92levXYOvry82bNhg085Nm/iePXvQvk1bxETHCIh/Cd/26tfxWgLFkYAG8eJISef5aglYg1thz0yzTi+Mgc/Nb4+WsU66FAb4+2Pd+vV2NWweYIYuD4VbS1ekJKfYI6vjtQRKVQIaxEtVvJp4eZTAgwcPEBgYiOCgYPAHihkUwL97/w4vX77Eu3fv8PTZU0yZPBn9+/bD5YzL4k+uPVPKY4+Xb541iJfv/isX3BPY+Mp6+pkz8gp7RkYGLmdk4NKlS/Kcnp4OxvHw8NWrV7hy5Yq88n7j+nXk5uTabCNNGfQCUa/EZ2ZmWoDWZoEiIhVIv36dg7i4ONGwbR1m0gZOl0L6it+4fgPdOndBv959xCvl+PHj+lCzCDnr5JKXgAbxkpeppmglgctXrsDLaxS8p83A1i2JWLRoEVxdWmLalCnYsX2HmC0GDBggv+ae/eQJNm3chE4dO6KxUyMkbkm0omZ6vH//PkYMHwGnBk6YO2eOLAL8/klhQQG1ymP9TJfBtWvWoEeXblgesgw7duwQcCYP/ItbG4fpU6chIjxCSDx88BDeU6djkMdAyUsNnYF0rWmrOvVVS6CkJaBBvKQlqukVkADBjJr2nDlzcP7cOeS/f4+NGzeicsXKWLJ4CfABuHn9BvwWLBANl4Uf3n+I/v364X//f/8LHgMGIPtpttBUwEiw3r17Nxxq1UalPypg6+YtBeos7oOix/w0j/CQslHDhvj7f/1f/PrTf/DTP/6Fn/7+T9P1H//E//yf/0K1KlWxaeNGEz8Anj97hocPHyHvbZ4ljjekrf4kQf+nJVBKEtAgXkqC1WRNEiCQPc56LCYSpSlv37Yddes4IixshWR6n5+P27dvW9z4+Bak3/yF6NypM5ycnLBj+3bJp0A3KytLvmEysL8HmjRshL27d38ibgWg9q7WBaiFp6SkICoiErHRMYiOiER0JP+izPdRkpYQnyC2b+vyfDa6Kap0xbN61lctgZKWgAbxkpaoplekBGiaoBYduny5zbyZmY8QEBCA5cuXw92tFTxHjLR8r4Qv0vAbJSzr5+eHBvUbWDR4RYzASZs5Fw1bf0wzgqsCelX+c66qrJHe55TXebUEvlYCGsS/VoK6/GdLYGtiIurUdhCQtlX40cNH8F/kj71798Jn5kw41XdCclKSZH369ClWhq3Azh07ERkRgXp1HC2auqJFTX7Htu2IjYrGmtWrzX9r5BobE4uETfFy0Kry66uWQHmWgAbx8tx75YR3ay21SBB/9AgLFy5EcnIyjh49hnp16mL2rFmiXZ86eVK+6Z1xKQMR4eGo6+CAHdt2iCRUPfRaWbNmDRYvXixugnQV5F9QcBCWBC5B+KpVchCqxEd7OL+XQm+Uwv7oOcO/169eI+d1DnJe82ouk1OwLD1yqPHroCVQ2hLQIF7aEv7B6StgNYqhuCCeRdV74wAAIABJREFUlJQkXwkcOmQI3FxaIvVUKuLWrBVNmmC7IjQMdR3qYOd2E4gb6yjuPc0tNM+MHjUKQwYPxogRI8XrhZ4vI4ePwIhhw+VZ7vms/oYNl/SC8cMl/9BBQ8Tjhv7mOmgJlLYENIiXtoQ1/U8kkJiYCIfatRG6zLZNnJq034KFOH7sGPhDxfTbptlk1EgvhCxdiqvXrgrNsOWhAuJ0UzSGJ1lPwIWCroDRUVHmv2jEREXLQeXG9RtAf28Ggvj+/fsxePBg9O7ZE/379Ue/vn3lBR6+xMNnufLe/Ne3b1/07dPXnLdfgfyM79WzJ+bMni2fpWUdxoXMeG/kWd9rCXypBDSIf6nkdLkvlgD9r+s51sWKFSbvFGtCWY8fy8FmyokTksQXhbp364bffvlVgFkdVq4IC0ODevWwZ4/JO0UB5N3bd7DIbxG8PL0wbsxY09/YcRg/ZizGjh4DX5+ZotVb16uftQTKowQ0iJfHXiunPBN8+Rp7eHg4KvxeAbN8ZuL58+eiDasmMc+pk6fgMcADsTEx8uEpeqTQU6WNe2ukpaZJVroZ+s6ahUp//onY2FjJp0Cc17d5eRJH2/THv7dyT3fCb2WvVjyp9umrlkBJS0CDeElLVNOzKwECNl/SmeHtjX59+2HSxInyRiS/wa0Cf3F+5YoVGDxwkIB0WpoJtG/duoXDRw7j5auXAsT79u0Df4ShX79+cgh69uzZrwZmW4BrK07x+jnXkqLzOXXqvD+GBDSI/xj9/N1aaQQvatnZ2dnyzRO5ZmbC+CMKfFnmzdu3EpeVmQl+D8X69yxJj1o0NXqmkw61cnqNMBjrU/e8Wv99N4HoirUESlgCGsRLWKCa3KcSUGD6aUrBGFtvPBbM8fVP9nixF29do1oMrOP1s5bA95KABvHvJfkftN7igmVR4rGm87nPxaFvpGm8L6qsTtcS+JYS0CD+LaWt6yrTElBAra7WzPKAlLZ32uP5nRXa+HXQEvjeEtAg/r17QNdfLiTAV/mjo6IRHByMlStXyse55sydIz8QYasB9hYCW3l1nJbA10hAg/jXSE+X/ctJwBb48tA0JHipeMzwF3x4mOrj7YMZM2aA33JhYDljWeP9X05IukFlSgIaxMtUd2hmyoIEjADM+4MHD6JN69byzRXFH4Gcf0Z/c2M5lU9ftQRKWwIaxEtbwpp+uZZAbm4u5s+fD9eWLXHu3FmbbVHgra42M+lILYFSkoAG8VISrCb715DAs2dPMdprFDp16Ai+cMRAsOYhJ9/81EFL4HtLQIP49+4BXX+ZlsDT7KfytcJ2bdri3p27wuutmzflo1n6K4Vluut+GOY0iP8wXa0b+jkSUKYRfmd8kZ8f6jvWxfKQEBw4cACrVqxE4pYteGH+YeTPoavzagmUtAQ0iJe0RDW9v5wEbty4gYXz5otGvnDBQhw8sF9+ROIv11DdoHIpAQ3i5bLbNNPfWgL87suDBw/lRyq+dd26Pi2BwiSgQbww6eg0LQEtAS2BMi4BDeJlvIM0e99fAurDXLST858OWgJlSQIaxMtSb2heyrQEBMQ/fIDG8TLdTT8ccxrEf7gu1w3+Ugkoj5UvLa/LaQmUhgQ0iJeGVDVNLQEtAS2BbyQBDeLfSNC6Gi0BLQEtgdKQgAbx0pCqpqkloCWgJfCNJKBB/BsJWlejJaAloCVQGhLQIF4aUtU0tQS0BLQEvpEENIh/I0HrarQEtAS0BEpDAhrES0OqmqaWgJaAlsA3koAG8W8k6G9VjfZl/laSNtVjT96WF4O+LTu6th9QAhrEv6LT7U3gryCpi5aiBCz9VQJvzltolSK/pUm6vPNfmrIpb7Q1iH9hj+lJ8IWCK+fF2O/qr7w2RY/d8tpztvm2CeJFdXJR6bar0rFaAt9XAkbw/dHH8I/e/u87Eku2dpsgXlgVuvMLk873T1P9Q4tBCVgNvn+DSpADJZuvJVlSdOzxQfr2/uyVKW68Ne/Wz8Wlo/OVHQkUC8Tz8/PBPxWsn1X8j3Ll50j5I7l5eXnfrcnWky//w8f+IVMaxD/tGv648aOHj+QHj7OzsyXD58rJKHfj/ae1ld8YvfiXr76zC+IE6mvXrmH37t04fvw4Tp44icOHDuPQoUM4efIkkpKSJO1yxuXy1eIS4JY/kBsSvBSbNm0SjakESH4RCYLI7Vu3ce7cuU9+LoyQridjQbHeuXMHgUsC0b1rN6xdvear5EPZP3n8GOfPn0dWVpalorIO7E+ePMHp06eRmpoqc5rzODkpSeZ46qlUPHz0yNIW65uy3jZrfn+UZ7sgTq3Ff9Ei9O/bH9u2bsXWxES0dW8DF2cXJCYmYseOHRg8cBB8fWZ+Iquv6uxiIo/KJnXxG8+fGT6/BFHRVCo9PR2NGzWCp6cn+LNd9sIndVhFFEdOVkUsVbEswXumz0xsTtiM3NxcSbOb31yS6bbyFIcXkrCXz168heEi6jfms8WfMd3YAFt5reMUb69zchAbE4M6tWojYJF/AZKFPVjTU3kfPnyI8JWrsDQ4GLy3FVTdn6TZI/pJxoIRdukVzGZ5Yn7L9PjwAWlpaejRvQdqVKuO1q3c0bVzZ3Tu2Anubq3QpFFjaYtxTLP8ixcvZOdpIapvypQE7II4QWHVihXYvWu3MPw0Oxsd27VHSxcXqK3o0aNHERQYVKYaZGTGOOCN98Y8X3L/6vUr2YkQRIsVvnDCFkb76dOnmDlzJnx8fPDq9WtT1lKopwAPZvr2ft2mJGVcoN7PfBA27cji8MFDcHF2RuDiJUX/Sk8xfgCCO9EJ48YjKjoa7969+0xO7WenLAuTZ3HShIbVwktADlkagsoVK2HIoEHYv28/jhw+gl07d8F3lq8obszDQHPhgQMHsG7dOsuct8+xTvleErAL4lyNuf18ae7QzMxMdO/SFW3cW+NhpknrINDff3BfVupjR49h+7Zt2L1rFx7cuy/tIQ2aZPbu3Ytr16/h4aOHosGvi1uHa1euSJ7r168jPiFeTBO3bt2SOJpy7t29i4MHDuLC+QsgYB05cgSrY2ORdCwJb9+8KSAvbmf37duH7du3Y8+ePeCvk1sH46Dn4Dxz5gy2b9uOnTt2IiU5Ga8VEJoL8plmo23btgnPV65ckUmlzExHjx0F41QgfT6T3s4dO8TslP3kiUpG/ocPYosVPrdtQ9Lx4wXqfPXqFZKTkkWGnFDpZ9ILtbmfPHkK/fv1lzKWSgCheerUKezYvl0m5tWrVyWZmHaHMj14UDR4yowTNG5dHLizoEzu3bsvMtmwbj0uXLggPLOwUXaqLm67aVpjnx8+fBjPnj1TSaDGezotDTu27xB5XM7IsJypsJ6LFy+a5LRzp2ztWRf74uzZs9Iv5PGxWXYEFNIi2Ny9c0fqYN8w7uiRI3j08KH0N3cjm+M3W/Iobf0d67twQerbs3s3FvsHoHHDRggMDLK0i+P06pUrIi/23eEjh/E467GlPezz27dvi7zY3qTjSXj58qWk82xkdUwsxowejbt370ocwZxzh+OQ7TUGypK73Dt374gJIyUlRfrs7t172LVjJw4dOIgXz00gqsq9fPlCNGiORc6DZ0+fqqRiXVmn+mOBJ0+yMWP6DLi5tBS5KiLPnz9HxuXLyHmdI6DN+tq2aQMPDw9RWqi82RoLqry+fh8J2AVxa3YyH2WiS8dOaOXqVmDrmJWVCZ8ZMzB1yhTs27MXc3xnY8igwTIpCPJRkVGoX7cuBg8ahDWrV2Px4sXo3KkT2rVug8iISERGRGDevHlo16Yt+vTuI0DHgbJr5064u7pJnatWrsKy5csxdMgQNKzvJDSU+eDShYsYMXw4pkyegv3792NxQAB69ugpE8K6DXzOycnFqpUr0ad3b6xdswZbE7di6KDB8Jnhjcdm22ZWZhbmz5uPcWPHYcuWLZgzezbat2uHnTt3yqSMjIyEU4MGmDXTZEr68CFfwL5Pr95YFhKCvbv3iHbmNdITV6+YQJT2ximTJ2PNmjVS7yCPgQJy5In1zpszF0MGDxHTFeXUt09f0ZisFxfmJ0isWb1G5Hz/vmnBZDwXjeDAIIwbMxaJW7ZgaWAwBg7wwNEjR2Xybdu6DS2dXdClc2dERUUhKCgI/fr2hVtLVyxZsgSxsbFY5OeHXj16olPHjkhOTibZT0JGxmX4+s7CihUrkLh5C4YNGSpARrAjEIQuC8XY0WNEdstDlmFQfw/s27NPwIEL+ID+/aXf18etQ88ePeDm6oZZPjOxZ/ce4Z39zoWIISMjA16enmjYwAmJWxIl7vatW5g2bRqaNm6CubNny+LuO2sWWrm6yji7dfu25CMvkeHhGDZ0mMicAD100BBUq1RFZMtMBHAuIB79ByBoSaCA/eSJkzDaazQuXbwkdLiY+3h7IyYmRuoaMXwEtm7dKmn8j0DMMZ98PEni7t2/LzxThpcvf3pmRLt03Nq1aNO6DUaNGiVyXhu3Fl6eXjLmd+/cZaHNxSN0eSiWL18OjrvOnTtjkd+iT85ALAWKeXPx4iV07dIVLi2cP+lnHpJfvHRRxnCtmrXg5eWF+Ph4UOHSoexJoEgQVysvQbxrp85iO6P2w0AthKBJQEtOSRGgoIbbyKkhpk+bLtoXTQ5NnBrCzdkFGRcvyQq/JSEBv/38C/r17QdOOA7q6MgoVK5UWQYqaVOT6dWjByr9+acAJPNcv3oNHgM8UKliJTmMIW9jRo1Gk4YNRVMhiJA3Apebi6ssCKSl2sB7ThCHWrUxd+5cmQhv897KdrF2zVpiPiKN8JUr4VSvvgW0z587Z5rkgUEy6flMMBw9ajRJ4uKF8/I8eOBgOeQiMBw5eBDNGzfB1EmTQVMU6+vatQvu3r+HvLy3WL9+vewcqKnRrupYqzbWrl0riwSBe+GChahbx1FARSox/Mcyy5aGSNvVoRrbyPLUMuM3bcK7vHe4dOkSunTuIjKjpkxNsWe37qhXpy4OHTwkcj+wb7/U4+rqitNnTkscZVS/bj3M9vW11KpkyMWT4N2+bTvRhikvLnSbNm4EdxNcKFo0bYbYmFhpy82bt9C3V2/079MP+/buQ5tW7gL6r169xPMXzzFj2nTUdaiDI4cPS/mgwEA0b9IUNNUxUBNfErAYNapWQ1xcnMTl5ORIn1WvXAUTxo6VdlEOLFujenVJoyGYZznNmzbD8mXLRNvleF0XF4cG9eojOChYaKWnn0XbNm3lfOfB/QeyQB7YfwCuLi1FMaCte8GCBTIWCWK5b3KRkLBZ+k4IALKz4fkQFwkGKgHeM2Zg4MCBll2hkh/TuQhTm2/l1gpDhg5B4tZEAU0u8E0bNQYXOgYuygvnL8Bor1G4efOmKE80n/n5+YmsJFMx/zPWr4rs3bMXjRo0xECPgQUOZ5nO3S8Vi47tO+DYsWOyOHMHoUPZk0CRIK5YViDe2q2VuGkx/sH9+3Io0qJZM+loapvUajgQO3boIEXv37sPN1dXTJo0SZGSLXOdWg6YPnWaJY5lHes4io2XkdwyUrvp1LETHhlOzLds3oKf/vVv0aYJ9ATbkcOGI89gj4yKiESF337H5s2bLfR5w0k808cHVSpVlm28SuTkdHV2gUfffrh37x4G9B+Atq3bFJgo3D6/fGHaQtPUw8OgieMnCAkelv35RwVs3LBRkZQJSA2/WZOmMsmp9TrUri0aL8GVk4T80MPBo19/0YgeP/64hT969Bgcaztg+rRpnxwqEcSpcY/28gLNXAxcKMaNHYu6deqIFs7FlOcZ1LaaN28uZi22gdp+7x498fiJqS6au9q1aSMa+ctXr4QW5UGQ5s7nfb7p4FaBACdyVGQkHB3qYKa3D86mnxUAILByoRVQrlMHG9ZvEDMNzUf9evcRrZlgysWBWjcDTTxhy8NQv46jLCqMi42OFm2UwMHAtkaER8BRaK6XuPx87tR2CU3aa1WgiapZ02YIWbpU5Dp50mQ4t2ghixnzsL4D+/ejRbPmCA4yneWsjl2NmjVqYk3sakVGxpvn8OFibjh18iSCg4NlN+m/yE9MQU+ys2VRoImMgRr78KHDsXGjqf8pq5zcHBk/XOSsA9O5q2vWuAnGjhkjAP3+/TssC1kmcle7EO5GuUNdv87UbtZGuvwjDdKmiYNmm5s3bgodgr383biBO7fvFBjDysRk4hpispwxfToWLlhQwBxGfrkojh83HkMGDhbFyLoN+rnsSOCrQPz6tWtwad5CtNDI8AhER0UhdNlyzJ87T7QzNpN27pbOzgJGqtmcGNR8fbx9VBRSUk7AobYDpk2dKnEEBGo3HgMGFDhUoe2dhzIB/v44f+G8aJFzZ88p4CUSExWNX3/+GaFhYRb6vCFIjR49WrRV49aQJg9u4Tu2bQfyxm3wgH79xXZZgID5gW591FAmTpgoMfROYHtoG1aBk4BmHoeatXA67bQsDtzWV69aDU71G8DXd7aAReajR+jauQtoiiEQqkCbOzXx4UOGfpyI5tlHYKN2OsrTE5lmExAXNO5A6jvWxdKgYMRGxyAsLEwm6OrVq0Wj5cIxZOAgAVXKl4H2aZ5zcIejFimaALjVp8mHuwrrcP/ePcyYMhUONWqigWNd0PxA2zu1Vi6o5GFxwGLhYUVoGPwW+oFgmXrqlJhSuIjwrIPg5zliJPr06iWAwnqiIiLQqqWrKAV85qJBzd/BwUF2L4x7/z7fpCw0biJnKYzjYeuJlBTxnuLB3a2bt0Qe3bp0kV2dlMvPF1MXF1aCOEGQwMn+2LtnD7NIYDtGeY0SjZ3nFDRp0KRTs1p1NGrghNm+syVO5b9y+TJGeXkhbm2cwkmVZPOam5MDf/9FshByB8rAcUDZDR40WAD19avXYsLp0L69ZRGyJkYlgJ5iQ4cOhecIT3iONP2RV4497oZPnTSZpawZe/7sORLi48WsZVSSaEqhXKgE9O7ZC/N854D86lB2JVAoiCvti+wrm7hRE79544ZsnXt0647cnFzRDt69N53QvzdrINQKBMTN4ExatDGaQNzbIhnaFen6Rc2TgVtJ2tG5Dae2qgI1qaoVK2FFWBiuXL6Ceo6OmDZlagHPAIL477/+KjZMVY5X8jh50kQBR9paVbh29SrcW7qiW+cuuHDuPLp06iyeOK/Nmqlg54cP4sbHQU4Q72AA8RVhKwSceXCmAg/GCNo8Dzibni5lqTXR7jt82DD89suvWDBvvkzevr37oFOHjnj5yqTpkwYP7QjiY7xGFwB3puW9y8PS4KUCHEoTp22cQNy8WTNcu3pN2FDeEpyU7EvWTxDngqG0fh76sU9pE1ZeCfS4IIhzEbUGcS4gtDXz8I22du5GqlaqDJP9/4qYeGgOIUgLr4aDPZaliaNn126YO8sX4avC4e/vL6Yw5iWP3EVxQU1KOm4pTwWBsqAJioHt2cEdH0HcsPsREG/hLPbuO7dvY7DHQDHf8NCSgWNy/759aN7UBOKsjx5Y9RzrFrBxC4h7eonL3YkTJ5D75o3Iiwf0I4YNQ5WKleQ8hOOJgSbDwYMHW0xfxnkjGaz+y8rMFDpUBLgTYuCBfdeOnRC4ZInsfu7euYshg4bIOREXaAbSpTmL4M3AvqGfOncACQkJBf74DgO1fXXYKgXM/7H8kUOHRdbcTatAE9yVq1dw9do16afWbm7guQUDZa5D2ZTA31Tn2Bp4attF1p9kPTZ7p7hbtvAEWmp/tDFfvWw6wGNeat+HDx2SFt+/exfurq0s4MzItNQ01BPTyUcQ5xaS22rv6TOk3NPsp6IJcjvJl2sYyGtYaCiqV6kqNlRqE+3cW6NDu/aylWce8jx3zhxUr1pVDpykoPk/ll8VFoaKv1coYGqh9t2gjqPYr1+8eCk2yBpVqiLtVKqlOCcbX3Z6nZsDAqbRnMLJXbVqVSxcuFAmGguJSaJde3Tr0k22t5xUSvunWaN///6yaNy/e08Ohh1rOQjYqwrjN24UzY8Hg6qPVBrBOTo6WrQtJRtq8b6+vqhSuTL2mN1CmZ9alng0PHsmID1i6FBw0VCaeMalDHRo2xaDPDzwwuxxQa2a7qR0QVMgzvHBP+4weMhFf2MGgsrUyVNkN0atPiQ4GDWrVMVW8yEk87AMXxjj4sId1NQpU2V3cvPWLbw1gDzNExHh4WjasBH27d8v9Gln91uwELWq1xC7OyMpD76ERrMI5arCyRMn4NrSFdT+6VU1Z+Ys1KhSDdu2mg5EWW5zQoIcktLkwrB7N+3/dTF/7lxLW+llRMWkV49euJhxEYnbtiIjw3TImf00WxZhpvPtTwa+ODN0yFCLHZ+L1aWLF+XA0NbBNLVc7hBoVmLeD/n5cibUsX17MYWxfpqpBg8eIi8m0auIgYsRzVOU5+cE49zmPZWo6dOny1kMTVAHDxwAXS/j1qzFvLlzxSuMO2qegXF3yXFLBUCHsimBvyltzRZ7BER2OjuQGjBt3dSWDxw8KDZdTgq6kdWsXgMD+g6QzieALJi/QICEA5Tb1Jo1aqBnr16yBaUWsHH9Bvz+8y+i/T3JfiKaxYb16+Wwk2DCbf+z58/FfvvHb78jJjoa9+7ek61wty5dxcuDk5uBHgPcHoeGhorWwclN4Pee4S12S+t20QREEOvdqzfSUlNlYtCO29a9NVKSUyQ7vVwaOzWUQ8Cdu3aK2yLtonR9y8nNBQ+EuAPgRKQNnYBIzxO+PEEXRy5iQUuC0NKlpWhHb96+EYDlxCFoppxIES2dWihBkG/MdWjTVrRaTmAucgTQPn36WLRq1Q72B//IIw+Gjb7qSclJcG7hLO3nNpsumjStcJvPhYPmDHpwODdvIcBDUwU1U9qp6UpGMwr7jEBB7bRt69YygdUiwnp5QBoSEiJmKbpBpp8+I14M9O6hdk43wbat3OVMgW5/hw4elBdIeOh69eo1TJow0XSOMXwExo8dh5HDR4hpgx4nDBwv5IdubQQQeoH079tPxsuSxUtkV0LlgYeYPAjnATDHC3cR4atWoVrVqpgyabLYcek62sq1lciDpgN6T40ZNUZ2QRPGTUD2k2zxDGL/8wyAL7DRvkyZ8UyEh7Vc2GgzZp5z588hKTlZ3AkD/APE1EPTDj2BaH5RizQXefZf82bNRVNWfccrF8W4devE7LN16zZJev70mSgvdAgIWrxEDj1psuJOrXEDJ4QtDxXeufvcu2/vJzszNSasr8Z+Y0VMpzsp31j9+//9b/z5+x/y98evv6HCr7/hn//zd9mFnkk7LfOnWbPmYsqiKyl3XzqUTQn8jR1bWOBA4PaKYEkNly8E8BSdYMNATYr+2XTHmzhxoqzkBHba0TjhN2zYIIeV1FKpjXHCMW7GjBlyyHfh4gU8fWaOmz4DwUsCxU7LssOGDUNdx7qyKNAli3ZMuixmGcwr1EBZn9/ChYiOiZbtKA8aOUFVUG1UV/JOUKY7YMSqCBAcuBNgOv+4sBFApk2dJm2iSxefuQARLDi56SWg2sQy3CJTi6QLJbVkTnJOOIIiA191DggIkMWGLpN0I1SmEE5s1h8QsBirVq0SUxFdypSPt2qH8cot/5gxY7Fs2TK8Mb+tSb55IDh96lSMGzcOvrNny2ErZUE57dq1S+y5PLOgWYcmFS567NNF/otEc2T/cBvuO3OWvPjB17LV9l3Jh2DPcwDKLzw8XPqEJiaGd+/fi22a3hkcE3Q55eFj1uMsvMp5LV4rPbp0w/ixYzFvzhw51HWoWVvs6gQKLjYcX8OHD5fxxsNZetLQhky3SC6aNNHRTu7t7Y2VK1fKWKTZgC54/397Z+FV1dY2+vcvufeOce/3fW+c9niO3Ymd2CgqiBJ2YWGLgC02YqNiYicqJnZ3d4txzOeO37OZ6yy2m82mzDXHgLX27PnMOZ+eazIv6LnxIAL2+/bvU86/Z4+eCltOHjNHcOLnzrhUasCSOcPNkjpwNUS6MucRsGlwXJ85YX4gSJQh3Ll9V0aOGKl1GpsGTA8SCS6oIHR7YI6oG/gZKer58xeycsVKiYzsqxKiUWsh/Y2NG6PGz4kTJ+r8mLmw1+nrO/BgPulXv8hIiezbV4kqz759+giGYCQb+o/rKLaOlJTVumd9bcPJ9+kh4FUnTnfYuHBsbG4WKZwjCNYgDtNlNh8bCfGdMgQWLAuSMnDO/BHHEz0joibI3sTRDmm08+DBQwnt2Em5TbgjEB5Ix3hLmL6Z9ukTG8s9j0l3f7IZqJP+ehJ5yU88SAPx1T4mxkofSae/JkDwyEudnjgX8po+Mmb3QH2UvXf/noU43fOY36ge4JhxP0N1Zbgu0l++eKHI4/adO5bXDoQCwy6nO0lnXugDbTIW/kj7O+6V+tSTbpC3aZsnc0pfGS/z5h5IB0nxZwjZ1q3blONNWpRkqS6YA84Y1K1T19KjMxYQCfW/ee0igtgBgB/zxh9zQBuMiSfMBCoUMw4kJhM4vEI/WCMEYEFdRqdNHG2ydrKbOzM3SF1mPMzxsuRkdSfE48ge3mT20x7Hu9lP7B+zpoinTubE1G3KAVvWDO16Z7dMieyfjJH6gBftmD904Xh3MfdmHZn+5IdoZN8TJ6UgIZAjEi/IxnJTF14X7QLbSqvmLdTIaS9rX/z2eF/f81M+vxvJ1z6SL6d+ssH2cFJ23TqLaHgq4ykuN/3wJS9teGuHNLhN7CforE0AiXNQB7XKndsu7takfYon85nTnHpKZzyoT1BbuSPwwuq3p36YtrzBPjd5TF5PT1/a8FTOiStcCPiExLNMnttK4qdb1Mc99pLBSvrwdz0gJ/S7LVu00JOdHEjxxhH41IfMXmUZy8c9/bsT7mlWR10J73FqM6ootzRyEEUe9wCnY5VzT8xE3B+X8pDRFgVnaTgoW3S+X73186PKfeg0khrqDvzw4WA58MIBHg5CYRfwFnyo3ltxj2n5rRO482cP1GnqNU97en7emQ/7nNjfPdXrLd29Lk/lvcXlt7y3up203EHKHAImAAAgAElEQVTAJySeuyrznxtRGd0dOlyOsHOCDkPntxDcF7/7RjO/zTOnMWf3Maqcyn2udFQQGGXxXecwFoZgoxv+XH3Kb7vuc+X+O7f157d8bttz8n/dEPgikXh2IC1ozia7dgo6PrtNmV18Qbf/OetjjObP1358D3DxBovcwstbXflJs0sV+anHKVu4EPhikTgL2agePG1qT3GFC6rc157XzZiXcnkpk5sRZVc/8d6CPd3UYZ5mft3L28u4p/HbvcXPiWxy6qun/mcXZ+CiY3RTnWRXpjDjPydcC3Nc31rdXwwSL8jN8K1NkjMeBwIOBBwIZAeBLwaJZ9dBJ/7bg4BDsL+9OXVG9Pkg4CDxzwf7765lB3l/d1PuDPgTQMBB4p8AyE4TH0PAG0InzVu6e23uOnL3dOd33iDg6MTzBrdPXcpB4p8a4k57DgQcCDgQKEAIOEi8AIH5JVTFcXI+nsRRbfOdkctXXJcG8GEuvnHCdXDux7vd+54bTti9rPPbgYADgU8HAQeJfzpYf5KW+MY7H59q0by5XlrB9V5cmjFq5Cg9Gdm7Z2/9/rr5uJaDrD/JtDiNOBAoNAg4SLzQQPt5Kua0K59p/T//63+LX9XqwkUVXErBN6/5kiIXQ/fr1++jy3HpLX7bHCO3I3b7++cZkdOqAwEHAt4g4CBxb9D5itLsyPbJk6fKbf/y40/CpRLuAS4c1Yr9eyt8/Y/b7fk+ub0u97LObwcCDgS+LAg4SPzLmo8C6w2f7+UCDW5Bsm7ZsblxGATO50e5/o4PUTVt2lS//c0nWx1EXmBT4VTkQKBQIeAg8UIFb+FWnh2iNfG7du7UG3q4xuzokaPaGZNmesY3rNetXavf+S5evLjExcXJ9u3bczR8mvLO04GAA4HPC4F8I3F3pFAQwymMOnPq15fkE1tQ4+daOG6q+fHfP0iH9kFy+5brrlI7LODEudG9YYOGemUc13fh1WI4dXveT/XO+D3BwFPcp+qT044DgS8VAl6ReH4Rm6+bLqd8OaUXBHB1rDl8zMlbO9n10cSbp70O4jzF2/Pk9x2Xw6GDh8jvdrWKW6XpB9L1Zh2uWivIkJ+x5adsQY7BqcuBwJcOgRyReGENwCAw8yysdtzr9Yoc8oHE3dvx9bfX/vhaiZd8XKaxdMkSdTfktnlPYdHCRVKzup/eI0q6e59y+u2pTsq4l7Pns6fZ3+15nHcHAg4EcoaAVySec/GPcyCGc4+fL4dJctroH9eevxjT3veCNEDgXMobFxOrN9kDPfexM1dciuzfsJFcvXLFArB7PivBQx0mzVsZk8f+NPnN057mvDsQcCDgGwSyReJsLPSliOMvXrouBOYdP2T+MIiBJOwbkMtcudF+/fr1krJ6tZw4ftzjJbqeukY9XEbLnYsgFnt4+/adXsiLGxzB3qY9X17eqYtxceGvtyvgTN3kN38mzjwhXPTd9A+fa/393uUW8p5LernWTT7oxbT29kxZU1d+nxBT5gJVStrOXVmqo3/0iza5Ob5du3bSo3sPhQFwMATYjIPC9vcsleXwg3LeyuaUnkP1TrIDge8eAtkicSDDtVlr16yRCRMmyJT4KYqc4exWr14t8fHxen2a2aC3bt2SYUOHypjYOElNTZWRI0ZK/br1ZMvmzT4BGYS3fNlyadWipezb47pvkbqJT9uVpjffz5s7T28z96lCHzOBSBcuWCABrQLk0MFDOZYy43XP+PDBQ+V6jx49qkZBCFpaWprCaHfabrl+/brcvXdPb1PnrsnU7aly8uRJrYY68dvmqjKQal6Ce79OnTqlJzQ57OMeIJY7duyQc+fPy+60NKlZo4ZERUVJauoOof8Qb08BWHGcnyvWCPyGmD9+8kRvUHcvA9HFSMracCfM5OXWddLIYwg0xIeb7rl5/nMaV93H4vx2IPClQsArEmezbli/QYr8+pt6L6Snp+thkP379+uFt/379be4tkkTJ0ndOnXk3JmzOlYQ1YjhI2Tt2rU+jR3EsXhRkjRr0lR27XJxjiCmk8dPyKABA6V3z16q112/br1HhOBTIx4ygVwSZydKk0b+kn7ggOZwR4j2YvY08/48I0Omxk+RqEGDhIM0ILb4KfHSu3dvWbJ4iYSFhkr3bt31TsmU1SkSMzpGevXoKSBaE+CAp02bJsOHDZdbN2+ZaJ+fpi8UoA9w1v0i+8mO1B3KkUMI4cjTdu3S+y2HDh0q165dU6TdJqC1dO3SRXXiIHhPAYTN3ZgzZszQW95BwBwOgpgPHhwlBzJhZ8qCmCG6kydNUgZg2dJkuXf/nklWYpaUlCSsmylTpgh6eRA6If3gQW0HTxknOBBwIOAdAl6ROEXPnz8v5UuXkS7h4Vlu9oazBCG9fPVS1SCBAW2kbes28vK5S+Xx/sN7wcWNze4eUF/Aab3+63WWpFcvX8qdW7cttcaH9x9k7549krp9u6pZjh09qm3C5RLg1ODUDccGokHVY35nqVxE07Td11nbffn8hdy5fcdq15SDOwS5ehqDycNz546d0r59e0WW/Ab5tGrZSg/O8HtMXJw0rFdfTp08KWfOnFVkPydxjlbhUrToq/Ddk149e8msmbNcEXn4T3/hqv/7v/5bfv35FynxZzH58/eiUqzoH1Ls96JStMjv8sO//yNdO3eRjOfPlQiD9M+ePavzZTVp6xgEgmP7ERERsnLFCoU5yB5i26N7d/nlh59k8aJFVlH6MGzIUIE47Nm9WzZt2CjNmzaTCeMn6Nww/+PGjpNmTZvL5o2bFH6BrdtoGdYEnP306dNl4MCByqVTMX2wEyqrMefFgcB3DgFF4t42x/lz56Rc6TISERomb9+8UXC9ffdOHtx/IA8fPZKnz54qt12pfAVpULuurFq5StasXSvJy5Jl/IQJyn0aGIMUOUgyf948WThvvsyYPkORA0gXMZ1Tg3B6cIgmnDl9WpYuWSrLkpNV7bF96zYVvd+9fy+7d++WyZMnqxoDrnb+/PkydNgwmTt3rhhETz0ZGc81z4J587Tt2bNmKQdKu3B/8+cvkNkJs1XlQf6XL1/IztRUIT/c4qxZs+TA/v2ekciHDzJxwgTp2bOnPH78WLsN4mrepJnsSdutv+ckJkpQ+yAd1660NJk4YaKgfiG8BznpmyhCpe9dunRRIkc0RAlpaOuWLR8RvcxiWR6oY0CAo0dHS2xMjIweFS0xo6L1yXv0KOJjZevWrcI8Zhe0T5kdQ1oZP26cREZGWqoUUw5Ov2qlyrIkabGJki2bt0jlipVkauaRf5D24EGDVb0GsTh86JDU9Kshw0eM0DIQYmBYvUpV2b93n8Zx4rRb126yfPnybImy1aDz4kDgO4aAhcSzQ+TnQOJly0mHoGDV6aJiuXjhgiQvTVbdJYh586bNUq1yFalft65s3LRRtm/fJkmLkqRcmbISHBSk4KX+hQsXSrOmzWTp4iWSvv+AhAR3kDq1a8v5c+cVafXp1Ut+/eln2b3LhfzQGXfqEKLeE0cOH5G5iXOkUf0GesKQ+jZs2CBlS5eR2jVqantr1rg+7lTktyIyY8ZMvVH39V9/ScLMWdKyeQtZuXyFIuN2bQLFv1FjAVFAPMI6hiq3CvIl0L/afjVk1oyZSmQ6R3SW1q0CshAXs2aePX0m/SIjJTY21kI2SAyBrVtL8tKl8uH9exkTEyuhnTpJevoBGRMTo/poyhvds0HixG3auFEC27TRj1Xx+8L5C1Kjup80rN9A+6rtZrpCepozjJLGMKl5ffhHPZ7qMnF3796Vrl27SuKcOR/lg6hWqVRZiR1NMaZpU6fpSdHNW7Zo6xCBuXPm6noAJkuXLpVSxUtKcnKy1bs1KSlSvkxZhTmRz54+Fb7AOHhQlEp6JqPpk/ntPB0IfO8QsNQp2W0O1CkVypeXWtVrSGJCosxLnCvDhw6V0NBQC6lkPMuQgJatJCgoSL0uACqcekCLlhLUrr3C+NKlS1KtSlXp2b2HvHvr4gA5KThi6DC5cO685oEwIPpjbINLHjpkqJQqUcLSt6JuqFe7trRq0UJVAY8fPZKmjRpLnZq15Mpll0EQXWztmrWkVcuW8jzjuZw+dUq5wv79+gnqGQIGPD7PaoyIiQkJUrpESW2XdHTkEBS+IUKYOH68IGkcTE/X3/Z/6K/hGKdOmWJFP33yRGZOnyH9+kaqjzZjXjh/gUoBxAMLkDVGX/prD1u3bJU2rVtbqhlUE9OnTZPZsxLk+Yvnrqwf8u4tYm8LaNjnnXf7n8nLVxA7hoTIunXrNMpehv5WqVhZiSiJcN1DhwxRws8hIgKcdkpKiiJxbAcg+ZLFSmQxeqOaqVShotpRKIMKa+b06aqrN/OglTn/HAg4EMgCAQuJZ4m1/Th37ryUL1tWApq3kGNHj8mZM2dk29ZtKv7iDkhgk4E0g9q3t7gm0tCJBgcFa55VK1bKLz/9rNw4EejMQQZwymxy3hGdSxQrrmqI+w8eKPeMKmfevHmyYsUKSUhIkLq166i+Gd027bZo2kwiwsItrhYuNDwsXBo3aqREBs4Pw+ySJUu0HxAH2oI75J0wb+5c5eh3ZxpUkTauXb+myHbn9lQJ7RCikgbSgHtA9RMRFiHxk+OzJKFawUsH5IXXC98xGRs3VlJ3pCqi4uuCcKcgPJC6CXt275H27dqp+oc4+qp6f2+qj0x3UPTUL1+4bBS8mz+kJU3LfJp34r39gUjfvX8nB9IPSHBwsBIe00/zVCReqZIsTkrSKCSTyD59FSGfOvm34ZZ8qFgmjB8v48aNk9IlS6m9w9SDYbR6teoyaOBAjXrz9q1+MiAiPMJSLZm8ztOBgAOBvyHgAxI/pwguIjzcQnqIzHDFIAMCLmGoK+xIHBEcFQRqGML8ufPU0GZEaJCTPfB7WfIyKVWsuOzdvUf106gQ0JOuXLFSNm3apLp2jKm4wZGfr+/hzRLWKdRyUQOJdw7vLE38m6iLZMLs2fJ7kSKWbt4gbnvbqGkgFkgABNQh48aOlQnjxgvEJ2rgIKnp56e6XHs53q9fuy6dwyPUS8M9jd8gYAjOmDFj1EWTsQCrq5evKPJGUklMTNTxkB/vEYyk2A58DcwH7oy4dY6JiVNdOHrvuJgYVfNw2Ic/V1xmvBUXY8Vb6bGxMjo6Wl1Ljx87LngltWvbVt0l3fuErr5SpUqWOgUdPt5EFcqVk6NHXEQPmG/csEEqli+v3zrne+cli5eQHampVnX4tFepXEUGDx6sccCNtRIWFmZJTFZm58WBgAMBCwI5InHUKei2QVRsLBNAonio3L51S41dqjoJCrKQ6b2796RNqwAJyUTiq1etlv/8819qIDN18ISbhvMFp69YtkxKFyuufuIgvuZNmkq1SlUsgyNonz5QhifGS3Ts4WFhlgeJC4lHSNMmTdSzBIMoH4AyRjbTNh4QzzKeKfKcO2eO6mPhgkFCEJ4GdespoWKcM6ZPF7/q1VU/bsqb5907d6VXjx4yafJk1cGbePOkP0gBuNrhd88zuH2Q/PXqlbx89UpVMSOGD7c8Y7AvtGndRm0G1AEC5A9ETV88BbxykhYtkjq160hTf3/xb+z6a9LYX/jzb9xYbQDE/x33dz7N34g8men+/tKgQQMJCAhQg+qRo0eVQG/cuPGj5kHiqFOMYZO+YKQsV66cpft//ea1LFq0SMqWKSML5s9Xd8IypUrrgTBTIcbbcmXLSjxwzFSn8PGu8PBwixNn/NnBwNTjPB0IfG8Q+IcnztQOBLxTUHHgAoaobsKdu3dl7JgxulERoZv7N5F2gYEWd47BsFnTptIusK0WuXjxolRV42c9uXrlqsahN1+2bJkcP3FCfycvWeIyMGZyxCA33OFAxAREezg2DhuhBoATb9ywkXQKCVFXR/KgJgnp0EE/rYqEcPr0aalQtry6uIFECeih8Z45c9bl06468WLFlZtFgqhdq5Y0btBQvU1ASpx6LI6aZ88eLa//MvEpyBiVCDr2N69d3jt/ZxI5cviwDB82TLl7EBDeJ61atZI7t2/LzRs3FaGjigFJE5A0OgR3UGMvv1HLLFm8WHXO6JuzCxA1+loQfxAe6uHJ+sDzp1OnToLh2D1waKlqpSraR5O2atUqqVihoiJu4pgrJBE/Pz+1b6D/xj6CfzgB2gQhrVKxknLsxDHWqVOnSrdu3eTpE9fhIs3s/HMg4EAgCwT+YZBHltjMHyA03AGL/fGnbrA5CbNlefIyNdbFRI9Wbjdtd5rqflF7cEIzddt2efzosWxYv16Rdt26dXXjghQwXLJ5u3fpqhwZemE4yAcPH6rnx6ABA/Rre/gTY9BDCkAlgx582tSpwlf2YmJi9FAKiGHtmrXqGcF3P/bu2at+zpxEBAn7VauuXOSL58+1LdrlwBAeMhghcVvEMApx6d2zpxQrWlTdFblkGDVK6RKlFDknL1kqfXr1lt+L/K76WmOItHOEuCfigglStgckBhAVboogRMLx48fVtzoxYbbMmzNXDXeobwiop+DUB/TvbxFD9OWcqAS2+LIT7G1rRCH/w76BP/isWQmWSg2i8SwjQ8dW7M8/FeHSf+IvXbyk0kzniAi9lBlCiscNunLm7d6De9KjRw9V0aCWU7tCeLiEdwpVt1WGA+yio6Nl5IgRlnRnxv6px1/I4HWqdyCQLwh4VaeASDHOceoSLoz7GUGcHMXn0AdH8O/cvaPucKtXp6j3wqH0g/Lo4UPVH8NVpqxZo++Gq9u//4D6gqPewJ8YVzICGxlxnW+uYAQzCAsPkkULF6ouFS6WgzRsYjg1TgxiOFy3dp3Gv/rrlXK+1IEnBQZF2jUcPGoRfKjRN3PKkkD9EBxc3IgHsT95/Fj184j2nFI8c/qMSgMQNG6LJ8CIG+UGnCrG1eXLllkcNXlQ93AQ6JbtO94QTVwngR9wBamD+AjcgYmnC/A1gdOfwB5vllcvPz44ZfLxBC72P09xuUknLwED58SJE6Vv7z6WagMkiwth1KAoaerfRCDAfDMHNRjcO1ILxAh448s/bOgwNYprhRCzY8dkyKAoJVrTp0/TA0qHDh40yXr4qHvXbrJ65Sqtz/TFyuC8OBBwIKAQ8IjEP8WGyUmN4z4/uc3vXt78NgjT/M7r047E6duGdev1JCaHgkwwCNP8tj9Js48Jjpsj6Am4EnpRm9jryOk9p3nMKd3UTz7u3sRVEi8hVFb88b0XuGykGQgdTzhtE1BfQZggvDAEBHubxCGFkAf1mwnYSBJmzVI1liHmwMpe1uR1ng4EvncIeETi7kBh8xiu06S5/zbx9qf7plPE52acM3nM05TX+n1oROs0hdyQhIl2z2Pi8/u0d4/TrPikowKyI2d7G+5jNGkQFr41A1eeHwSeXf2mnfw83797J7t3pcmU+Pgs33zJT52eyqJ241Tr9GnTlTCQh3EV5tg89cOJcyDwtUDAJyReUIOxI73s6vysmzWHDvpCDPKKcNzHnUNXsgNfocZ/+PBeVU2oeEx/zXjN094BE2fy2tPMu8ljfqNuwpjLATJPwT2/pzxOnAOB7wkC3pG4h5OBduTibXPmG4j2hnyoLLd9MfntzdjffWiy0LOYPua2IXTYcPbo6i9fuqR6egy2+Hvz7RJjZKVe9PZIAAcPHlT1SG7VTbmBWV7Hk9vxO/kdCHxPEPCOxL8nSHxDY0W/zCnXFs2a6yEfPiKGnzafxA1sE2jd8sOJypkzZsjCBQv108IhISGqnwYUIFyDdHODqL8hMDpDcSDwVUDAQeJfxTTl3Ek7wsW4uHrVKilVoqQM7Ndfja6HDx/WQzglipfQrz+C6Hv26ClxsXHy6OEj/ZhYkyZN1MMk59acHA4EHAh8KRBwkPiXMhP57IdB4lSDYRUXRk7ajho+Qq5fu6afneUYPj71fLYAH33/xo30AgnK4DLIFyvxDDHBXqeJc54OBBwIfFkQcJD4lzUfBdIbDt0MGjhID2mtXrFS68QPv2WLFnrgBrdAvjnDIabsPGkKpCNOJQ4EHAgUOgQcJF7oIP70DXDCkrtK+Tyw8c/m0FINPz9ZnLRYr6GrVqmyjB87zuocBk0Mou5I3eHGLRA5Lw4EvkgIOEj8i5yW/HVq3969UrO6nx4eoqZ3b9/KpEmTpF7duqoPx+hZpkQp1ZGTzklXVCz8Gc8VjJmOQTN/8+CUdiDwKSDgIPFPAeVP2AZ+1px25Nsx3E9KuHf3roSFhkntmjX1866zExOldq3a+qGww4cO66cFuIKOk5MEkDdfWneQuILD+edA4IuGgIPEv+jpyX3nOPHIN16GDx2m33mnBr5nMnbMWAkJDtY7UFGx8GXIDu2D9dvf3GtqvklDfkeFknu4OyUcCHwuCDhI/HNBvpDaRbfNAR73U5WcguT773zzhIDu+8a16/pNFPI7wYGAA4GvEwIOEv865y1fvXY47XyBzynsQOCLgoCDxL+o6SjcznjyPAGhO0i9cOHu1O5AoDAh4CDxwoSuU7cDAQcCDgQKGQIOEi9kAH+u6n3lrh1O/HPNkNOuA4GCgYCDxAsGjl9tLb4i+692gE7HHQh84xDwisRz2uA5pecXdoVdf37755R3IOALBPKzjimbn/I59a+w68+pfSc9/xDwisTzX71Tgy8QKMxN6kv7Tp4vEwK5WRfekLG3tJxGnps+5FSXk144EPCKxM0EmmfhdMFzrZ+jTc89+fJiHdh8eXOSXY/yM1eeynqKo23is0vLrm9O/LcBAa9I3AzRl8XhSx5Tn/PMHgK+wNGXPNm34KR8bgiY+TNP7Y+P3zjIUsaHgeQ2vw9Vurrrdleur+XynM9H+OS5/q+4YLZIvLAmPztY4cPMJcGcHszI8Hy/YnZlv5R4YPbq5Us97s73uXNz1Rll7TCnLHB49PCh8GnZvATq44Tmk8eP9d5K83GrvNTlSxkzBvP0pcyXmseMgWdBhuzq+/gq8o9bza7sxznzFuNpzO5tuv/OW0u5L8U6BjfcvXNHPyPB5yV8CWb26Lf7OQlT3ozb/M7vkzaztFvAa8i9f9kicTKCRC5fvqw3uHOLO+8XLlzQywM4xl2Q4dnzDL1VZkC//pK0KKkgq/5kdb1+81oOHDggo0aMkPHjxgmfhCXkZeFDBNavWydRAwbJ+rXrsixAX+vjY1jcszlh3HgZOWKkXDh/Ps/98QZEs2C95XHSXPuJu09hVgjcwMRve5yBE0jq7t271mcSIMCsJ757kx0yMmXdn4Yh4Bs6IEJPxBwkyWcZrl69qgTfvQ7K3Lx5U65cuaJMyqecc3DN5i2bZf78+bJg3nwZEzdGP+Tm6XMRipDdOg8s+bjbtq1bre8JkYW84LTt27frHLgVy/NPsz+BKXfXpqamypPHT/JcX04Fs0XidOTWrVuyZMkSad6suXTq2FFWr14tSxYvlsjISBk5cqRwd2NegqcF8OLlS72N5vffikivHj3zUm22ZTy1l21mW0Juy715+1b27dsndWvXkTq1auuCpzozqeaZJc7Wnv0VArp0yVIpU6qMjB4VLe/evrMn+/TO5gWJB7cPktIlS2nfKGjvh08V5ZApt3DKobovKhlCyHdoeOYlGFg/evxYli1bJnPnzFVkTJ2rVq6UqVOnyrRp0yQxMVEOph/Ui6xPnjopa9au0XtSQbwEEMLOHTtk1syZPu070y5luYqPvTts6FCJi43VfW0fy/0HD2T58uUyYfx4mTJlisycOVNOnjxprRNue1q7bq1MnDhRpmT299ChQ7kmJvY2fX3nG/dJSUkSHh4uGzdu1D01YcIEaR0QoMjXWz1mXT588ED6RUZKowYNFalSBvhcvnRZRo0cKU38/WXy5MlKNL3Vl9s0iF7Pbt2lRdNmcuLY8dwW9zl/9kg88yNJx4+fkKK/FZE2rQJUtM949kxSVq+W4n8Wk+CgYF3gpjUAY188Jj6npynDzew1qlWT3r16f1TEU92m3EeZcxGh9eYiP1m9lYFTYsHVr1tPuRqT3zRh7zOfe31vCV4fI9eTJ05Iw/oNJHZ0jLx/R27vQfvlJrrB9Y2OjpaKFSp6ROL2/niv3XsqG8ZsGk85c2onp3RPdfoS56rXW8+813L27Fn94iOIUIOtKuq2/cxSkX08cLHr1q2Tbl276vfc4aQ3btgoIR1CZM2aNSpxNWzQUPr1jZQdO3ZI4pxE6dgxRBkoO/GgDxPGT5CY6NGqUqDB7No3naEflFuxYoU0bthIavr5WRdlkwckmTA7QRm1VatWKcfavWtX6dK5i9y6dVMRdfLSZGnRvLksXLhQjh8/rrdDhQR3UIJj2rE/FS62dWiHhT2f+7unfHD+nUJCpH+//vLypUutiEQCQQMJ+xJevnghmzZukvnz5suNmze1CER0dUqKEtAVy1fItKnTZPOmTQoPX+r0lMe9/xkZz2Td2rWyaOFCVQO5l3HP757u6+9skbipADVKhXLlpXNEhMWNsCi7de0mv/z8s14kQF7EfyY4PT1dLl66aCGd12/eyPUbN1Qlk5HxXEW2c2fPWiIdohKXESDuQGmrVqwkffv0Mc0rwnz06JHmQTS5euWqfHjveemCsC5evKhtIEKxAPbs2aNtv3+XlZN9/ddrOXvmrPaXz7DaRTPKXr12TS5duiTPn79QZIwayWwod+CzEdjshw8f0k3aNrCtsCkRTU0AZtRx8MBBOXnipEAMTUDnTXlgx9VpiNkEqHeDevWVewJOJ06ckAP7D8i9uy41jSnPU2F05KhyGtevXbfgD0c/auQoqVShouzfv98qwhiBVfqBdOW6TH8YG3NJX2/fuS1/vX4tly5ekn179+l43EV58iP2Hzl8RODObt++nQWzPHv6TOs/mJ4uF85fENo1gVmEy2NczC39efP6jSa/ffdO7ty9q3PH3DC+w4eOyJHDh60vNKIfpf+su+cZLhWFqRspBE7oyKFDcuzIEbl7565JEtYhc3vj5g15hRrh2gnQ/p0AAB5tSURBVDU5sG+fXLTNMXPNho+JiZHAgNY6r3DT1MuYQYysWcbMOnv7Jiunbl8jqEuGDh4iY8eOVaTIfI8bO1a6dumqXDlqjC6dO8vkSZO07vXr18vkSZO1DavTmS+0BzHYunWb5iWa9QeM4NYJpm3zJI60MbFx0rhRQ4WpZhSRM2fOKIIGabNWCEmLFun36FNWp+jcduwQIkHt2lt7ZM3qFKnpV1OlArMnTH087e3a47O8f/h7mWBHQtXHGjl96oxkZKqb6DPErm7t2jJwwEC5eu2qcM2gqnjPnZf79+5nqZI9du3qVTl08KAcP3ZMLwAnA/C5cf2G4iH2PYF9ffLUKV1PJ44fVwaHMuw91jh7jD3w+NEj0TV84oQcPnjIuikL6mmw0OvXbxQvIUkdP3bcUp1AdJhb1hH7iADZR7UCDmDNX7l02Zo3zZCHfzkicS7PLVumrISHhVmIF93vkMFDpGiR33XzAtTo6GiZNmWKLF6UpKIL1I3AABDjAlu3lkULFui9jqGdQlUHdfzECRk8eLBMiZ8iLJioQYPk1x9/kgGR/bTsh/fvZcf2VBnQv7/MmjFTEhMSpXvXbrJl02ZrqGbBsLlQZXD5AXngKrjooEuXLtK6VStZvHCRhUAePnok06dNl6iBA2XFsmUSHx8vA/oPsJAchGvggAH6/e2khYt0g3Xr1k2RgtVw5guIeuKECaryoE02YrnSZaRxo8Zy7fo1zQUC5jadmNGjJXnxUhk1YqSMHTNGNwgcwby5c5UTQGzs16+firYUPHXipHL0nSM6K1cWGxcnIUHB0rN7D0WM5AEpbt+2TaIGRcnshASZnTBbevXsJVs3b9G2n794IaNGjZLKNiTOwuKmH+JRjw2OGizjxoxVSQt4rl+3Xjp06CCDhwxWwsqlyqEdO0mH4A6yc+dOa5OCcLdt3SYjho+QxITZMnnCROnVo4dyPWwEEOXE8RNk0oSJAhyHRg2RhQsW6KaiHewHw4YN077MnTtX+vbuI8uXLVNiCcymT5smrVsFaPrKFStl2JBh0rZNoIwYPly2bt2qdTFP7QIDZdrUqfI0kzD+9fKVbNmyRYkXOtSpk+O1bQgAxGHnzl3KlET27Svr1q6TxIQE6RLRWdq3baecE32HIVi+YoVUr1pNKpYvL5PjJ+vYITppO3cpvKdPn67zwl6YN2eutXl1TZodLqJIhXUJ102gjri4OF2niPogpu7duus+gJjz7XcIuj2YdQ6RHDBgoNo5XATvg3KQrBH2EPvAU3iekaESHSoF2iC8e/9e1q5dK9UqV5ExcXHW/t6ZukNq1aipHD9z1KBuPf3uPEiScPjQQWnUoIF07dxFHj/Ko20sEz53bt+RuXPmyJgxcUo8okdFy9QpU+Xuvbty+9YtGRs3RkqVLCVtAlrL3HnzZN78+TJ6dLSuA9aUCU+fPFU9+ejo0TInMVH3GHsConfk6BHp0a279O7ZS65dde1J4AhnPmniJFm4YKHEjh6t+xBiCOIG33RoHyTT4uMlZdVqTW/Xpq0SkwsXL5hmVSLChhcbE6vlhw0dJsOGDJVjR4/Kgf37pXPnztK/Xz+dY+YQphL7VHz8FEmYlSDYAFetXJUvCcAnJF6uTFkB8b7865VuYBYB6gI2GJwxOuxWLVvJ+fMXlPqNGDFCqlapIkePHZNnGRl6l+N//9//J/0j+ymAZ86YqRQwMDBQEQMcmBry1q6TYr8XFTYXAWCizwV4UFg4eP9GjSU8NNQatOEMeUI5A9u0lX/9zz9V10g/9+zeI62at5CSxUsoUKl35owZUq5MOVm0cJEuwtOnTgncc7OmzZRywvWNGDZM/vM//5QRw4bLjGnT9bYcw62bDQWiGTJ4sMICYvP48RPdfPXr1JV69epZxhIQODpyNhmLftWKlVKtalVdKFu2bpFmTZvKpg0bldvUhTVpkm6o06dPSU2/GnpD/a60NOXSF85fIKWKl5SIsHB5+vSZEoKQDh2kQ1Cwtnf65Glp2thfkRIIHA6AjQEnzoYkLE5KkurVqsnKlSu1zUkTJkmVipUkbdcuTT908JBKACVLltQFhnSwYvlyKV++vISHhVuSAtx5E/8mMjgqSjkduHEQIcj41s1bMmr4CGnerJkcPnRIHj54KPGT43U8GHogPizgpk2aKieNaNwppKPqOuGg4Z64uAJGISAgQCUQOCaQ9k8//KAbAw786BHXBq1csaLs3btX+4/E0aJZcxkdHaO3Gp08fkI3fUR4hHJSrJP2gYHyR5HfZU7iHOVGEbexZbRq2VLzwGHu379PGtWvL/Xq1JG03buVM04/cEBaNm+hcED9h/qM9cFNSqgb3AOc1/ZtqRLWKdTqH8gQlWTnsHDZnZYmqdu363wytxDy+fPnCVw/ewLu2Kxx6n7w8KFEjxolgwdFWfNAuQrlyumat3PGZp1SjnpiRseoXtggceYAHX3FsuWVCJt2Dh06LI0aNtR9DTPmV7WajBszxiIQcM3c4domIEDuIHnZuG/atLeridn8QyKZNXOWrv+UNWuU01+2NFka1q0nibMTlZBuWL9B6tSuI5F9I+XsubO6x5cuXaqEBzUjgTFD/P0b+6s+H1seagzWHnr8M2fOSpfwCN2DSN+srUkTJ0rLZi1ky+bNiohhpMBpixcvlpevXsnS5GS1I4E7dqSmCqpN2itTurTMmD5D3n94r+0uWrBQmjRurBexQBhWr1otzfybyMzp09UeFRISIg0bNtR+4yUGbmsbGKiXsJw7e07XfMeQkI/sZ9mAzGN0jkgcERgkXrtmLV3ILOLhw1wcUXr6ATXGFP3tdxk0cKAiBAYyN3GO/Puf/9JFRauIX2xGuB4mGKBjaf71518kJSXF6hgcSY2qf+vEEW3gbqFeiFZnz5zRDQSigIMl2BcM3BOEAq4TEd0EJhTEDtVlY8CNNKxfX/tr8ixYsEB++fEnWbl8uUYlLVoopYqXUN0bi9u+OUwZOP+ypcvI8GHDTZQ8evxIIlQnXlduXL+uC7NN69ZS26+GnD55SpHu7rTdUq1KVWnfrp1y6FUqV1FEgK7vwf37LvH83VvltkH+/fr0tTYQCKBHt25SvOgfcij9oG5kOLy9e/YqYjxx7Ji0btFSpQg4PjZqdKY6Bc6AgPpo5YoV2jcIEZw2MNu0aZOmP7j/QJEOelAD52fPMgQkCAeG+gQREt1s2dKldX4MAEDGZ06dlv1790n1qlWVmIDQb9+6rVx/iT/+lLiYWEVMW7dsVY5a1WAXLmrepk2ayIWLF7U6OGd0uOj0zTyvSUmRP4v+oZvTtAmBKV2ytCxZvESj8MYpXaKkwL0/ePBQdcCoC5grDHbAEKkPDhNVEYGNzW1INar7yelTLoP9jRvXlctv3rSZpUqYOmWKlChW3JKWKIvE0aSxvwS1b6/rizjTX56bNm6U8E6hekG1Niai9XEDU2xsrDI57BkQwMRJE2Xnzh3KVSKJQBhOnTxl1cd8gVAH9OunHD31sW5QSaLiMe2adszTExL/69Vfuu7KlykrS5IWm6xy6uRJRXBw2gvmz5cqlSvL9KlTLTUmkhzqFQjerUwdM+2yR1hzqv7KdGulv/zBGGU8z7DWMY1dvHBRiWuLZs0EqZxxbN2yRWr51VSJ+tXLV6p2aNakqXLkpoNwuRo3ZqxGcf0ge455QnVFYN3DfMAgsnYx6FLmzOkzygxibGzXJlARLet53RqXRAIDAq5JP3hQ6tevr0yccfFl32BXQLXz1+u/dOwwUEiHEA4CZVljaCfANUiNAS1byvlz53SvIiEizTIfZ0+fUULePrCt9ony2c2fVp7Nv3/kVMjoxNFVz541WykeOju4JQIW9p/+86N07dJFFxwqDJAaRpvNmSL98mXLpdgffwoX+BLYMFFRUcodHzp8SOP4B8ARX3v36mXFQRR27Nyhm4a6EfPQ0QEEAv03YwBofXr11sm6edMFVPLArZX4s5iKhFcvX1G9e7cuXeTlK5fumTxY73/64UdVcyCSzps7T8qWKaMIz7TD0x7gUiBOcLYmIAaGh4ZJ/Xr1VIRCHQUirlnNTxJmzlICN3HCROnUsZMaVeCK4KpLFSuuks2sGTOsBQEhqo9OPBPpmTYo/0eRIrJh/XqNun3njuzcsVPoDxxAvZq1tA8gYBazu06cRUnda9aulcVLFqt6hvndtm2b1seCZHHCIZiAuNq3T19dxKQ/evRYkW4tPz85f87lumjy8kRML1mipHLmcDnc+xk9YqSEhYaqREKe+w/uK3cKsp09O1Gt+AEtWloGq/379ikSnxo/RatGvbZi2XIpXbyEqo5MeyDxUiVKKWPw9s0b6dOnjxJgvHqQgqZOm6YqJlRVbHLg0j8yUhkCOGkC62n82HF696hhAC5fuaKSAd4LrEOYiiFRUVKtcuUshAukFti6jdSrXUcunneJ2mZNspYwaiJlHDjgIqJG08I+YB9B4PAigsNbnbJaPSXwpkAVwNjRp6P/J6Aymj51mhoXQXq+Bk9InLWBGqxC2XK6Lt9nGiNBkkhzPbp3F7je6lWqyqTxEywEjASCnQBnB4O8YHQYC8wQqgVUjHi78Dd+3HgZN26cSh8gdBMOHjyk3C/Ge1RTeOjgPtg5PEJVDaiLuAMWDhvbhJEUUDX5N26se5W6zpw9q1I0KitwgHuAScALBQYBOCNx1qlZy8Uxz5yp2gH2GPsQ1QprCMYRu9bkiZMsOw0cPWqdAQP6676C2CGxgK8gXu4B3Td4Di0FtgcCBAOJESkYlU1z/yYqRSMdEsy60R8+/suREwcJlS9bTjqHhqlBiIk3wKQNRN7//OvfEj95klJgjDwsaqix4V7ZZCBxREcCCwqOufiff8rBQwetrrI4EN2MdwrICX04eqXNmzcL4jSbAdVBtki8d29p6t/EoshUDkcHZ4au6srlK1KtUmXBAo/YZAIc/4//+UGNT2w8uCS4TIyVBE/ATV6yVIr8+qvAtZtw7/49tR80yETiiIBwk4jgTNTNGzcVPkwmyBSVB9wgm6l1y1ZS5NffVGUAokHNU69uPdWl210M0TMX/+NPRbogF6QgjGTop48dPSZhHTvpHwYZ5gvxG04bdQrjQJ3Tvl17VSvBNaDPrV2jpsKYcYBUOnUIkQ7BwfLuvUvHyoJUJN64sSI07Apw5lUqVtZ+mvHr88MH3bAQJvTFEFSMhzevXVf1A31ifaAXZj7hQI8dOy4D+w9QGMDFEPbv268GNCQoAgZtGALmEqJgwvLkZVKqRElFIBgYUe9VKl9BuTrgg5EaZMNGY/y0DRKHcyOdgGEXJF6ndm3BxY9AP9i0zfybKpcL0mUN+VWpqpKPZhLR+US1WK9OXblkNmNmIu1t3rRZJRu7YdmU5Um97CPsGaiIQGLYVthnlEU3m7Zzpxah72PGjlUbjifEYa/X/g4ii41xqVPY0wTW+ZqUNSr94rb39p3LOLtr5y6VvEcOH+FCZvXq67iNTvzYkaOq4gPpPXrkutqPcUIgsW0g+WG4RZ/NHwZV/lavXGXZDWgfwx7whuFDyqY8cwVnbYz7GDtB4hAGg3coB2HFrkQ4c/aM/kYSMi6ZmsCakQ9KtGFkUP2BxHft3Cm1/GpIt85dlAGhXbQAGDOZC8Lu3btVYp8wbpz8lRmHKob1gEqPNUxd7HMkFiQNewAeEBRF4i1QNZ9TSYNxqP0iJUUOHz6sThwwpWg8CJTLbfCJE0fc6hIWLsbDw94Qrj6oIYYMjrLaJh1kDmAIq1asUCSelrZbf4PcMSb+87/+RxYumG+VYyIrl6+gXAaRWKZ/+eknGT9+vOZBzA9u117atW2bBYmbCljUUMVaNWvKxUsuMZk0uEI4ZoxqABYqjqh018bJzJkzR3756WdVM1AGPSPjhgAQ7GPWCBHZvm27FP31N9UB4yNOQEcYFBSsOmU4k/v37ikC96taPYu3CpsRP3sMdEggBOK6desq5cuVk2Mnjgs6M9RY6JwNQQTx9+reXXXYUHf0qSB0EDsB4oD7F4QOQsDGQx1RqWJF3TQsUoyjIO07d13c3dLFS6RapSqKMKgDsRxDJhcrm42jnHjvPkog4QARGzFoFvnlN0HFYQLwBUlwsALungX78uXfxPImXgLXrytBqVypshqbgB1zh468eZOmqp6gPjYw44+fNFmrZw5QA5UuVUo5NdMmEkiZUqVU9CcuLiZGShYrrq57Jg9IgX7RDtwgGxG9OWMlwBRg3EX/jRhOQDXUpmUr5dhMPiSd0iVKqQ+/ZhJRURk1Ey63lqHPthd37dqlklHaLhcTY19LIFLUcniuMJ9Xr15TSRPOlCpYY6x31AyE+/fvCTanocOGWid5nz57qmvowaNHWsbWtOmi5kWlgCoR6doEvCSwyfTt29eqLzk5WWr41VAuHAQX3L69RISGybNMbpN9iXSJRAgyIzAm+7hM/d6erO+WLVpo+3ZPLqQjCChrj/2HjhlOGUmMgISCLcUgcQh0cHCwqsLg3E0gnjln7mKjR2sZJN9TJ0+If6NGKk2g8jQBaedKZrvMSeOGDdWl03i0MD9IH6ji2FcwJm3atJEG9etb6ltgQLswbIxj6JAhLk787Fk99FOtajWXkfj1a10rkX36SFDbdpY0m1sY0vd/GOpqBmKeVEYa3FuR34ooNbx27aq6UtkbwnULTgFxFhEBVx7EFcQQKBV1TImPl//881+q5zOUDvesqpWrKLKDQwd4GDl++Ne/pGNwB6XEiDQlihdXSg0A0SWhs0RHhw7Q3g/6DdICKD//+KOqX0B4ABOrNEYOCAsB/R6cGsgLDoVFDUeIjo9Fy4Zn0YD4N63foAjLIDPKm3bR9YaGdFRVCG5ZV65clbVr1mjdIE3EcvJymAM9Lvox+oNrExZ0kB8qIrxVWMRQ8zGxsdK2TRs15KK/Q3eOHg7EgusVEgm/Y6Kjte/ADm8YkC7jSN2eKjVr1FS1FNztvfv31ZjyR9GiWhaY9OnZS8qWLKVqjYsXL6kR95cfflRkCTyANfpDiJ1BXlj12wW2lRrVqls6WlQ4zCHcSfr+A4p84bbwSWZzIG3BNS+YO09we8QQiggJJ4WUUbdOXd2guAmyaZBWkH62bNmqHBEnVsuULK02GNYNhAODV5HffpOxY8fp2gKJsG6wryC6M0/YHCCaGJAQvdFZc5gFFRkECOYiLCxMasN1Zx5qQepDH4rUyTqjHjjC8E5hahRGf//s2VPdDyB/uC+M7RAFjKMgNfyB7e6vBpmiSyX/8kyPLbN+WEusNxga+kc8awAkgQqF9ZqQkKCqSsOpkR+f6RkzZihhpw2YFOwui5KS1PvGvkZ5B26sO7yaqlaurL7oSIC0x3yD3Fu0aKFiPpIi3hRB7YMUkbJ/0c0jjWzbskUlF4z9SI1wkvkJeMwgZZUrU0btKxcuXNR9PWdOoq5V9uGWzVt0zaFegsmhPxg7q1apquuL/rMGUJtVKF9eOVv2HcZsvEaQZFjjGBT9/PxUsnj85LFER4+SCmXKqufUpUuXVW3D2uL0JrYCJBSM/XhuMSesB3z4a9eqrT707AvgOnPWLG0XRot9w1zjMAHxxdW6a9cuKm2AR1EP1q9bV1oHtJb9Bw5IWlqatGzeXNVV7GsYNfva8BW2/7AjJ3shKmPBwKHiHYDIs3jJEkv8NHkRV6CWERERykEgtsTFxqkxh06xeHC7QXQdN3acDpI2dTI2bHB5DYSFy5RJk1VEDg0NVR90FghImZNU/v7+KpZjucfTAj0UJ93s+jX6AxcIN/fzjz/JwIED1JkfjgYAgyRMQOSaMXWaDBowQAkLLo5DogarFwV5mAiMF2wMdJIQIzgmApvGAJonebt36yYYJ9gMGKjoQ3BQkBptQT4gUrgGqDaqD8Ywf/4CRZAQIzwNGE9S0iJVnaRu266LBg59yJAhumjiJ09WewRleYfjJrCwscCDdIcPHar6eThkOFqQAwsPV6uAVgGqM378+JF66UB4IVzqujl7trRr10513Dt37ZR169dJx44dhbnAEMNG2ZG6Q3WGENiVy1fo3GB4wv2Kenr16KWEb8G8eZbEcerUaVXB0BbGcNYFm4N5hZjMnztPWjZrrp4HGLqBEQgyZnSsclsQOBY83AzIFskG18iAVq3UIAi3xhpFUoMAYyQEQdOvZcnLlLnA3RL3V2Bx4vgJTdu2fZt07dpV8ByA4ABDVDdIcW3btlM4sUaYczyKIFIgzl270hRpA4tBAwaqWyMnmocNG65SHgjdWiP65vrHhmfeRo4YobA0edgHcJXogo1+mz2zd99ehQV7D93yhnXrtC+sN7j5nt16WOoc6kDF1KxJE+2DkdhM85SBALN3cL1FRQYsDqSnW1w0cKQd9NaodOgnYzS44eatW+oCy/qG+YAZ2bBxg1XetJWrZyaFu3btuu4buP1Bg6Jk9OjR6moIzLAvAZv27YOkf//+quKAsBGHNxn7DCLNPKHew2UP1QTxqHFQ0+GmCAJF0oBbx1DM3CJl4T3F2hwyKEpVTawZpH1UbNgnMFiyd3BRZH7Q9wcFBWlde3bvVqQLt83e1Xb7D1A1EswZ6xIJrEePHoo7mSM4d7yB2Iv9IvtlukuOloCWrbScUe0Z/OIrPL3qxBEx4e4A3KXLl1RkM7po9wYAIgZEqA1lDBcCFQORUwdPkI+9kwwWIOsBmIwMFUFAXgZJQY3hQnG0h+s3v6F6vNsDSDyyT1/l7uGmyANVtqtNTH6ICKIWRhw2t12XxsRony+7+sxv02fzNPXwZOy41x05clj7j+oByQK1gRE36SsGGIgJhwoMHFmAICdgB6ICHhBGAgSAfiGeYQ/gIAHioF2XTz4QIu6IuPLBPXLwBXdM4EZ92AH4UwSXqd+7eeOG5sdq/uL5C124x48e0z5ThjnQAzE3bugY6APeBMwjixEuhAA84N7S0w8qZwZCtIfHmYfAWBfA2xzmIQ/jg8MEkdEmJ+toF6LJQSOkE9Yd/WATQUxoH9sJT+YbOPJ+6fJlfRrCDgJivPQLzt9IFMDbiLuo3GgD+LHeLl50rVMTRx8ZJ+1DbNHtm3WN6I3+mj+QoDvyVBhkZqYv6GH79O6tZxwMcuTJ/jAI3MBNYXrzhq5dxsZaJbCeULtAxLF3EMgL8TBSgUa6/YNoAlfWNH1lHkAYwMIEbALsF8aDhOm+zs2aOnb8uPYDH/P8BEBj1jnziioVQsp+NXuDebly9YrCn/4zb8w588qcYEtiXg082WvEGXxCeYJrbl3rGXia+IxnGarSxFZx6vRp4dMfBGtN0calS0pM6CPE8NLFiwpD6jRzruv4wgVtl7XLXqdPwNjsI9YUB8vIe+78OcGhA+JIW0ggwB7JJC/BKxLPS4Wfs8yTp0+lV8+e6kvuvjHs/TIb0R7ny7v7wvaljLc8ee0HdZoN4K3+z53mbXze0j53v037+emje1k2Lwew4MRu2vSwVls5GLTY7NhP4AYheAUZclrXOaUXZF8Kui73eSjw+rOZt8Ju1z4OC4lnN1HE2//she3v2eWxx/PuKdjjTX57PhNnz0e6/TdUEU4XsQY3RdQIhlLa81n12rpiTzfvPM2fYb9MmlVH5gsI1cpr4jLHamtGEa89n6nPxJnfVGHe9WmDm4l374MpY9J50ranvpmymsfNIGWPM3V5y++eZv3OfKHrpk6TZuDJ00pzG6P23T4HVn2eYW3V4yWfad/ktT9Jc/9tz2/eP3pmjuGjeA8RcL4cCHOXIE279iL28RMPNw4X6l7WlPFYhztMM+FpOFerbOaLpzpMHn3a5ytLQtYfOdaTNbtLR2lb8/ZkUxdPEzzFuaeZ3+bJmDGM2ushzf23yW/a0HKZbZs4j2XIY/L9XYly5Kacac/8ttdjG54p7fPTQuI+lyikjH9Pke8NGGBQAhEpbXeafs8BPTZGVruKxKrV1pB5tQPTQjCKAK1SH72YslZCZoSpyzyt9MwXsn1U1lMm9zj3314q8dq2Ljb3ynLx21u7HqrJri8KBNa9Wxn3327JHn+aMjzNu8eMeYwslDrzs2vzOA6nWO4hkO36zX1VhVbii0HiBTHCrwHgBTFOp47vEwLO+v4+5z2nUX9TSDynwTrpDgQcCBQOBBwCUzhw9aXWbwqJs5CcxeTLtDt5HAgULAScfVew8MxNbd8UEjcDdxaUgYTzdCDgQOBbh8A3icS/9UlzxudAwIGAAwEDAQeJG0g4TwcCDgQcCHyFEHCQ+Fc4aU6XHQg4EHAgYCDgIHEDCefpQMCBgAOBrxACDhL/CifN6bIDAQcCDgQMBBwkbiDhPB0IOBBwIPAVQsBB4l/hpDlddiDgQMCBgIGAg8QNJJynAwEHAg4EvkIIOEj8K5w0p8sOBBwIOBAwEHCQuIGE83Qg4EDAgcBXCIH/D2Qn/SnYUVQ1AAAAAElFTkSuQmCC)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
0,1510
0,0667
0,0151
0,0105
0,1055
O desenvolvimento de novos produtos e serviços envolve pesquisa, criação, adaptação, melhoria e aprimoramento com intuito de criar produtos e serviços diferenciados, com valores que o cliente esteja de fato disposto a pagar por eles. De uma forma geral, o lançamento de um novo produto/serviço pode percorrer sete fases sequenciais, a saber:
I – Novas ideias;
II – Estudo de viabilidade;
III – Projeto do novo produto;
IV – Protótipo;
V – Lote piloto;
VI – Modificações no projeto;
VII – Produção de lançamento.
Posto isto, analise as cinco alternativas a seguir e marque a alternativa que traz erroneamente a ação principal de uma das fases citadas acima.
Novas ideias: surgimento de novas ideias e conceitos sobre o produto ou serviço.
Produção de lançamento: inicia-se a produção do item para o lançamento no mercado alvo.
Lote piloto: produção de uma certa quantidade do produto/serviço para testar e validar a produção.
Protótipo: criação e teste do produto/serviço na forma de protótipo para testes.
Projeto do novo produto: verificação da viabilidade e aceitação das novas ideias e conceitos.
O projeto de produtos e serviços e o projeto dos processos que os produzem devem ser interrelacionados. Os tipos de processos dependem do volume-variedade, tanto para os processos de manufatura quanto os de serviços. A dimensão volume corresponde à quantidade de saída do processo de transformação enquanto a dimensão variedade corresponde à flexibilidade de saída do processo de transformação Os tipos de processos determinam o projeto e a abordagem geral para gerenciar suas atividades.
A partir do texto acima, avalie as afirmações a seguir.
I. O processo de jobbing é adequado para produção de bens em baixo volume e alta variedade.
II. O processo de produção em massa é adequado para produção de bens em alto volume e alta variedade.
III. O processo em lote é adequado para a produção de bens em alto volume e baixa variedade.
É correto o que se afirma em:
I e III, apenas.
III, apenas.
I, apenas.
I, II e III.
II e III, apenas.
O MRP foi criado na década de 70 e tornou-se um importante instrumento para o planejamento de recursos numa operação. Nesse contexto, sabe-se que o MRP tem como essência:
a programação para frente, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, ou seja, trabalha-se atrás da demanda para determinar os materiais e outras exigências.
a programação para trás, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
a programação para frente, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
A empresa Alpha está configurando uma linha de montagem para produzir 192 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXEAAADmCAYAAAAjk7XrAAAgAElEQVR4Aey9B1tUy9Yuuv/Evfc853zn+3Zae0WXOSEGzIIg5pwDZgVzVlDMCAqIgkpWMYFizhlQQTFizgEUMyiK733e0V3tpO0GVFBYVvngnLPCqFGjqt4aNWrM2X+DDloCWgJaAloC5VYCfyu3nGvGtQS0BLQEtASgQVwPAi0BLQEtgXIsAQ3i5bjzygPr79+/x+vXr5GdnY0nT54gJyenPLCtedQSKDcS0CBebrqqfDL6/PlzJG5NhJenJ7p37YZtiVulIR8+fCifDdJcawmUMQloEC9jHfJXYyc3NxcXLl3EgvkL4FCrNmJjYqSJ+R/y/2pN1e3REvguEtAg/h3ErrRQdSULxvvvwFKpV3lw/360aNoMMQrE8zWIl7rQdQU/hAQ0iH+HbiZgW4O2elbX78BWqVa5d88eNGvcxALif9V2lqoQNXEtARsS+CwQN048470NuuU66q/ctu/VMfv27kXzpk0tIJ6vNfHv1RW63r+YBOyCOIHMCGbG+/IgAx6bWf/Z4lu1S12Zx3hvq8znxhWHj6JoljRPRdVX0ul79+5BsyYfNXEN4iUtYU3vR5WAXRD/UQXCdhMwyztolrX+27t3L5o20Zp4WesXzU/5l0CRIE6N6U1uLt68eWNSbQG5p9fBX0GbYrtu3ryJ5ORkXLlyxQLgJQ3ib9++Bd3tiiOzV69e4fLly0hOScHdu3f/EgsKbeJNtSZe/hFDt6DMScAuiOe/z8fJEyewcsUKbNuSiD27dmNN7Gqxae7Zswdbt25FWFgYjh87XqBRxfX+LW4+I/GSAFbreh8/foyQpUvRoEED+Pn5gS+nMBjrsi5j5MnevbFMXl6eyG3IkCG4ePGivSKW+Fu3bsHb2xtODRpg7dq1BXixZCpnN0cOH4ZzixZYF7dOODfKt5w1RbOrJVCmJGAXxKlpz50zF8MGD8GRw0ewf+8+uDq7oGHDhti3bx+OHz8OLy8vTJ48pUCDCF5qgn6gVdr8UgfjVDwL5IOppjjJx3JixTaTk6ImKFSAqGgoOtbPihEVz2eVV6XJ1UCbz8lJyahbxxHTpk4toClbl7V+LkDT/GDMo+6phfv7+6N169Y4deqUiQXKA8B7q5deRH4A1q9fj1o1asgiquphGuVmDPnW5a2ejXkVP8a44twXt5ytfHxDkwvX/Hnz8Nuvv2HypMm4cOGC7Eqs67ZV3jqPftYS0BIoKAG7IE4zA7WmlOQUKZH95Am6duoMdzc3ZGVlSdz5C+cRszrWQvHdu3eW+9K+sTXhbdVvK5+RN5o3zp89Jz7M3tNnWEDcuKC8y8szFiny3ladL168wJ07d0BAZ3pBKIalXkU8ISEB9erVQ/iqVSqqwDXvnYEna2IFcn7+g5F/4dVqYTCmG6nbin/69Cl2794N/0WLMHXKFAQs8sfOnTstY6io8sZ0fa8loCXwqQTsgjjB7cnjJ6BGzpD5KFNAvLVbKzx8+FDi3rx9g2fPn4Pb/3VxcVgduxqR4RE4ffq0KT33DY4dPYqVK1YiLTVVNDCaYBbMm4+jR4/iXd47nDhxAoGLlyDA3x+pJ01a6rt373HmTDoiIyJw9MhR3Lp5C+vWxmHenLmIW7NWvsHBChR2XTh/AdGRUWJ6iI6KkjppDrIOKn/em7c4dPAQIiMjsWnTJiycNx91ataCr89Miznl/bv3OJlyApERkUKXL6mcOXPGmmQBTf9xVha2b90G8hCxKhx0q+N3Q+7evoMNGzZg/bp18g0RRYSmm7TUNKyOiUVURCTWrF4t9nmmJ8THo55jXawygHhOzmvs37df5LJmzRrh6/r164oc7t25i3179+H27duWuOLc2ALf4pRjnqLKchxRBvzjIsvry5cvLXIubj06n5aAloBtCdgEcQV2xiIKxN1d3fDADOJMv3b1KgYNHIQ5s+fgwvnzCAleio4dOgoA0hYcFxeHmtVroH3bdlizeo08D+w/APXr1sOcuXNBMIqNiUX3bt3g2rIlzp87J8Bw6NAheW7csJHQJNj6eHujds1amDBuPJ4/eybsEeQ7d+wkAM9tOsG8jbs7IlZF4IPZF5lAo8CGIBIcGIwe3bqLXf/suXOY7euL33/+Bb4zZ0k+Ak/8pnh0aNseYaFhYg4I8A9A29ZtsGP7DqNYLPf37t7DxAkTMMrLC8ePHcOqFSvRyKkhggKDcPXyFQwfOkzazANLBlVHz+49EB0VjSNHjsCj/wB06tQJFy9dkm+M0MSzaqVJE+dh59LgYHTq0BHxmzYh/Uw6pk2dBpY/k2ZaNGOjo1Gxwp9YsmTJF4EkD155wLtjxw5pszofsDSyGDccO5/uM+wXVP1iP4dO0RLQEihMAjZB3FYBC4i7uVk08dycHPjM8EZjp0a4nHFZADAj4zJaNGkKz+HDhQxBvkXz5ujUsZN4WhAYDuw/gEoVKoAHfTQzMG5zQgJqVKuO5cuXS7nMrEx49O+P2jVqIikpSbQ4fgVvyqTJqPDrb9h/4ADevcvDgL794OrSUnYDLEiwGz92LBo1cMIl8yGiESi4lXd0cMSypSEWE8bRI0dQ37EuvGfMkLpv3riBVq5u6N+3H148fyFxDx48QK8ePdGxfQfZlUik+T/yT7CvV7cu6ErH8OjhQyyYPx8rQsPE/hsSEoIGdesh49IlSc/IyJBFYbSnJ16/eiVxe3fvwZTJU3Du7DkTiDvUEU2c/BPkufD5ePtYAPrs2bNwa+GC8aPH4O3bN0hJScH48ePBg2djm4W4jf+MebgAL5y/ABHh4XLA29rdHdu3bbOU4qJDLyXauG39ccdGOZhA3FKs4I0t7aBgDv2kJaAl8JkSKBLE1URXIE5zyqOHj6Sau3fuiobdvElTbNq4CVu2bMGqlSvRqH4D9OjWzZKnpYsLpkz5eAB6OjUNdWs7yAKg+D158iQc69SxACltqYMHDUaP7t0L2E+pJf7yn5+xLGQZaEpo4FgXY0aNRp7BHh8dHY3ff/tNDgcVfV7f5uVh9uzZqFWjJtLT0y1JNPU0adQYM6ZPB80o27ZtQ9UqVREYGGjJQ4DibqNalapIOp5kiecNF5eBHh5wc2lpkQ3jaW4iuHFHEhoWJpo5wZthc3w8alarbvkgFOPe5+cLQNLskBCfgLqOjli1aqXQCA5eihpVqyFxS6KU53+U0aCBA9GiWXPcunlT4gmwts4GLIUMN6pvaa4aNcIT8+fOw7Nnz0TLp+w3bdxoyf3wwQOsXb0agYsDZUfAHZf6WxoULCaeq1evWvLrGy0BLYFvI4EiQVyx8ejRI3Tp1AmtXd1Ey2T81WtX4dysOdq0csfGDRvBw7h169aJK+KpkyelKO3lLZ1dxPND0WIabdA+3jNVFE6cSIFjbQfMmDpd4niQSiAZ0L+/xQbOBHrFVKlcRQ7KaHqh3Zjg887sGsg8MVHR+PXnXxAaGmqhz5uXL15g9KjRoInGaEsmP4ybMW068t7SBLROzDZ0qVSBh5sE8T8rVMD2HR81VKbfv3cf3bp0FVMHv5ttHcgbeWno1FD8v5lO00fNqtVlB2Kdn89iE6/jiPCVq2R3sWDhAjjVrw+66qnAugYPHowG9erLGYKKL85VATgXGIJw21buOGte2BjHBULeDTAT42F2YmKimH549mH5i4kVm37CpoQCtviz585i6dKlshByAQoODv7kj7uTAwcOFKiH1SneitMOnUdL4EeXgF0Qt55IDx8+EtuzUROnBteyhTO6d+6C3BzTAagSaE5urkzGmzduwqWFs5gJVBoPM2kmoY1bhZSkZNSpVVuAlHFPCFADB6Ff7z7ggaEKPCysVOFP8dq4du2amDAmjp9QQPuMiYrCH7/8iri1caqYXN/k5GLyxEmoXqUqzpgPX5lwOi0NzZo0xXSCeF4etm3diupVq4nJRRGgpj/bdzaqVK6Mo8eOqmi5ZmVmoU+vXmjaqDHu3bsncZQfrQcvX73Ci5cvEbp8OZzqN8Alszllw7r1+PO337EiLKwALdbPgz8TiNdBuFkTpz2cMtuxfbslv4D4wEHyEs01wwGnymDdh9bPzMfFjLudEcOGy2Khyn7NlfUkbE6As7MzmjZuAufmLdCi2cc/52YtJM7FxUVcL2kC00FLQEvgyyTwN3tbb+sJ/+zZc/To2g20lRJgGWgvHj3SExV/rwCaQ1Q4k5aGrYmmbf+jBw/Bw1Dv6SYNm3nSz5xBPYc6mDXzoyZOIK1Xx9FiYsl++hQ8AHVzdsGjRyZvGB5U+i/0Q61qNZCamiqeDtSA6b+emZkp1dN2S6Am4NFmbAxsU1RkJH7617/hv8jfkrRz+w7UrFINs2f5StzVK1fli3s8aCSoMjx99gy9evaEW0tXPLj/QOKUjOg2OG/OPDkc3bB+g6Txv/PnzyMxcSv4QlFUVJScHXDhYUg7lSrtJf88F2AgmO3YuVO8YHbt2CkLFPll4OJVq3oNzJ09W575H/kkQA4fOlS02du3bmHtmrUWLxrFnyrAZ+s4HmS6ODvDx8cbRrdFjguakFTgm6O0+8+aOQvz5s6Vdwj4HsHcOXMwx9dXDnCNLzLRrMPdG/9oisvK/PjHvsrMzJJ4HqZa86Tq1FctAS2BoiXwN9qACwucYDSJ0MWONmtqorHRMaCGTVWTbni0ibu1bCnaZtjyUMz09saJ5BS8ev1att1//lEBbVq3FuAlYFH7/M8//4VunbuAoPb8xQuwHOO6djHHPXsmLxr9/O+fsGihn3hNRKxahY7t2ssblgpc9+3eg7burcWWTlMLvTn4THoqj7F9BOCRw0cIIBKQ6NY3ZfJk/PLTf9C5UydxgySA0WuGh5tBgYFSN9/mbNumjZg/uFAo4FFXvrLfp2cvNGrYCAGLAxCxchWWBATIi1Jn089ikMdA/PLzz1i2bJnY+N++eYPwFSvhWMsBI4YPl51FUFCQmIK4+PjO8sW//vkveHp64tbt23j+/AX8FixEG/fWWB0bKy6aUydPkV/LOZFyQpoYEx2Df/z9H5g7d67l0NbYdlv3fOOW2jIPTBnYHrpSHjx4sID8COLh4eGYP2++mLIW+S2Cv98iBPC6wA9hy0Jxxex5Y6seHacloCVQOhKwa05R1XFS00TAFzZMvs7rQS8Koy8yXfvCQkMFZHiwmZaWJmBAzfLQwYPiQ74pPh505yOIHz58WEwdWzZvlu084+hSyFfMeXDHBYI22WFDhoi5JjoiEps3b8bq1asln/JdJ48E1HPp6QJstMczz7Fjxz6xs6r28ErtkOBNWzrNGgStXbt2IT4+3vL9FB6CUkvlgsU89E8/nXa6gHZqpMn7O7dvC10uOvQTp42ZCwlNFjwvoLslPUeomTNQWz188JBosUFLArFzx06x/2c9eYzdu/dg3dq18mLMnbt3JT/lRI08NjZWzh6o9V+5fEXS2E/nzp1D6PJQ8dNXi4skFvLftavX0EN2My3Fa2jP7t1ycJmefsayULE45Uzbfl7eOzFdcaEz/olnio2XgshHUX+kX1x+C2mKTtIS+CEl8AmI25pMMoEN3h+cvIwzBv7cFkGGwKTCh/wPBfK9z38vk9VYVk1+Yxx5oMmGID7Iw0M0V9rYjeBtzSfBhfUb8yg+7F1fv3pdAOxpwzbywXI83CPdvLdv7ZH5JJ6Ll1EORpq8Nz6zMM0xxhdgKEtjHuM985M2eTKaOxhPmVjL5RPmDBHMSxp8IWvs6DEY7TVKXCKvmN1FDVn1rZaAlkAZlcAnIP49+LQFPtT+e3btjnZt2hTQ+ovDX1HuyLaArqgyxan3u+QphHFb7bTFI88a6KtOV8nSPGQsDj/FyWOrDTpOS+BHlcDfCsGA4suERKwJWT8XQo0T1zh5X+fkYPeu3ejbqw86d+4sr8bzTcviBCMrRpr2yn4Gm/ZI2Iz/HLoWPu0VMsSLrIziNqTZZMRO5OcUs/Bnh1Zh0cKv2cyi7tW1sHI6TUtAS6B4EihVTZxAof6Kx44pFwGbng60tfM1ddp6jRoiafLrfZ8DRJ9Tv86rJaAloCVQXiRQoiD+JYD9OYJS9AXEjdro5xApR3mtFynV/vLSBGrcjx8/QdLx49i5Y4csyvS84QEyPZ500BLQEvh6CZQoiH89Ox8pEABE27YytXzMoe/KsgTYfwx3797DgvkLxI2R3xQfNmwYmjZtiv3795dl9jVvWgLlRgJlFsStJahAwTpeP5dtCdDzhu6ZfJFrkZ+fuJ/yRS1bnyco2y3R3GkJlE0JlGkQLwy4C0srm6L+Mbnily4XLVgonyQ4eODAjykE3WotgVKUQJkG8VJstyb9jSQgHzLzGIi+vftYPo3wjarW1WgJ/BASKBMgbn2A90NI/gdpZEbGJbRu5S6/5mR8OUnvpH6QAaCbWeoSKBMgXuqt1BWUqgTsATLf2N2+bbt872VzwmbhwV7eUmVQE9cS+AtLQIP4X7hzv3fT3uS+kd8v5Zcfz1+4KOxYvPvLm7/k9xamrl9LwI4ENIjbEYyO/noJ0DNl+/btWL9ufYFvyWht/OtlqyloCSgJaBBXktDXEpcAwZofS9NBS0BLoPQkoEG89GSrKWsJaAloCZS6BDSIl7qIdQVaAloCWgKlJwEN4qUnW01ZS0BLQEug1CWgQbzURawr0BLQEtASKD0JaBAvPdlqyloCWgJaAqUuAQ3ipS5iXYGWgJaAlkDpSUCDeOnJVlPWEtAS0BIodQloEC91EesKtAS0BLQESk8CGsRLT7aaspaAloCWQKlLQIN4qYtYV6AloCWgJVB6EigVELf+NsaP+qlZ4zeerGVi7FKmWadbPxvzf4v7kqjfSMN4r/i3FafS9PUzJGAeaN9LnsZx/hlcl3hW6/ZbP39uhV9b/nPr+9L8Xw3ixobauzcypzpcXY1pP+q9tdzy8/M/AfXyKBvrdhmfy0J7vhc/JVFvARrfeTKx+nzzD5fz/nsFyqSAXL6AEaEBUyusaRnpW6d9QVUlVqRQELceG6YG2q5bNUpdbef68lip29xJpVXHl3P35SVVu4wUbMUZ08v7/ffuPyVftVh+b35Kqj/ttUO1t6Tqsaaj6Nur3zq/8flLyhjLW9+XNC+KP17VeLGu83s/fx6Ifwa3SpifUeQvlVV1/l+hUcVty/fUwoojZ5vt+ADRu0qb9+85H75n3cXpl5LIY7NvzYRLu29Lgv+voVE4iBexPTEKTgaKeRtChowD5/37d3jz5s3X8Fkuy1IGbPfnrOAqr1G237LxJVHv+3fvkZeXVyy2+ZNtJVFncSpjPbm5ucjKzML9e/fw+vVrKVba9ZO+6ldWyOfSrrM48vjaPGwDx/eTJ09w7949PH/+/KtIfo1MFC9ZWVm4f/++pW9F3p/BFT+d/OLFC6GRmZkp4zgnJ0d+H5Z0c8xj5jNIlnrWQkGcAjl+/Dj27NmDUydPFZiYbGxGRgb27tmD3bt3I/3MGbzJzf2E4bt37mDG9OlYv379J2l/5QgO7qioKAQGBuLp06f2m2pQEy5nZGDu3LnYu3uP/fxlPOXixYuYN2cudu7YUSinnHRpaWlYuHAhkpOTvwmocWE5euQIhg4eggH9+uPM6TPC49eAR6GN/AaJHD7vP+QjKysTV69eRVZmJt6+eSOASvApzcAFOD39DCZPnITuXbth967dxaquNOTNvj116hTGjB6DYUOG4swZU98WiyFDpkePHmFF2Ap06tgJ/osWgc+HDh3CQI+BQvdserohd9m4tQ3iHBkfPuDBgweIjolB9WrV8NvPvyJxyxbhmskE8dOnT2PM6NFo4+6OfXv2yuBRP79FzePylcvwGumJpo2bYNfujx1s7ERb98Y4JSbGqb/8DzxG+fxgTVfxaouSMa8BZy08GNOtyz/NzsbKFSvR0sUFS4ODTb9qY+Cf+VVbKGf1zF/BqVa1KubNnWuJkxvmN5exPBdDm7PmsbD2ku7rnNeicSgtWpVXV2Pd6l5dOaEvXLyA0V5e6NShIw4eOChJqp3WNJg/JiYG9erVw6pVq0RTVbSMeaW8SjDKTcUVQw7Mqtr+8NFDjBszFk0aNhIFRdLMfaBImuKMT5/eG3lUffhprk9jct/kgsqREWCljTZ4+Fi6oOau2sJ0lr158yYWzJ+PHt26w3PESMyfOw+x0TG4c+eOkFD0C/D8kbgljzGqsLwiTTO/L1+8wJKAxahft578gpM9GkaeVR5VB8cCtfmXr16aeFH9bNjZG8uocowzzosn2dmY7TtbftOVi7UxsIzkNUeank1zT+iY20PcOrD/AFycXTDaaxSePX2Khw8fwnOEJ/gzgylJyULByMMn9Rj6UuoxPBvrMpb7mnvbIG6geP3GDfTq0RPVKlURML546ZIhFdizezdm+/ri1etXBeK5VV2zZg0CFvnLaqYS7TVepX/ptSi6haUXlvYl/Fy6eBHLQ0Jw4sSJIosbB9ar169x+sxp2ZoWWbCoDFYDR2UvrK3btm7DyhUrxOSg8tuYR5Yk3qjJyZ3HhvXrERkRgcdPnkiewupiBu5Q0k6fxqPMRwVo2nooilaBdNq57bQ/N/cN/BYuREuXlkhOSpKqOHHtBSMd3huf7ZUpLD7peBKWLVuGB/fvS7ai6BWVTgDMuJyBI0eOIC01FevWroV/gL/sbgrjQ6UVRV/l49WOSLF+3Tq4tHDGxg0bJHthNJlmBF4WuHLlCkJCluHsubPG6j7rnjSphIQsC0GXTp1AOdsKH2HbVqopLjUtDV27dMb4sePx/NlzvHz5Et4zvNG+bTucPHHyk4LS3iIIS7vtCfATip8XYRPEjfxcungJM719sHbNGtSoVg2DBngU0CIOHDgAPz8/aejjx49x/Ogx2bLynrZH2pW4zTmwd5+samzMhQsXsH/ffty5fQf3H9xHQnw81sWtw80bN4R7dip/lzF+0ybcvXv3kxZlXLokv93InUHaqVPgr6ozZGZlydYnLTVNVvZjR4/ieFIS+FuPkp6ZiT27dmPb1q3YtWMnbt28JfHSCebVnxGcGNevX8fBAwdw5fJlsC07d+4UGZw/d07K0Aa4OT4B69atw+XLVySO/3H7tWvnTuzftw8EZYIbt3aHDx/Go0cPRTtK3LwZG9atw7Vr16QcuaetNv1suuRTGtTNG7dw6OBBXLxwQXjYs3sP1qxegzOnT0u5Rw8fYmviVpEdzRiqHYoZ2n1379wl7aWJhjsrW+HF8+dSb5fOXdCrV2/s27dP2q/yEnD27d2LxMRE4Yc2Q2OgFsVftQ9fFS5yunXzpiU589EjHDt2DKdOpYoGmnT8OE6kpODJ48dIT0/H0cNHCizy79+9w7n0s9KurYmJOH/+vPSHIsjzFaZvS9yK7du2ISkpqcB4ZD7K0ygL8nvk8BFs27YNW7ZswdAhQ+Dm4mIBcZahEpKSkiJ0OTbUWFT1Cl3zJORO5dy5c9JmLnwcE8b6OF6OHD4M8s9xznlAzTv1VCpGDh+Bdm3bYdOmTWKO5Fhj39OktHVLoozL6+ZxoerO//AB169dFxPVls2bcTLlhKXNqq0cywf27cfB/Qdw8uRJvHxh0moVDRmHp0/LWOCOL+NShkqS68MHD3Hw4EHh+fChwwVNgKbpZcnPH8AmmFH+HOvTpkxF86bNsGnjRkseyoigvG37Nsl34fz5AjJiRs5LmmRn+vigVUtXLF++XGSZnZ2NK1euythgP/Bv//79Mia54N64fh27du2S8ZiSnIzXr0xnG5xvwcHB6Na1m8idJuC1a9eC8ybbrFgoBmm/51jk/KFJ+PYt066F6SzXqWNHjB87TkCceadPm4YunTrj+LFjSE1Nxdo1a0Vez54+UyTlSsBPSkoWOe/Yth1nz561jF+OEfYDd07ERWNQ40ddjWlF3dsEcWOhC+cvYPrUaaBtOygwEP/6+z9EW1N5OLkXLlggBwmXL19Gn9694dy8hayuzHPx0kX079cfNapWw+m0NCm2cuVK1HVwRN8+fRATG4MAf390aNcerd1aYUVYmGyvSZMd27N7D2k0C3JgENg9BniIlr8hbj16dO2GqIhIGSBcHHp264YWTZth7py5aNmyJfr06SMLDMF44AAPTBo/ERyk3CHQjscOVkEJkPVs3rwZLZo2R7s2bREZESmDo3evnmjRpCkCFy9BZGQk/P39pWPdW7WWiUM65GHAgAFS95n0dLx4+RIB/gGo51gX40aPQUx0DBb5+aF1K3e0bd1GOpnlnmY/xfx58+FQs5bY5BhHAOYWzt3VDatWrsTS4KXo37ef7IjmL5iPqOhood2rew+4u7mBixYD28EByrxzZs/Bgf37McvbB/1690ZSsmk7KBnN/2U9zkLgkiWo+GdFtG/XXswcXHgZaDLz8vTEIr9F2Lptm2wxZ0ybDk40Bk5CT09PjBs3XgZ1yNIQ6TNleiNQU+7NmjSFj48P3F1bYUDf/jIW5s6egzoODkjckii0nj17hrDlyzF8yFCsWxuH4KAgtHZ3x/Jly6XvubujHPr07IWYqGgx79G+zfGpFijVh0IQkIVy0qRJmDB+vPR1THQ0mjVpghZNm1p2SpxQixYtwtgxY7Fl8xZp66ABA0WGio6iy0kaGxODEcOHC4+R4RFiX9+4caPInYv//HnzEBwYLABB2QQHBcsCxonfwLEemjduitDQUDHncDGYOnkyPEd6ihxm+cxE/759ccqs8RHoNidsxrChw7BixQpER0Whc8dOmDZ1mtB8n/8eO7ZvR78+fcWGS3CbPHkyRo4YifPnzgv7XMRo5x3l6YUN6zdg6dIQDPTwwA7zuQWVhDm+sxEWFoYN69Zj5LDhcp7DBUaCAcQp54ULFgp98pWwcZPw4+hQR5Qa5mc/8TyIbV8TtwZhoaEyBhI2xRcwmxHQaIZt17o1HGvVNp0H7duH27dvi8Lk6uyCAX37YeyYMWjWtCmCgoIQGxMr8l6+bJlgB+c3TZask7JatiwEzs2aw2f6DGnzlKpBBQsAACAASURBVClT4NyihQCyUgjPnT2L0aNGY/y4cdLfHD+U79l0004g7WSqtMkE4s/koNNnhjcaOTXEnDlzEBERgbFjxwrdBfPmC9Cz3Xfv3RNzDmltTkhAdGSU8Bq6PNSyqPKM0c3NTcpzsTcGjjE1zozxRd0XDeIXLmLKxEm4c+s2Xr18hT59euPPChUs2zVqnATcV69eiUZBm1SDevUFzFh5zuscAZJf/v0fJJu3ONRMGzdsBDdXVwEBTgw2+veff8GAfv3EnPDq5UtwglSq8KdMGtIiIBAMfH19ZVJzEFALaNKoMaiJ5ubkYK6vL37/9TesWhUuOwCummLTGumJRg0a4txZkybNDuUiQoDkysigBMjrjRs3ZIGo41BHJhsnwrGjx+BY2wGuLVtKfeSb2l3NmjXhO2uWrLjUuAgIjg4Osr19n5+Po0ePok5tBzFLkS5Xdi5GVStXka09VUd6dHBBdKpbD4sX+Qs/Dx7ch0f/AXCoUUuAWLSHpCQ4NXASICfQMo590KBuPQEzaioPHzwAgb1927a4fcu02+Ai1rlDB/Tq0eMTLYBlqDk2cWqIMaNGCzhQttw5jBg2XECZmhrD5k3xaFTfSXYEbOvEiRPR0KkhUsymI05ygj4nILW915THQj9UqVQZS4OCZdxw209bKkGgXh1HAQ7SplbUuFFjASsupNztjBs3DtOmTZOFmAdnTvXqY87MWcg1e/1wK8/xtmxpSIH+Iz1q+1xwuBCeSE4R/rl7oU28RbPmFhCnCYjP3G1xs8+FuGuXrhg6ZKjsgKSg+T/a+l1dWopCQx5ZBxfnjh06gkoMTUod23VA0rHjUoI7qTWrV+Plq1eyq+jcoSO6d+kmiwtlzB0FFQXu6hgIwi4tXCyKEmVFBWfK5CkiA45Dgih540EmgadD23YCkhznDNz1ubm6Yfy48cI/F0maO2Kjo2WM3rlzVw53qXBduHgRK0LD0LNbd1ww7zIpBy5K3CEwqHlBfpeFLEOL5i2k7zhuqAUvDlgsAEeQZmAbWL9afLlIclx17dxF5ruiSbr37t6VNJfmLWQMckxRrlQeOnXogHat22DXzl04ceqkzEOOrVFeXuCCzx3gqJGeojhynHPHQkCnfT4keKm0necPxKeaNWqCYEracWvWokP7DsIneYmPjxd+uctlIGawn8aPGSv1cJ5PnzYdxIKI8Aip9+atW3IeyHGekpQkdFknsYj9TdmwLTTdydjabjrop2Y+cOBAWbDYBgYlX17VvSQU878iQZzgyJWd4MNAm23tmrVkpZJt6pEjWDDfBOJMD1m6VLZWLKcCtbNKf/xp2b5ypW3t5i6n2irPmbTTqOdQB1OnTFVRot061qyNeXPm4M3btyLAin9UEK2RW8YDhw7KQP31519EG2HBoCVL4FS/AYynyDQ/1KldB+PGjrPQppCp9VeuWEkGJBOMAuQAGTJoMPr07mMpc+fmLbRt1Rq9e/aSbRETrl65IiDBvOw0BpoVGjs1tOw8Lpw7L7sDauQqcEtIbXzCuPGW7Ra9NTiYlyxeLNm4aI4dNRpdOnaWwcRIys4EBF0t2jC3mzxN546HGsnefXtRs3oN8RJRbaLGxsOvWtVryGJEWgYFS7aQzRo3wcQJEy3mJ2oN1D4GewyUAx0eFoUEBcv5CDVBanDNmzXDkIGDLFta0uUkqVWtumhTfCZINGvSzLLrYBzD/r370bxJU2xcvwE8DJ48YSKaN20qYMf0/PcmkHj23KQN8eylTq3aFoBknqtXrqJj+w7SJ48fZwld9R/Nam7OLYWuiuOiN3fOHAG1EyknRIZeI0aicQMnxCckIDklGQkJCWjdqpX0mXEcU1HhLowLOcGMZx67d+0SQOQEpxmKyggXJoILF1n2B4GDgaDbo3sP9O7VC48ems4BaMq6deuW9C8XQC50TRo3QXh4uChGYctD0bB+A8tuhf3JccbzBILs6phY4Yc7DBUIXGNHj4G7WysxN3FXyrkVHRElPG/fsV0UCqf69UUB4CGozL1Jk0VRYjvf5r21jEtF9/rVa+jTq7fwrxYMar/R0TGy+2bbqb0vXLhAZBC2bLmYfigjj379ZddFswiDGpfURidNnCgLI/tLhavXrolCN3H8BAsfLEPFhnIisB49chS9unXHwH4DcOf2bVBhIoi3b9fOsislPe52Wjq7iBmNsnn+/IXMI44FKnMEeWrrcXFxUj0XTu52jJo4Qbxtm7aWHTdlHxAQAM4ZemLdvnVbtG4uuByTKrC9zZs3l3ND9htxh7wrrFD5eGX7lFyM8UXdFw3iFy5i0qSPIE6C3E7++p+fRSOgHY1bbTLGQJMLtWXj4A9aEogKv/9h0d4JYNSOuI1RgZoSJ8f06dNVlBxO1KpWA7Nn+Qp9vwULUfnPiuKyyEHOLSlNGlwkuKIz0ExC4KHWroLShHmKrgIH38qwFcJX+MpVKtpypfZAMwC3cyqwc1q5usnWlZOTge10buEseVUct48NGzhZQPzM6XTRnIMDgyzbSdowO7Zrj0kTJiLfvG09dfKkgBqBgoGLJAGmW+cucs842tE5SGlmUtsx8sXB07tXbxmgBMW6DnXE5KMGBdu7cP58WbS2JGwW+vxPHUzSztqsUWOMHz/eooHx/KBubQcxw0SsChftMGjxEiz2D8CplBNy9kHPo1neM/H2jencgZM4bu1aVK9cVRZb1rs8ZJlsh2kXVYELCA/FqblwC3/3zl0M9hgkWuX16+azAvNZB8sQtCZOmCDge/H8BUUGdMvs3LEj2rq3wQ0rWzLt0dzxKXkqOtw1UTMliPP8gaYIjpnFixeLKY8HjwsWLJCDOqO29OTxEzFLUSY8J4oIDwe39TSPcTw+ePhA+oRKDc2HlStWxJDBg3HWvPujpt6jWzf07tlT/JDJD90BaYOlFrd06VLMnDlTPCNE48t+Ip4mzZs0w+FDhyxtVjcEhNBly6SNtE2rQIAdN3aszMOtWxNBkwIXFnqtkGeaHDiXYmNj8fjxE9l5eU+fjmqVq8jfmDFjZFdBemr88J6KU4e2bTF+9Fg8NduCuSOiuZHaJkGc4MQFvn4dR/j6zATHTejy5bIbowmSAMxA3hkIquxX7m4oBxUuZ1xG3959MHnSJMsiyDT6anO8sE9ppuKOc/DAgbhz57bQJIjTdq12QizDnTbz9e/TV8pzR0HT49KgIFmMp06ZAvdW7hbvGnsgznl30rzjpKXAb8ECkTHPUGh27tm9OwYPHCTvIKh2EMRpCho7erTs2lR8SV6LBHFuLSdNnCSHCapirkK0HxKYp0yahKCgwI8gviRQOpS2UhWWhYRIXh5CMfDghp1G4amQnJSMOjVry7ZFxfFArEa16gLi1A5opqhSsZJoP8zz7v07lVVWaw4MgrhTfacCfqInTqTAgTa32XMs+Qkuq1asRKXfK4g7FhOMAzbzUaaYMvr26WspQ5ME+eakV4BNEKf2PMjDwxLHQUvtKdWsWaSnnRawWrIk0DJ4qT1zUBg1DWp2BEWliT9/8QKew0fKoKTWwEBtrl3btujWrZsBxK+gfZu2oiUR+Ll9rlOzlgxQNVnevHkrg65apcoW+QlBszquQHzChAkWEKe9knTmzTO7PFokYZIVNXUu2JMnTEJujmnrzfpo+61etRpCw0KlX2jqYD5uJVVgtdTQCLLr49bJ5Bo0aJAsYhcvmHZx1KwYSJPuYwQH4wJNGuyTLh06olO79rIQKPq8UsGgqYVKgAo8iOI5gYuzM1JOpEi9NKtxV6QOlI0urO/4MpK5MM8tZs3wQaP6DeQAndHc4ahAjZsg9vL1K5xJPwNf31moVrmq7BIIrFyAu3fpit49esphLt10uYV3bekqW332Mc0v3OrT7ZILF7VELsg8OGZQ/cmxSpnzjKB+/frggacKrIv2Xi5UfMeDIM4dj1pE6VeuAucBX2DheOaixp1YpT8rYsTwEZYDZ+VUkZp6Cm1bt5adF/3SGQiIVOo4B7iDefv2jRwCNm3U+KM7nqrMzD95V3PtcVaW7JRoolTnMMx+xQzi5CfvrWknw0Vw0MCBcubEMcIFYMa0aQKc3KFSgSCwC4gbvFOuXb2GTu07iK2fJrqIiHC0cnWV8wW2fc+uXaIo8RyGIfXUKXGTFU38+XMxWU6bOhVt27aRQ3nmodJKpahZ46ZyuCvngT17om+v3uKwIYQAMYPy0JfnMmoOqzRelRyMcZ97/zc2XA1SW4Vv3riJGVOniU2c6WoQXbtm0qb/53//H/jOnGXZggcsChCNmltthnd5eZg+ZSr++O03sXMxjl4TtAP6eHtLHv535sxpNKxXH7N8fCxxaafShBYP/BjoWfDrTz9jsb/JZsw4ThxO1ls3THZtLhjc4hh3AlyJecjJLRIHLQPbTW2qdvUa4Ak3g2ob76mB0R5MJ38VuO0lgPJQ6K15YHFX0datFYYPHSpbUObl9pQ8nDNrnlzQOKGokapw//49dO7UCd7TZ6go2T1wMLMNDNRyaG6hvVKBJD16unXpIlvap2abGrdy3Tt1hkf//niblyc23YZOTsI/gYLh9asceI3guYCT5dDZOIC4wNIMNWXSZMnP/wi6zZs2R3ep/+OLIzxXSE1LFZs1QYkTm4seA00gtOlTrgcPHpA4nm2IjdywsDOBHiM8BOchMvuFGmylPypgc7zJtso8BCTx7MnMxKqVq0RTNHpB8LCcgMEJp2QklQJiluGOjwscPUQYXjx/IUBFP2ACLRUSantGM5Oql/wRKFQgj5Hh4ahWparwouKplVEJ4USmPZiLmwrcfXEs8MUiLji08/br3UdMJVxYx44eK2YbpfTwMJuKAg/PGLirommKB2gqEECo4HBRoAZOG/Ds2bNVspgKevXqhW7du8miT621epWq2LRxkyVP9tNsJCcniamBGrRaYDkHxFvE1c2ym1XjhKYH7k5ll2lWUJg/JJiLdBPsMNt9qcRQnlFRkZb66KrHMyWCLYOimfUoE+NHj5E20xNJBe5UqdXSK0QFnj81bNBAlDnGcZEb4+kJj779oc5sCOI0Ix0yv6fAfDzHoBIRsGiR1M8Fqp17awumxcdvQttW7iJr5qf5hT73nAsE+ZzcXMyaOQtdOne2YBjjlixeIuOajgME6AnjxsliaXQt5q6B8uKun5hDZZRnguxvNTeVLNRVtbe417/lmSe5sYAi9iT7iby00rC+iYnsJyaPBJWX2+1//s/fMaB/f2GQ8dQYaGphB+zYuROb4jfJKvi//p//V7QGupzRA6BihT/FBMCBSC2Aq/nf//u/0b17d9GOGBcVGYn//j//JR4mXEFp4uCbdtz2cfvJN0W5BaVJhYd5pEUt+T///LeYEggAbAsnH7eO9es1EE8YujDSrdHN2QW+M2eK9sR8qt3ULrgwUOurX6++CJ0aFidopYoV0aQxD1IvCABs374NFf/4A87Nm4s3AM8OePjyn3/9S3ymOfBXr16Nn3/6j2gwXFDYto0bN6BihQqysLBDaRqh9kX7/qCBg6QtdMVr6eyM2jVryuEoy+3fuw81q1dH/Xr1RHMhCPHAj5OG/HIAMi4oMEj4pDcD6XN7Tm2JZxaUh7G97Dd6VdDmR5AnSPKZYEGPAB4uU7OjFwRtr3yrVL0RR2DgBCHIcNdGrxT60/LAmYBJOnTp48ti9CLidpgTn5PX328RfvnpP2IeY19xEnNxJyjTi4egQFNZ/KZ46SNqVAMHDBA/4IOHDgkPPPBjGbp+MVAhUf1Iea0MDUP1ylUwfMgwcZ+jDZn88vCbbaGsaG6jpkrAp6srXQNpbli3br1MOiFs/o9jh6aseo71QHs1PTwI1CvDwsRUwAV8yOAhAhy08U6dPEU8Yx4/eSzbaZrHateoAXpoEThpfqxZtbpst9leAugfv/2Onj16gl4U9+7dF08KauNLlwbL4Td9+XkYS5daHqzOnOEth+3r1q8XGdIs1MrNTcYdgYILCA8/+YIT5xTd/ugRxvc47ty9K31MbxYulnSzpCmGfFj7+xOEaIqr71hXDik3btiITRs2omunzvjpn//GvLnzBFjpAkwQpFJAXgm+iwMC5KyIi6Jx7HFecRxw5zZr5kyknU7Dg/sP5JyKixOVJoIiwY/eNh3at5dzGM4p/rm6uMiiyhfH6DFFEOdOgofX9Pem/zzf4Bw6aIgsshwTflJfVekb2rMnT5oolgKavrgbWBcXJzt3jmPupmmapamSPHJckhdaE4YNHoo/fvlVvKg4V7jod+7QCaO8RsnhKJ/pSUcPKmUn57mSU716ckZALJQxa97qcF4YZWMcd4XdF2pOYQfzkI5uT7RtURM1BoIBT7G5jSIDDDytJnDwoI+duv/Afhw9ekTs5qtjY0ULZH7fWb7iEkWgovDpN0sXNIIywYCr7IYNG8RGyDiCE8Ot27elHN8E5Q6BrlPki41nB9DkQq2EoE3NSPFFYOaEo60zIjJS7J/r4+IsB4ZC3PwfO4kn9DwQmj9/Pvbu3Sv8cNGgZwwPNDjYufoyH22stLfzBQOeqhP4GMdTaoIdfcln+syUAcbDSx6a0othFsstXiyHT9RQOCg5kOlKSL9h2tNYP/+4gGQ/zhZfYJoD+EowtTHysG/vPnF98l/kL4DE3QkHVXxCvPjwh4evEp7ph2zv2w/5+e/lYI4DkLZTdaZA+tzy8+01HkBx8p84+fElJsqV3jF+C/0EmGhaW7t6LagAMLC9S5YsEder6Oho2SERDLjYUbPmLo4HzJfML5Gx77nzoscHD7R5CEcTkQo3b96Qs5DAIALnClnMT6edxgeDiYB5FZCzL6nN0j+bnip8IYXjil4DXKzYFxwj1J69p03D2FFjMHvmLGxJSCg4NszbVdLly1wcR15eXrIAcbxzsWaglwRNHBwPfGuXdmD6eKtwOjVVwGPGjBlSJ/s9LDRMdk1cePlmMzVnmtno288zCy58XHzp/zxyxAjhm142KhAYacLiuOTiQHlTO+QCxUCe6Tgwx9cXo0Z5yQ6YpgOaMhj4ngO1Z34iguc5HLeqPda7dPY3xxtfhOEukQsh53NAwGKwf1U5LsjsR77By90m5yPfCVH8yI35P8qHSgDdQNnfN67fEK8dmj/pDMB5SyWHCxJfgadCQS2ZCgTfJ6HJhfK5c/eO2NV5VsZ5xfMCnm+wP65eNZ2zsEqazShj7rR5QE0g50JCkwnNUlREyA8XWC7wnGfEIB6Ic9dIeXOh4nkI5yI/KcL3QziOTqWmyvznrps88QzC2P88w+H4oossx6YxsLwat8b4ou4LBXEKjZ32IT8ffF1YnbLbI2rscJoj1MGbyk9aBH6h+eGDdAoHGic14xlYJ++t4+idYgw8ZOJLKEaeSJflGUhX0TSWo+B4uMJFwjoo/ilM0uKVf0YeKWTyxnTFI+NUGdapeGIe+aPmazb9qHK8Mihaqt2kxXvWqfIyjs8qD12pGMd0YxxtuYwjLyoQhNleIxAyjeVtBcqHniKkawwvX74SeXNxsBWo4VCbNr5UwTooD0XL2CeKb9KiJ4Sxr1iOE4Xjh221FZhGD488q3FhKy/jyDd3cnTlVMHIG+P4ohFpkrY9+aiy5CpLeHhoaZ8l7cMHoZGZlSn9y3gjPb4sQ8VFjQGmczzSU0XlZX9RS1WBZjJu33kAmZlZUINTeUiDfWAEB2O9HBfkid9XMY4Rluc4pMyp2XO+MxjLqjrUlX1JTdLYBo57NfalPEz9SFObGgP2aNLsSv7pkmyZV/n50l9q7FvqzsmRxfddnmmMsgz7l3Uo+uxb8se+JD3rwBcEaVlQL0UxD91eX9Mzx7xTVXNazTPSVmOGdan62GbVPtZDrCKo2xpHHDesS/Gp+OKzdZxKK+paKIgXVdj29Cqq1LdNLw88lpZEbLVdxVkPGntgaYs3RYNpvLc1+JTXi63ynxtnrM9WWVW/dZsUf7bKqDjh304bVB4jHVWXMa2o+y8po2ga28Rda7cuXUXDNwLTl9IvrJx1mvWz4s/u1cbiq2ioq92yNhKKGgM2ihSIKqx8YWkFiBT1YIfQl7S3qKqM6cUGcTv8CS0Lk4VksuQx1279rJiyF6/Si7yaeeDFFpDYYtFSp41ES1oxJrriTZVRVxXPq604Y3px7r+IhlEudlZ9G80vlB3qa1LGPGFt8aXibMzpj7QNFRtuP6Yb7hQ9RhnvDVls3hrpGssx3pgmhT+JsJHHqv4CNAttrE32iozkzpamoOHDhlleUmEh1musu0hC5gxfWs4W/eLU/7X1meayjY6x6gdb/DGuSB4NpC3j2h4xc7w9ml/b1iKq/SS5+CBuY2AKs5+Q/DTCXmONOW3lsRVnKWMQuooTfqwAxUY2U4datafQulQFVtdCyxgqLjSfFU27j3Y+6lQY7QJpnOwGuCqQxkrN/BrjDU2wy5Yk2ChrIGnKYgYbI31F1DpOOFX9Y6BtnU/qUPkUMTtX1RZbNIxFmF5UHpW/sHysT/2p/IVdjfVa0+Uzt+e0zxq/q6LKqKuFvlRsavEntCyZLF1uiDHdmkqa7+3I17pOeTZTsq5TVWAvnumFpanyhV2LU95WHhVXoM3Sd8aYgjWrMopv5jTGFcxterKVbivOVtmi4ooN4kUR0ulaAloCJS+BkproJc+ZplhWJKBBvKz0hOZDS8CGBBSI86rubWTTUT+wBDSI/8Cdr5uuJaAlUP4loEG8/PehboGWgJbADywBDeI/cOfrppdtCWjzSdnun7LCnQbxstITmg8tAS0BLYEvkIAG8S8Qmi6iJaAloCVQViSgQbys9ITm47tKQHl/WF/5KQMVx9ewizJxFJX+XRupK/9LSkCD+F+yW3WjSlsC9sDaXnxp86Pp/7gS0CD+4/a9brlBAvwWCT8exU/n3rh5E5cuX5avafK79OqPafxwlfoAmaG4vtUS+G4S0CD+3USvKy5LEuCX6PijI+7u7vL7mvyRYf6uIr9Xzl8U4udP+Y1vfsKUP8htCvZfzS5LbdO8/LUloEH8r92/unXFlADNINTAPTw88I//+m/4evvIt7H5fWx+f5o/p7dh/Qb5IWN+BtlW4EJg/YlXW/l0nJZASUpAg3hJSlPTKvcSuJRxCe3atEH9OnXlV2GMDeJ3rfnLTNbfZidw89dn+Csy2iZulJi+/xYS0CD+LaSs6yjzElDgyyt/6aVmtepo17oNrly+IryrdGNDCN78ZaDt27fLz4jxF5j4M4LGH0ow5tf3WgKlIQEN4qUhVU3zm0vAFsh+LhOKBn9RZ2lwMH7+90/gzwA+e/5MSKl0RZe/8nLo4CH06dVbQH/y5MliV+dnY3XQEvhWEtAg/q0kresp0xKwPqLMysySHy/mDznzR37583PWgaB+88ZNjBg6DH179ZbfgeVPchl/osy6jH7WEihpCWgQL2mJanp2JWCtydrN+BkJJUXTCOKK5rVr19C5Yye0b9fO8gPAKk2xyDz9evXGTG8ffaiphKKv31QCGsS/qbh1ZcWRAIHSGixLs5w92levXYOvry82bNhg085Nm/iePXvQvk1bxETHCIh/Cd/26tfxWgLFkYAG8eJISef5aglYg1thz0yzTi+Mgc/Nb4+WsU66FAb4+2Pd+vV2NWweYIYuD4VbS1ekJKfYI6vjtQRKVQIaxEtVvJp4eZTAgwcPEBgYiOCgYPAHihkUwL97/w4vX77Eu3fv8PTZU0yZPBn9+/bD5YzL4k+uPVPKY4+Xb541iJfv/isX3BPY+Mp6+pkz8gp7RkYGLmdk4NKlS/Kcnp4OxvHw8NWrV7hy5Yq88n7j+nXk5uTabCNNGfQCUa/EZ2ZmWoDWZoEiIhVIv36dg7i4ONGwbR1m0gZOl0L6it+4fgPdOndBv959xCvl+PHj+lCzCDnr5JKXgAbxkpeppmglgctXrsDLaxS8p83A1i2JWLRoEVxdWmLalCnYsX2HmC0GDBggv+ae/eQJNm3chE4dO6KxUyMkbkm0omZ6vH//PkYMHwGnBk6YO2eOLAL8/klhQQG1ymP9TJfBtWvWoEeXblgesgw7duwQcCYP/ItbG4fpU6chIjxCSDx88BDeU6djkMdAyUsNnYF0rWmrOvVVS6CkJaBBvKQlqukVkADBjJr2nDlzcP7cOeS/f4+NGzeicsXKWLJ4CfABuHn9BvwWLBANl4Uf3n+I/v364X//f/8LHgMGIPtpttBUwEiw3r17Nxxq1UalPypg6+YtBeos7oOix/w0j/CQslHDhvj7f/1f/PrTf/DTP/6Fn/7+T9P1H//E//yf/0K1KlWxaeNGEz8Anj97hocPHyHvbZ4ljjekrf4kQf+nJVBKEtAgXkqC1WRNEiCQPc56LCYSpSlv37Yddes4IixshWR6n5+P27dvW9z4+Bak3/yF6NypM5ycnLBj+3bJp0A3KytLvmEysL8HmjRshL27d38ibgWg9q7WBaiFp6SkICoiErHRMYiOiER0JP+izPdRkpYQnyC2b+vyfDa6Kap0xbN61lctgZKWgAbxkpaoplekBGiaoBYduny5zbyZmY8QEBCA5cuXw92tFTxHjLR8r4Qv0vAbJSzr5+eHBvUbWDR4RYzASZs5Fw1bf0wzgqsCelX+c66qrJHe55TXebUEvlYCGsS/VoK6/GdLYGtiIurUdhCQtlX40cNH8F/kj71798Jn5kw41XdCclKSZH369ClWhq3Azh07ERkRgXp1HC2auqJFTX7Htu2IjYrGmtWrzX9r5BobE4uETfFy0Kry66uWQHmWgAbx8tx75YR3ay21SBB/9AgLFy5EcnIyjh49hnp16mL2rFmiXZ86eVK+6Z1xKQMR4eGo6+CAHdt2iCRUPfRaWbNmDRYvXixugnQV5F9QcBCWBC5B+KpVchCqxEd7OL+XQm+Uwv7oOcO/169eI+d1DnJe82ouk1OwLD1yqPHroCVQ2hLQIF7aEv7B6StgNYqhuCCeRdV74wAAIABJREFUlJQkXwkcOmQI3FxaIvVUKuLWrBVNmmC7IjQMdR3qYOd2E4gb6yjuPc0tNM+MHjUKQwYPxogRI8XrhZ4vI4ePwIhhw+VZ7vms/oYNl/SC8cMl/9BBQ8Tjhv7mOmgJlLYENIiXtoQ1/U8kkJiYCIfatRG6zLZNnJq034KFOH7sGPhDxfTbptlk1EgvhCxdiqvXrgrNsOWhAuJ0UzSGJ1lPwIWCroDRUVHmv2jEREXLQeXG9RtAf28Ggvj+/fsxePBg9O7ZE/379Ue/vn3lBR6+xMNnufLe/Ne3b1/07dPXnLdfgfyM79WzJ+bMni2fpWUdxoXMeG/kWd9rCXypBDSIf6nkdLkvlgD9r+s51sWKFSbvFGtCWY8fy8FmyokTksQXhbp364bffvlVgFkdVq4IC0ODevWwZ4/JO0UB5N3bd7DIbxG8PL0wbsxY09/YcRg/ZizGjh4DX5+ZotVb16uftQTKowQ0iJfHXiunPBN8+Rp7eHg4KvxeAbN8ZuL58+eiDasmMc+pk6fgMcADsTEx8uEpeqTQU6WNe2ukpaZJVroZ+s6ahUp//onY2FjJp0Cc17d5eRJH2/THv7dyT3fCb2WvVjyp9umrlkBJS0CDeElLVNOzKwECNl/SmeHtjX59+2HSxInyRiS/wa0Cf3F+5YoVGDxwkIB0WpoJtG/duoXDRw7j5auXAsT79u0Df4ShX79+cgh69uzZrwZmW4BrK07x+jnXkqLzOXXqvD+GBDSI/xj9/N1aaQQvatnZ2dnyzRO5ZmbC+CMKfFnmzdu3EpeVmQl+D8X69yxJj1o0NXqmkw61cnqNMBjrU/e8Wv99N4HoirUESlgCGsRLWKCa3KcSUGD6aUrBGFtvPBbM8fVP9nixF29do1oMrOP1s5bA95KABvHvJfkftN7igmVR4rGm87nPxaFvpGm8L6qsTtcS+JYS0CD+LaWt6yrTElBAra7WzPKAlLZ32uP5nRXa+HXQEvjeEtAg/r17QNdfLiTAV/mjo6IRHByMlStXyse55sydIz8QYasB9hYCW3l1nJbA10hAg/jXSE+X/ctJwBb48tA0JHipeMzwF3x4mOrj7YMZM2aA33JhYDljWeP9X05IukFlSgIaxMtUd2hmyoIEjADM+4MHD6JN69byzRXFH4Gcf0Z/c2M5lU9ftQRKWwIaxEtbwpp+uZZAbm4u5s+fD9eWLXHu3FmbbVHgra42M+lILYFSkoAG8VISrCb715DAs2dPMdprFDp16Ai+cMRAsOYhJ9/81EFL4HtLQIP49+4BXX+ZlsDT7KfytcJ2bdri3p27wuutmzflo1n6K4Vluut+GOY0iP8wXa0b+jkSUKYRfmd8kZ8f6jvWxfKQEBw4cACrVqxE4pYteGH+YeTPoavzagmUtAQ0iJe0RDW9v5wEbty4gYXz5otGvnDBQhw8sF9+ROIv11DdoHIpAQ3i5bLbNNPfWgL87suDBw/lRyq+dd26Pi2BwiSgQbww6eg0LQEtAS2BMi4BDeJlvIM0e99fAurDXLST858OWgJlSQIaxMtSb2heyrQEBMQ/fIDG8TLdTT8ccxrEf7gu1w3+Ugkoj5UvLa/LaQmUhgQ0iJeGVDVNLQEtAS2BbyQBDeLfSNC6Gi0BLQEtgdKQgAbx0pCqpqkloCWgJfCNJKBB/BsJWlejJaAloCVQGhLQIF4aUtU0tQS0BLQEvpEENIh/I0HrarQEtAS0BEpDAhrES0OqmqaWgJaAlsA3koAG8W8k6G9VjfZl/laSNtVjT96WF4O+LTu6th9QAhrEv6LT7U3gryCpi5aiBCz9VQJvzltolSK/pUm6vPNfmrIpb7Q1iH9hj+lJ8IWCK+fF2O/qr7w2RY/d8tpztvm2CeJFdXJR6bar0rFaAt9XAkbw/dHH8I/e/u87Eku2dpsgXlgVuvMLk873T1P9Q4tBCVgNvn+DSpADJZuvJVlSdOzxQfr2/uyVKW68Ne/Wz8Wlo/OVHQkUC8Tz8/PBPxWsn1X8j3Ll50j5I7l5eXnfrcnWky//w8f+IVMaxD/tGv648aOHj+QHj7OzsyXD58rJKHfj/ae1ld8YvfiXr76zC+IE6mvXrmH37t04fvw4Tp44icOHDuPQoUM4efIkkpKSJO1yxuXy1eIS4JY/kBsSvBSbNm0SjakESH4RCYLI7Vu3ce7cuU9+LoyQridjQbHeuXMHgUsC0b1rN6xdvear5EPZP3n8GOfPn0dWVpalorIO7E+ePMHp06eRmpoqc5rzODkpSeZ46qlUPHz0yNIW65uy3jZrfn+UZ7sgTq3Ff9Ei9O/bH9u2bsXWxES0dW8DF2cXJCYmYseOHRg8cBB8fWZ+Iquv6uxiIo/KJnXxG8+fGT6/BFHRVCo9PR2NGzWCp6cn+LNd9sIndVhFFEdOVkUsVbEswXumz0xsTtiM3NxcSbOb31yS6bbyFIcXkrCXz168heEi6jfms8WfMd3YAFt5reMUb69zchAbE4M6tWojYJF/AZKFPVjTU3kfPnyI8JWrsDQ4GLy3FVTdn6TZI/pJxoIRdukVzGZ5Yn7L9PjwAWlpaejRvQdqVKuO1q3c0bVzZ3Tu2Anubq3QpFFjaYtxTLP8ixcvZOdpIapvypQE7II4QWHVihXYvWu3MPw0Oxsd27VHSxcXqK3o0aNHERQYVKYaZGTGOOCN98Y8X3L/6vUr2YkQRIsVvnDCFkb76dOnmDlzJnx8fPDq9WtT1lKopwAPZvr2ft2mJGVcoN7PfBA27cji8MFDcHF2RuDiJUX/Sk8xfgCCO9EJ48YjKjoa7969+0xO7WenLAuTZ3HShIbVwktADlkagsoVK2HIoEHYv28/jhw+gl07d8F3lq8obszDQHPhgQMHsG7dOsuct8+xTvleErAL4lyNuf18ae7QzMxMdO/SFW3cW+NhpknrINDff3BfVupjR49h+7Zt2L1rFx7cuy/tIQ2aZPbu3Ytr16/h4aOHosGvi1uHa1euSJ7r168jPiFeTBO3bt2SOJpy7t29i4MHDuLC+QsgYB05cgSrY2ORdCwJb9+8KSAvbmf37duH7du3Y8+ePeCvk1sH46Dn4Dxz5gy2b9uOnTt2IiU5Ga8VEJoL8plmo23btgnPV65ckUmlzExHjx0F41QgfT6T3s4dO8TslP3kiUpG/ocPYosVPrdtQ9Lx4wXqfPXqFZKTkkWGnFDpZ9ILtbmfPHkK/fv1lzKWSgCheerUKezYvl0m5tWrVyWZmHaHMj14UDR4yowTNG5dHLizoEzu3bsvMtmwbj0uXLggPLOwUXaqLm67aVpjnx8+fBjPnj1TSaDGezotDTu27xB5XM7IsJypsJ6LFy+a5LRzp2ztWRf74uzZs9Iv5PGxWXYEFNIi2Ny9c0fqYN8w7uiRI3j08KH0N3cjm+M3W/Iobf0d67twQerbs3s3FvsHoHHDRggMDLK0i+P06pUrIi/23eEjh/E467GlPezz27dvi7zY3qTjSXj58qWk82xkdUwsxowejbt370ocwZxzh+OQ7TUGypK73Dt374gJIyUlRfrs7t172LVjJw4dOIgXz00gqsq9fPlCNGiORc6DZ0+fqqRiXVmn+mOBJ0+yMWP6DLi5tBS5KiLPnz9HxuXLyHmdI6DN+tq2aQMPDw9RWqi82RoLqry+fh8J2AVxa3YyH2WiS8dOaOXqVmDrmJWVCZ8ZMzB1yhTs27MXc3xnY8igwTIpCPJRkVGoX7cuBg8ahDWrV2Px4sXo3KkT2rVug8iISERGRGDevHlo16Yt+vTuI0DHgbJr5064u7pJnatWrsKy5csxdMgQNKzvJDSU+eDShYsYMXw4pkyegv3792NxQAB69ugpE8K6DXzOycnFqpUr0ad3b6xdswZbE7di6KDB8Jnhjcdm22ZWZhbmz5uPcWPHYcuWLZgzezbat2uHnTt3yqSMjIyEU4MGmDXTZEr68CFfwL5Pr95YFhKCvbv3iHbmNdITV6+YQJT2ximTJ2PNmjVS7yCPgQJy5In1zpszF0MGDxHTFeXUt09f0ZisFxfmJ0isWb1G5Hz/vmnBZDwXjeDAIIwbMxaJW7ZgaWAwBg7wwNEjR2Xybdu6DS2dXdClc2dERUUhKCgI/fr2hVtLVyxZsgSxsbFY5OeHXj16olPHjkhOTibZT0JGxmX4+s7CihUrkLh5C4YNGSpARrAjEIQuC8XY0WNEdstDlmFQfw/s27NPwIEL+ID+/aXf18etQ88ePeDm6oZZPjOxZ/ce4Z39zoWIISMjA16enmjYwAmJWxIl7vatW5g2bRqaNm6CubNny+LuO2sWWrm6yji7dfu25CMvkeHhGDZ0mMicAD100BBUq1RFZMtMBHAuIB79ByBoSaCA/eSJkzDaazQuXbwkdLiY+3h7IyYmRuoaMXwEtm7dKmn8j0DMMZ98PEni7t2/LzxThpcvf3pmRLt03Nq1aNO6DUaNGiVyXhu3Fl6eXjLmd+/cZaHNxSN0eSiWL18OjrvOnTtjkd+iT85ALAWKeXPx4iV07dIVLi2cP+lnHpJfvHRRxnCtmrXg5eWF+Ph4UOHSoexJoEgQVysvQbxrp85iO6P2w0AthKBJQEtOSRGgoIbbyKkhpk+bLtoXTQ5NnBrCzdkFGRcvyQq/JSEBv/38C/r17QdOOA7q6MgoVK5UWQYqaVOT6dWjByr9+acAJPNcv3oNHgM8UKliJTmMIW9jRo1Gk4YNRVMhiJA3Apebi6ssCKSl2sB7ThCHWrUxd+5cmQhv897KdrF2zVpiPiKN8JUr4VSvvgW0z587Z5rkgUEy6flMMBw9ajRJ4uKF8/I8eOBgOeQiMBw5eBDNGzfB1EmTQVMU6+vatQvu3r+HvLy3WL9+vewcqKnRrupYqzbWrl0riwSBe+GChahbx1FARSox/Mcyy5aGSNvVoRrbyPLUMuM3bcK7vHe4dOkSunTuIjKjpkxNsWe37qhXpy4OHTwkcj+wb7/U4+rqitNnTkscZVS/bj3M9vW11KpkyMWT4N2+bTvRhikvLnSbNm4EdxNcKFo0bYbYmFhpy82bt9C3V2/079MP+/buQ5tW7gL6r169xPMXzzFj2nTUdaiDI4cPS/mgwEA0b9IUNNUxUBNfErAYNapWQ1xcnMTl5ORIn1WvXAUTxo6VdlEOLFujenVJoyGYZznNmzbD8mXLRNvleF0XF4cG9eojOChYaKWnn0XbNm3lfOfB/QeyQB7YfwCuLi1FMaCte8GCBTIWCWK5b3KRkLBZ+k4IALKz4fkQFwkGKgHeM2Zg4MCBll2hkh/TuQhTm2/l1gpDhg5B4tZEAU0u8E0bNQYXOgYuygvnL8Bor1G4efOmKE80n/n5+YmsJFMx/zPWr4rs3bMXjRo0xECPgQUOZ5nO3S8Vi47tO+DYsWOyOHMHoUPZk0CRIK5YViDe2q2VuGkx/sH9+3Io0qJZM+loapvUajgQO3boIEXv37sPN1dXTJo0SZGSLXOdWg6YPnWaJY5lHes4io2XkdwyUrvp1LETHhlOzLds3oKf/vVv0aYJ9ATbkcOGI89gj4yKiESF337H5s2bLfR5w0k808cHVSpVlm28SuTkdHV2gUfffrh37x4G9B+Atq3bFJgo3D6/fGHaQtPUw8OgieMnCAkelv35RwVs3LBRkZQJSA2/WZOmMsmp9TrUri0aL8GVk4T80MPBo19/0YgeP/64hT969Bgcaztg+rRpnxwqEcSpcY/28gLNXAxcKMaNHYu6deqIFs7FlOcZ1LaaN28uZi22gdp+7x498fiJqS6au9q1aSMa+ctXr4QW5UGQ5s7nfb7p4FaBACdyVGQkHB3qYKa3D86mnxUAILByoRVQrlMHG9ZvEDMNzUf9evcRrZlgysWBWjcDTTxhy8NQv46jLCqMi42OFm2UwMHAtkaER8BRaK6XuPx87tR2CU3aa1WgiapZ02YIWbpU5Dp50mQ4t2ghixnzsL4D+/ejRbPmCA4yneWsjl2NmjVqYk3sakVGxpvn8OFibjh18iSCg4NlN+m/yE9MQU+ys2VRoImMgRr78KHDsXGjqf8pq5zcHBk/XOSsA9O5q2vWuAnGjhkjAP3+/TssC1kmcle7EO5GuUNdv87UbtZGuvwjDdKmiYNmm5s3bgodgr383biBO7fvFBjDysRk4hpispwxfToWLlhQwBxGfrkojh83HkMGDhbFyLoN+rnsSOCrQPz6tWtwad5CtNDI8AhER0UhdNlyzJ87T7QzNpN27pbOzgJGqtmcGNR8fbx9VBRSUk7AobYDpk2dKnEEBGo3HgMGFDhUoe2dhzIB/v44f+G8aJFzZ88p4CUSExWNX3/+GaFhYRb6vCFIjR49WrRV49aQJg9u4Tu2bQfyxm3wgH79xXZZgID5gW591FAmTpgoMfROYHtoG1aBk4BmHoeatXA67bQsDtzWV69aDU71G8DXd7aAReajR+jauQtoiiEQqkCbOzXx4UOGfpyI5tlHYKN2OsrTE5lmExAXNO5A6jvWxdKgYMRGxyAsLEwm6OrVq0Wj5cIxZOAgAVXKl4H2aZ5zcIejFimaALjVp8mHuwrrcP/ePcyYMhUONWqigWNd0PxA2zu1Vi6o5GFxwGLhYUVoGPwW+oFgmXrqlJhSuIjwrIPg5zliJPr06iWAwnqiIiLQqqWrKAV85qJBzd/BwUF2L4x7/z7fpCw0biJnKYzjYeuJlBTxnuLB3a2bt0Qe3bp0kV2dlMvPF1MXF1aCOEGQwMn+2LtnD7NIYDtGeY0SjZ3nFDRp0KRTs1p1NGrghNm+syVO5b9y+TJGeXkhbm2cwkmVZPOam5MDf/9FshByB8rAcUDZDR40WAD19avXYsLp0L69ZRGyJkYlgJ5iQ4cOhecIT3iONP2RV4497oZPnTSZpawZe/7sORLi48WsZVSSaEqhXKgE9O7ZC/N854D86lB2JVAoiCvti+wrm7hRE79544ZsnXt0647cnFzRDt69N53QvzdrINQKBMTN4ExatDGaQNzbIhnaFen6Rc2TgVtJ2tG5Dae2qgI1qaoVK2FFWBiuXL6Ceo6OmDZlagHPAIL477/+KjZMVY5X8jh50kQBR9paVbh29SrcW7qiW+cuuHDuPLp06iyeOK/Nmqlg54cP4sbHQU4Q72AA8RVhKwSceXCmAg/GCNo8Dzibni5lqTXR7jt82DD89suvWDBvvkzevr37oFOHjnj5yqTpkwYP7QjiY7xGFwB3puW9y8PS4KUCHEoTp22cQNy8WTNcu3pN2FDeEpyU7EvWTxDngqG0fh76sU9pE1ZeCfS4IIhzEbUGcS4gtDXz8I22du5GqlaqDJP9/4qYeGgOIUgLr4aDPZaliaNn126YO8sX4avC4e/vL6Yw5iWP3EVxQU1KOm4pTwWBsqAJioHt2cEdH0HcsPsREG/hLPbuO7dvY7DHQDHf8NCSgWNy/759aN7UBOKsjx5Y9RzrFrBxC4h7eonL3YkTJ5D75o3Iiwf0I4YNQ5WKleQ8hOOJgSbDwYMHW0xfxnkjGaz+y8rMFDpUBLgTYuCBfdeOnRC4ZInsfu7euYshg4bIOREXaAbSpTmL4M3AvqGfOncACQkJBf74DgO1fXXYKgXM/7H8kUOHRdbcTatAE9yVq1dw9do16afWbm7guQUDZa5D2ZTA31Tn2Bp4attF1p9kPTZ7p7hbtvAEWmp/tDFfvWw6wGNeat+HDx2SFt+/exfurq0s4MzItNQ01BPTyUcQ5xaS22rv6TOk3NPsp6IJcjvJl2sYyGtYaCiqV6kqNlRqE+3cW6NDu/aylWce8jx3zhxUr1pVDpykoPk/ll8VFoaKv1coYGqh9t2gjqPYr1+8eCk2yBpVqiLtVKqlOCcbX3Z6nZsDAqbRnMLJXbVqVSxcuFAmGguJSaJde3Tr0k22t5xUSvunWaN///6yaNy/e08Ohh1rOQjYqwrjN24UzY8Hg6qPVBrBOTo6WrQtJRtq8b6+vqhSuTL2mN1CmZ9alng0PHsmID1i6FBw0VCaeMalDHRo2xaDPDzwwuxxQa2a7qR0QVMgzvHBP+4weMhFf2MGgsrUyVNkN0atPiQ4GDWrVMVW8yEk87AMXxjj4sId1NQpU2V3cvPWLbw1gDzNExHh4WjasBH27d8v9Gln91uwELWq1xC7OyMpD76ERrMI5arCyRMn4NrSFdT+6VU1Z+Ys1KhSDdu2mg5EWW5zQoIcktLkwrB7N+3/dTF/7lxLW+llRMWkV49euJhxEYnbtiIjw3TImf00WxZhpvPtTwa+ODN0yFCLHZ+L1aWLF+XA0NbBNLVc7hBoVmLeD/n5cibUsX17MYWxfpqpBg8eIi8m0auIgYsRzVOU5+cE49zmPZWo6dOny1kMTVAHDxwAXS/j1qzFvLlzxSuMO2qegXF3yXFLBUCHsimBvyltzRZ7BER2OjuQGjBt3dSWDxw8KDZdTgq6kdWsXgMD+g6QzieALJi/QICEA5Tb1Jo1aqBnr16yBaUWsHH9Bvz+8y+i/T3JfiKaxYb16+Wwk2DCbf+z58/FfvvHb78jJjoa9+7ek61wty5dxcuDk5uBHgPcHoeGhorWwclN4Pee4S12S+t20QREEOvdqzfSUlNlYtCO29a9NVKSUyQ7vVwaOzWUQ8Cdu3aK2yLtonR9y8nNBQ+EuAPgRKQNnYBIzxO+PEEXRy5iQUuC0NKlpWhHb96+EYDlxCFoppxIES2dWihBkG/MdWjTVrRaTmAucgTQPn36WLRq1Q72B//IIw+Gjb7qSclJcG7hLO3nNpsumjStcJvPhYPmDHpwODdvIcBDUwU1U9qp6UpGMwr7jEBB7bRt69YygdUiwnp5QBoSEiJmKbpBpp8+I14M9O6hdk43wbat3OVMgW5/hw4elBdIeOh69eo1TJow0XSOMXwExo8dh5HDR4hpgx4nDBwv5IdubQQQeoH079tPxsuSxUtkV0LlgYeYPAjnATDHC3cR4atWoVrVqpgyabLYcek62sq1lciDpgN6T40ZNUZ2QRPGTUD2k2zxDGL/8wyAL7DRvkyZ8UyEh7Vc2GgzZp5z588hKTlZ3AkD/APE1EPTDj2BaH5RizQXefZf82bNRVNWfccrF8W4devE7LN16zZJev70mSgvdAgIWrxEDj1psuJOrXEDJ4QtDxXeufvcu2/vJzszNSasr8Z+Y0VMpzsp31j9+//9b/z5+x/y98evv6HCr7/hn//zd9mFnkk7LfOnWbPmYsqiKyl3XzqUTQn8jR1bWOBA4PaKYEkNly8E8BSdYMNATYr+2XTHmzhxoqzkBHba0TjhN2zYIIeV1FKpjXHCMW7GjBlyyHfh4gU8fWaOmz4DwUsCxU7LssOGDUNdx7qyKNAli3ZMuixmGcwr1EBZn9/ChYiOiZbtKA8aOUFVUG1UV/JOUKY7YMSqCBAcuBNgOv+4sBFApk2dJm2iSxefuQARLDi56SWg2sQy3CJTi6QLJbVkTnJOOIIiA191DggIkMWGLpN0I1SmEE5s1h8QsBirVq0SUxFdypSPt2qH8cot/5gxY7Fs2TK8Mb+tSb55IDh96lSMGzcOvrNny2ErZUE57dq1S+y5PLOgWYcmFS567NNF/otEc2T/cBvuO3OWvPjB17LV9l3Jh2DPcwDKLzw8XPqEJiaGd+/fi22a3hkcE3Q55eFj1uMsvMp5LV4rPbp0w/ixYzFvzhw51HWoWVvs6gQKLjYcX8OHD5fxxsNZetLQhky3SC6aNNHRTu7t7Y2VK1fKWKTZgC54/397Z+FV1dY2+vcvufeOce/3fW+c9niO3Ymd2CgqiBJ2YWGLgC02YqNiYicqJnZ3d4txzOeO37OZ6yy2m82mzDXHgLX27PnMOZ+eazIv6LnxIAL2+/bvU86/Z4+eCltOHjNHcOLnzrhUasCSOcPNkjpwNUS6MucRsGlwXJ85YX4gSJQh3Ll9V0aOGKl1GpsGTA8SCS6oIHR7YI6oG/gZKer58xeycsVKiYzsqxKiUWsh/Y2NG6PGz4kTJ+r8mLmw1+nrO/BgPulXv8hIiezbV4kqz759+giGYCQb+o/rKLaOlJTVumd9bcPJ9+kh4FUnTnfYuHBsbG4WKZwjCNYgDtNlNh8bCfGdMgQWLAuSMnDO/BHHEz0joibI3sTRDmm08+DBQwnt2Em5TbgjEB5Ix3hLmL6Z9ukTG8s9j0l3f7IZqJP+ehJ5yU88SAPx1T4mxkofSae/JkDwyEudnjgX8po+Mmb3QH2UvXf/noU43fOY36ge4JhxP0N1Zbgu0l++eKHI4/adO5bXDoQCwy6nO0lnXugDbTIW/kj7O+6V+tSTbpC3aZsnc0pfGS/z5h5IB0nxZwjZ1q3blONNWpRkqS6YA84Y1K1T19KjMxYQCfW/ee0igtgBgB/zxh9zQBuMiSfMBCoUMw4kJhM4vEI/WCMEYEFdRqdNHG2ydrKbOzM3SF1mPMzxsuRkdSfE48ge3mT20x7Hu9lP7B+zpoinTubE1G3KAVvWDO16Z7dMieyfjJH6gBftmD904Xh3MfdmHZn+5IdoZN8TJ6UgIZAjEi/IxnJTF14X7QLbSqvmLdTIaS9rX/z2eF/f81M+vxvJ1z6SL6d+ssH2cFJ23TqLaHgq4ykuN/3wJS9teGuHNLhN7CforE0AiXNQB7XKndsu7takfYon85nTnHpKZzyoT1BbuSPwwuq3p36YtrzBPjd5TF5PT1/a8FTOiStcCPiExLNMnttK4qdb1Mc99pLBSvrwdz0gJ/S7LVu00JOdHEjxxhH41IfMXmUZy8c9/bsT7mlWR10J73FqM6ootzRyEEUe9wCnY5VzT8xE3B+X8pDRFgVnaTgoW3S+X73186PKfeg0khrqDvzw4WA58MIBHg5CYRfwFnyo3ltxj2n5rRO482cP1GnqNU97en7emQ/7nNjfPdXrLd29Lk/lvcXlt7y3up203EHKHAImAAAgAElEQVTAJySeuyrznxtRGd0dOlyOsHOCDkPntxDcF7/7RjO/zTOnMWf3Maqcyn2udFQQGGXxXecwFoZgoxv+XH3Kb7vuc+X+O7f157d8bttz8n/dEPgikXh2IC1ozia7dgo6PrtNmV18Qbf/OetjjObP1358D3DxBovcwstbXflJs0sV+anHKVu4EPhikTgL2agePG1qT3GFC6rc157XzZiXcnkpk5sRZVc/8d6CPd3UYZ5mft3L28u4p/HbvcXPiWxy6qun/mcXZ+CiY3RTnWRXpjDjPydcC3Nc31rdXwwSL8jN8K1NkjMeBwIOBBwIZAeBLwaJZ9dBJ/7bg4BDsL+9OXVG9Pkg4CDxzwf7765lB3l/d1PuDPgTQMBB4p8AyE4TH0PAG0InzVu6e23uOnL3dOd33iDg6MTzBrdPXcpB4p8a4k57DgQcCDgQKEAIOEi8AIH5JVTFcXI+nsRRbfOdkctXXJcG8GEuvnHCdXDux7vd+54bTti9rPPbgYADgU8HAQeJfzpYf5KW+MY7H59q0by5XlrB9V5cmjFq5Cg9Gdm7Z2/9/rr5uJaDrD/JtDiNOBAoNAg4SLzQQPt5Kua0K59p/T//63+LX9XqwkUVXErBN6/5kiIXQ/fr1++jy3HpLX7bHCO3I3b7++cZkdOqAwEHAt4g4CBxb9D5itLsyPbJk6fKbf/y40/CpRLuAS4c1Yr9eyt8/Y/b7fk+ub0u97LObwcCDgS+LAg4SPzLmo8C6w2f7+UCDW5Bsm7ZsblxGATO50e5/o4PUTVt2lS//c0nWx1EXmBT4VTkQKBQIeAg8UIFb+FWnh2iNfG7du7UG3q4xuzokaPaGZNmesY3rNetXavf+S5evLjExcXJ9u3bczR8mvLO04GAA4HPC4F8I3F3pFAQwymMOnPq15fkE1tQ4+daOG6q+fHfP0iH9kFy+5brrlI7LODEudG9YYOGemUc13fh1WI4dXveT/XO+D3BwFPcp+qT044DgS8VAl6ReH4Rm6+bLqd8OaUXBHB1rDl8zMlbO9n10cSbp70O4jzF2/Pk9x2Xw6GDh8jvdrWKW6XpB9L1Zh2uWivIkJ+x5adsQY7BqcuBwJcOgRyReGENwCAw8yysdtzr9Yoc8oHE3dvx9bfX/vhaiZd8XKaxdMkSdTfktnlPYdHCRVKzup/eI0q6e59y+u2pTsq4l7Pns6fZ3+15nHcHAg4EcoaAVySec/GPcyCGc4+fL4dJctroH9eevxjT3veCNEDgXMobFxOrN9kDPfexM1dciuzfsJFcvXLFArB7PivBQx0mzVsZk8f+NPnN057mvDsQcCDgGwSyReJsLPSliOMvXrouBOYdP2T+MIiBJOwbkMtcudF+/fr1krJ6tZw4ftzjJbqeukY9XEbLnYsgFnt4+/adXsiLGxzB3qY9X17eqYtxceGvtyvgTN3kN38mzjwhXPTd9A+fa/393uUW8p5LernWTT7oxbT29kxZU1d+nxBT5gJVStrOXVmqo3/0iza5Ob5du3bSo3sPhQFwMATYjIPC9vcsleXwg3LeyuaUnkP1TrIDge8eAtkicSDDtVlr16yRCRMmyJT4KYqc4exWr14t8fHxen2a2aC3bt2SYUOHypjYOElNTZWRI0ZK/br1ZMvmzT4BGYS3fNlyadWipezb47pvkbqJT9uVpjffz5s7T28z96lCHzOBSBcuWCABrQLk0MFDOZYy43XP+PDBQ+V6jx49qkZBCFpaWprCaHfabrl+/brcvXdPb1PnrsnU7aly8uRJrYY68dvmqjKQal6Ce79OnTqlJzQ57OMeIJY7duyQc+fPy+60NKlZo4ZERUVJauoOof8Qb08BWHGcnyvWCPyGmD9+8kRvUHcvA9HFSMracCfM5OXWddLIYwg0xIeb7rl5/nMaV93H4vx2IPClQsArEmezbli/QYr8+pt6L6Snp+thkP379+uFt/379be4tkkTJ0ndOnXk3JmzOlYQ1YjhI2Tt2rU+jR3EsXhRkjRr0lR27XJxjiCmk8dPyKABA6V3z16q112/br1HhOBTIx4ygVwSZydKk0b+kn7ggOZwR4j2YvY08/48I0Omxk+RqEGDhIM0ILb4KfHSu3dvWbJ4iYSFhkr3bt31TsmU1SkSMzpGevXoKSBaE+CAp02bJsOHDZdbN2+ZaJ+fpi8UoA9w1v0i+8mO1B3KkUMI4cjTdu3S+y2HDh0q165dU6TdJqC1dO3SRXXiIHhPAYTN3ZgzZszQW95BwBwOgpgPHhwlBzJhZ8qCmCG6kydNUgZg2dJkuXf/nklWYpaUlCSsmylTpgh6eRA6If3gQW0HTxknOBBwIOAdAl6ROEXPnz8v5UuXkS7h4Vlu9oazBCG9fPVS1SCBAW2kbes28vK5S+Xx/sN7wcWNze4eUF/Aab3+63WWpFcvX8qdW7cttcaH9x9k7549krp9u6pZjh09qm3C5RLg1ODUDccGokHVY35nqVxE07Td11nbffn8hdy5fcdq15SDOwS5ehqDycNz546d0r59e0WW/Ab5tGrZSg/O8HtMXJw0rFdfTp08KWfOnFVkPydxjlbhUrToq/Ddk149e8msmbNcEXn4T3/hqv/7v/5bfv35FynxZzH58/eiUqzoH1Ls96JStMjv8sO//yNdO3eRjOfPlQiD9M+ePavzZTVp6xgEgmP7ERERsnLFCoU5yB5i26N7d/nlh59k8aJFVlH6MGzIUIE47Nm9WzZt2CjNmzaTCeMn6Nww/+PGjpNmTZvL5o2bFH6BrdtoGdYEnP306dNl4MCByqVTMX2wEyqrMefFgcB3DgFF4t42x/lz56Rc6TISERomb9+8UXC9ffdOHtx/IA8fPZKnz54qt12pfAVpULuurFq5StasXSvJy5Jl/IQJyn0aGIMUOUgyf948WThvvsyYPkORA0gXMZ1Tg3B6cIgmnDl9WpYuWSrLkpNV7bF96zYVvd+9fy+7d++WyZMnqxoDrnb+/PkydNgwmTt3rhhETz0ZGc81z4J587Tt2bNmKQdKu3B/8+cvkNkJs1XlQf6XL1/IztRUIT/c4qxZs+TA/v2ekciHDzJxwgTp2bOnPH78WLsN4mrepJnsSdutv+ckJkpQ+yAd1660NJk4YaKgfiG8BznpmyhCpe9dunRRIkc0RAlpaOuWLR8RvcxiWR6oY0CAo0dHS2xMjIweFS0xo6L1yXv0KOJjZevWrcI8Zhe0T5kdQ1oZP26cREZGWqoUUw5Ov2qlyrIkabGJki2bt0jlipVkauaRf5D24EGDVb0GsTh86JDU9Kshw0eM0DIQYmBYvUpV2b93n8Zx4rRb126yfPnybImy1aDz4kDgO4aAhcSzQ+TnQOJly0mHoGDV6aJiuXjhgiQvTVbdJYh586bNUq1yFalft65s3LRRtm/fJkmLkqRcmbISHBSk4KX+hQsXSrOmzWTp4iWSvv+AhAR3kDq1a8v5c+cVafXp1Ut+/eln2b3LhfzQGXfqEKLeE0cOH5G5iXOkUf0GesKQ+jZs2CBlS5eR2jVqantr1rg+7lTktyIyY8ZMvVH39V9/ScLMWdKyeQtZuXyFIuN2bQLFv1FjAVFAPMI6hiq3CvIl0L/afjVk1oyZSmQ6R3SW1q0CshAXs2aePX0m/SIjJTY21kI2SAyBrVtL8tKl8uH9exkTEyuhnTpJevoBGRMTo/poyhvds0HixG3auFEC27TRj1Xx+8L5C1Kjup80rN9A+6rtZrpCepozjJLGMKl5ffhHPZ7qMnF3796Vrl27SuKcOR/lg6hWqVRZiR1NMaZpU6fpSdHNW7Zo6xCBuXPm6noAJkuXLpVSxUtKcnKy1bs1KSlSvkxZhTmRz54+Fb7AOHhQlEp6JqPpk/ntPB0IfO8QsNQp2W0O1CkVypeXWtVrSGJCosxLnCvDhw6V0NBQC6lkPMuQgJatJCgoSL0uACqcekCLlhLUrr3C+NKlS1KtSlXp2b2HvHvr4gA5KThi6DC5cO685oEwIPpjbINLHjpkqJQqUcLSt6JuqFe7trRq0UJVAY8fPZKmjRpLnZq15Mpll0EQXWztmrWkVcuW8jzjuZw+dUq5wv79+gnqGQIGPD7PaoyIiQkJUrpESW2XdHTkEBS+IUKYOH68IGkcTE/X3/Z/6K/hGKdOmWJFP33yRGZOnyH9+kaqjzZjXjh/gUoBxAMLkDVGX/prD1u3bJU2rVtbqhlUE9OnTZPZsxLk+Yvnrqwf8u4tYm8LaNjnnXf7n8nLVxA7hoTIunXrNMpehv5WqVhZiSiJcN1DhwxRws8hIgKcdkpKiiJxbAcg+ZLFSmQxeqOaqVShotpRKIMKa+b06aqrN/OglTn/HAg4EMgCAQuJZ4m1/Th37ryUL1tWApq3kGNHj8mZM2dk29ZtKv7iDkhgk4E0g9q3t7gm0tCJBgcFa55VK1bKLz/9rNw4EejMQQZwymxy3hGdSxQrrmqI+w8eKPeMKmfevHmyYsUKSUhIkLq166i+Gd027bZo2kwiwsItrhYuNDwsXBo3aqREBs4Pw+ySJUu0HxAH2oI75J0wb+5c5eh3ZxpUkTauXb+myHbn9lQJ7RCikgbSgHtA9RMRFiHxk+OzJKFawUsH5IXXC98xGRs3VlJ3pCqi4uuCcKcgPJC6CXt275H27dqp+oc4+qp6f2+qj0x3UPTUL1+4bBS8mz+kJU3LfJp34r39gUjfvX8nB9IPSHBwsBIe00/zVCReqZIsTkrSKCSTyD59FSGfOvm34ZZ8qFgmjB8v48aNk9IlS6m9w9SDYbR6teoyaOBAjXrz9q1+MiAiPMJSLZm8ztOBgAOBvyHgAxI/pwguIjzcQnqIzHDFIAMCLmGoK+xIHBEcFQRqGML8ufPU0GZEaJCTPfB7WfIyKVWsuOzdvUf106gQ0JOuXLFSNm3apLp2jKm4wZGfr+/hzRLWKdRyUQOJdw7vLE38m6iLZMLs2fJ7kSKWbt4gbnvbqGkgFkgABNQh48aOlQnjxgvEJ2rgIKnp56e6XHs53q9fuy6dwyPUS8M9jd8gYAjOmDFj1EWTsQCrq5evKPJGUklMTNTxkB/vEYyk2A58DcwH7oy4dY6JiVNdOHrvuJgYVfNw2Ic/V1xmvBUXY8Vb6bGxMjo6Wl1Ljx87LngltWvbVt0l3fuErr5SpUqWOgUdPt5EFcqVk6NHXEQPmG/csEEqli+v3zrne+cli5eQHampVnX4tFepXEUGDx6sccCNtRIWFmZJTFZm58WBgAMBCwI5InHUKei2QVRsLBNAonio3L51S41dqjoJCrKQ6b2796RNqwAJyUTiq1etlv/8819qIDN18ISbhvMFp69YtkxKFyuufuIgvuZNmkq1SlUsgyNonz5QhifGS3Ts4WFhlgeJC4lHSNMmTdSzBIMoH4AyRjbTNh4QzzKeKfKcO2eO6mPhgkFCEJ4GdespoWKcM6ZPF7/q1VU/bsqb5907d6VXjx4yafJk1cGbePOkP0gBuNrhd88zuH2Q/PXqlbx89UpVMSOGD7c8Y7AvtGndRm0G1AEC5A9ETV88BbxykhYtkjq160hTf3/xb+z6a9LYX/jzb9xYbQDE/x33dz7N34g8men+/tKgQQMJCAhQg+qRo0eVQG/cuPGj5kHiqFOMYZO+YKQsV66cpft//ea1LFq0SMqWKSML5s9Xd8IypUrrgTBTIcbbcmXLSjxwzFSn8PGu8PBwixNn/NnBwNTjPB0IfG8Q+IcnztQOBLxTUHHgAoaobsKdu3dl7JgxulERoZv7N5F2gYEWd47BsFnTptIusK0WuXjxolRV42c9uXrlqsahN1+2bJkcP3FCfycvWeIyMGZyxCA33OFAxAREezg2DhuhBoATb9ywkXQKCVFXR/KgJgnp0EE/rYqEcPr0aalQtry6uIFECeih8Z45c9bl06468WLFlZtFgqhdq5Y0btBQvU1ASpx6LI6aZ88eLa//MvEpyBiVCDr2N69d3jt/ZxI5cviwDB82TLl7EBDeJ61atZI7t2/LzRs3FaGjigFJE5A0OgR3UGMvv1HLLFm8WHXO6JuzCxA1+loQfxAe6uHJ+sDzp1OnToLh2D1waKlqpSraR5O2atUqqVihoiJu4pgrJBE/Pz+1b6D/xj6CfzgB2gQhrVKxknLsxDHWqVOnSrdu3eTpE9fhIs3s/HMg4EAgCwT+YZBHltjMHyA03AGL/fGnbrA5CbNlefIyNdbFRI9Wbjdtd5rqflF7cEIzddt2efzosWxYv16Rdt26dXXjghQwXLJ5u3fpqhwZemE4yAcPH6rnx6ABA/Rre/gTY9BDCkAlgx582tSpwlf2YmJi9FAKiGHtmrXqGcF3P/bu2at+zpxEBAn7VauuXOSL58+1LdrlwBAeMhghcVvEMApx6d2zpxQrWlTdFblkGDVK6RKlFDknL1kqfXr1lt+L/K76WmOItHOEuCfigglStgckBhAVboogRMLx48fVtzoxYbbMmzNXDXeobwiop+DUB/TvbxFD9OWcqAS2+LIT7G1rRCH/w76BP/isWQmWSg2i8SwjQ8dW7M8/FeHSf+IvXbyk0kzniAi9lBlCiscNunLm7d6De9KjRw9V0aCWU7tCeLiEdwpVt1WGA+yio6Nl5IgRlnRnxv6px1/I4HWqdyCQLwh4VaeASDHOceoSLoz7GUGcHMXn0AdH8O/cvaPucKtXp6j3wqH0g/Lo4UPVH8NVpqxZo++Gq9u//4D6gqPewJ8YVzICGxlxnW+uYAQzCAsPkkULF6ouFS6WgzRsYjg1TgxiOFy3dp3Gv/rrlXK+1IEnBQZF2jUcPGoRfKjRN3PKkkD9EBxc3IgHsT95/Fj184j2nFI8c/qMSgMQNG6LJ8CIG+UGnCrG1eXLllkcNXlQ93AQ6JbtO94QTVwngR9wBamD+AjcgYmnC/A1gdOfwB5vllcvPz44ZfLxBC72P09xuUknLwED58SJE6Vv7z6WagMkiwth1KAoaerfRCDAfDMHNRjcO1ILxAh448s/bOgwNYprhRCzY8dkyKAoJVrTp0/TA0qHDh40yXr4qHvXbrJ65Sqtz/TFyuC8OBBwIKAQ8IjEP8WGyUmN4z4/uc3vXt78NgjT/M7r047E6duGdev1JCaHgkwwCNP8tj9Js48Jjpsj6Am4EnpRm9jryOk9p3nMKd3UTz7u3sRVEi8hVFb88b0XuGykGQgdTzhtE1BfQZggvDAEBHubxCGFkAf1mwnYSBJmzVI1liHmwMpe1uR1ng4EvncIeETi7kBh8xiu06S5/zbx9qf7plPE52acM3nM05TX+n1oROs0hdyQhIl2z2Pi8/u0d4/TrPikowKyI2d7G+5jNGkQFr41A1eeHwSeXf2mnfw83797J7t3pcmU+Pgs33zJT52eyqJ241Tr9GnTlTCQh3EV5tg89cOJcyDwtUDAJyReUIOxI73s6vysmzWHDvpCDPKKcNzHnUNXsgNfocZ/+PBeVU2oeEx/zXjN094BE2fy2tPMu8ljfqNuwpjLATJPwT2/pzxOnAOB7wkC3pG4h5OBduTibXPmG4j2hnyoLLd9MfntzdjffWiy0LOYPua2IXTYcPbo6i9fuqR6egy2+Hvz7RJjZKVe9PZIAAcPHlT1SG7VTbmBWV7Hk9vxO/kdCHxPEPCOxL8nSHxDY0W/zCnXFs2a6yEfPiKGnzafxA1sE2jd8sOJypkzZsjCBQv108IhISGqnwYUIFyDdHODqL8hMDpDcSDwVUDAQeJfxTTl3Ek7wsW4uHrVKilVoqQM7Ndfja6HDx/WQzglipfQrz+C6Hv26ClxsXHy6OEj/ZhYkyZN1MMk59acHA4EHAh8KRBwkPiXMhP57IdB4lSDYRUXRk7ajho+Qq5fu6afneUYPj71fLYAH33/xo30AgnK4DLIFyvxDDHBXqeJc54OBBwIfFkQcJD4lzUfBdIbDt0MGjhID2mtXrFS68QPv2WLFnrgBrdAvjnDIabsPGkKpCNOJQ4EHAgUOgQcJF7oIP70DXDCkrtK+Tyw8c/m0FINPz9ZnLRYr6GrVqmyjB87zuocBk0Mou5I3eHGLRA5Lw4EvkgIOEj8i5yW/HVq3969UrO6nx4eoqZ3b9/KpEmTpF7duqoPx+hZpkQp1ZGTzklXVCz8Gc8VjJmOQTN/8+CUdiDwKSDgIPFPAeVP2AZ+1px25Nsx3E9KuHf3roSFhkntmjX1866zExOldq3a+qGww4cO66cFuIKOk5MEkDdfWneQuILD+edA4IuGgIPEv+jpyX3nOPHIN16GDx2m33mnBr5nMnbMWAkJDtY7UFGx8GXIDu2D9dvf3GtqvklDfkeFknu4OyUcCHwuCDhI/HNBvpDaRbfNAR73U5WcguT773zzhIDu+8a16/pNFPI7wYGAA4GvEwIOEv865y1fvXY47XyBzynsQOCLgoCDxL+o6SjcznjyPAGhO0i9cOHu1O5AoDAh4CDxwoSuU7cDAQcCDgQKGQIOEi9kAH+u6n3lrh1O/HPNkNOuA4GCgYCDxAsGjl9tLb4i+692gE7HHQh84xDwisRz2uA5pecXdoVdf37755R3IOALBPKzjimbn/I59a+w68+pfSc9/xDwisTzX71Tgy8QKMxN6kv7Tp4vEwK5WRfekLG3tJxGnps+5FSXk144EPCKxM0EmmfhdMFzrZ+jTc89+fJiHdh8eXOSXY/yM1eeynqKo23is0vLrm9O/LcBAa9I3AzRl8XhSx5Tn/PMHgK+wNGXPNm34KR8bgiY+TNP7Y+P3zjIUsaHgeQ2vw9Vurrrdleur+XynM9H+OS5/q+4YLZIvLAmPztY4cPMJcGcHszI8Hy/YnZlv5R4YPbq5Us97s73uXNz1Rll7TCnLHB49PCh8GnZvATq44Tmk8eP9d5K83GrvNTlSxkzBvP0pcyXmseMgWdBhuzq+/gq8o9bza7sxznzFuNpzO5tuv/OW0u5L8U6BjfcvXNHPyPB5yV8CWb26Lf7OQlT3ozb/M7vkzaztFvAa8i9f9kicTKCRC5fvqw3uHOLO+8XLlzQywM4xl2Q4dnzDL1VZkC//pK0KKkgq/5kdb1+81oOHDggo0aMkPHjxgmfhCXkZeFDBNavWydRAwbJ+rXrsixAX+vjY1jcszlh3HgZOWKkXDh/Ps/98QZEs2C95XHSXPuJu09hVgjcwMRve5yBE0jq7t271mcSIMCsJ757kx0yMmXdn4Yh4Bs6IEJPxBwkyWcZrl69qgTfvQ7K3Lx5U65cuaJMyqecc3DN5i2bZf78+bJg3nwZEzdGP+Tm6XMRipDdOg8s+bjbtq1bre8JkYW84LTt27frHLgVy/NPsz+BKXfXpqamypPHT/JcX04Fs0XidOTWrVuyZMkSad6suXTq2FFWr14tSxYvlsjISBk5cqRwd2NegqcF8OLlS72N5vffikivHj3zUm22ZTy1l21mW0Juy715+1b27dsndWvXkTq1auuCpzozqeaZJc7Wnv0VArp0yVIpU6qMjB4VLe/evrMn+/TO5gWJB7cPktIlS2nfKGjvh08V5ZApt3DKobovKhlCyHdoeOYlGFg/evxYli1bJnPnzFVkTJ2rVq6UqVOnyrRp0yQxMVEOph/Ui6xPnjopa9au0XtSQbwEEMLOHTtk1syZPu070y5luYqPvTts6FCJi43VfW0fy/0HD2T58uUyYfx4mTJlisycOVNOnjxprRNue1q7bq1MnDhRpmT299ChQ7kmJvY2fX3nG/dJSUkSHh4uGzdu1D01YcIEaR0QoMjXWz1mXT588ED6RUZKowYNFalSBvhcvnRZRo0cKU38/WXy5MlKNL3Vl9s0iF7Pbt2lRdNmcuLY8dwW9zl/9kg88yNJx4+fkKK/FZE2rQJUtM949kxSVq+W4n8Wk+CgYF3gpjUAY188Jj6npynDzew1qlWT3r16f1TEU92m3EeZcxGh9eYiP1m9lYFTYsHVr1tPuRqT3zRh7zOfe31vCV4fI9eTJ05Iw/oNJHZ0jLx/R27vQfvlJrrB9Y2OjpaKFSp6ROL2/niv3XsqG8ZsGk85c2onp3RPdfoS56rXW8+813L27Fn94iOIUIOtKuq2/cxSkX08cLHr1q2Tbl276vfc4aQ3btgoIR1CZM2aNSpxNWzQUPr1jZQdO3ZI4pxE6dgxRBkoO/GgDxPGT5CY6NGqUqDB7No3naEflFuxYoU0bthIavr5WRdlkwckmTA7QRm1VatWKcfavWtX6dK5i9y6dVMRdfLSZGnRvLksXLhQjh8/rrdDhQR3UIJj2rE/FS62dWiHhT2f+7unfHD+nUJCpH+//vLypUutiEQCQQMJ+xJevnghmzZukvnz5suNmze1CER0dUqKEtAVy1fItKnTZPOmTQoPX+r0lMe9/xkZz2Td2rWyaOFCVQO5l3HP757u6+9skbipADVKhXLlpXNEhMWNsCi7de0mv/z8s14kQF7EfyY4PT1dLl66aCGd12/eyPUbN1Qlk5HxXEW2c2fPWiIdohKXESDuQGmrVqwkffv0Mc0rwnz06JHmQTS5euWqfHjveemCsC5evKhtIEKxAPbs2aNtv3+XlZN9/ddrOXvmrPaXz7DaRTPKXr12TS5duiTPn79QZIwayWwod+CzEdjshw8f0k3aNrCtsCkRTU0AZtRx8MBBOXnipEAMTUDnTXlgx9VpiNkEqHeDevWVewJOJ06ckAP7D8i9uy41jSnPU2F05KhyGtevXbfgD0c/auQoqVShouzfv98qwhiBVfqBdOW6TH8YG3NJX2/fuS1/vX4tly5ekn179+l43EV58iP2Hzl8RODObt++nQWzPHv6TOs/mJ4uF85fENo1gVmEy2NczC39efP6jSa/ffdO7ty9q3PH3DC+w4eOyJHDh60vNKIfpf+su+cZLhWFqRspBE7oyKFDcuzIEbl7565JEtYhc3vj5g15hRrh2gnQ/p0AAB5tSURBVDU5sG+fXLTNMXPNho+JiZHAgNY6r3DT1MuYQYysWcbMOnv7Jiunbl8jqEuGDh4iY8eOVaTIfI8bO1a6dumqXDlqjC6dO8vkSZO07vXr18vkSZO1DavTmS+0BzHYunWb5iWa9QeM4NYJpm3zJI60MbFx0rhRQ4WpZhSRM2fOKIIGabNWCEmLFun36FNWp+jcduwQIkHt2lt7ZM3qFKnpV1OlArMnTH087e3a47O8f/h7mWBHQtXHGjl96oxkZKqb6DPErm7t2jJwwEC5eu2qcM2gqnjPnZf79+5nqZI9du3qVTl08KAcP3ZMLwAnA/C5cf2G4iH2PYF9ffLUKV1PJ44fVwaHMuw91jh7jD3w+NEj0TV84oQcPnjIuikL6mmw0OvXbxQvIUkdP3bcUp1AdJhb1hH7iADZR7UCDmDNX7l02Zo3zZCHfzkicS7PLVumrISHhVmIF93vkMFDpGiR33XzAtTo6GiZNmWKLF6UpKIL1I3AABDjAlu3lkULFui9jqGdQlUHdfzECRk8eLBMiZ8iLJioQYPk1x9/kgGR/bTsh/fvZcf2VBnQv7/MmjFTEhMSpXvXbrJl02ZrqGbBsLlQZXD5AXngKrjooEuXLtK6VStZvHCRhUAePnok06dNl6iBA2XFsmUSHx8vA/oPsJAchGvggAH6/e2khYt0g3Xr1k2RgtVw5guIeuKECaryoE02YrnSZaRxo8Zy7fo1zQUC5jadmNGjJXnxUhk1YqSMHTNGNwgcwby5c5UTQGzs16+firYUPHXipHL0nSM6K1cWGxcnIUHB0rN7D0WM5AEpbt+2TaIGRcnshASZnTBbevXsJVs3b9G2n794IaNGjZLKNiTOwuKmH+JRjw2OGizjxoxVSQt4rl+3Xjp06CCDhwxWwsqlyqEdO0mH4A6yc+dOa5OCcLdt3SYjho+QxITZMnnCROnVo4dyPWwEEOXE8RNk0oSJAhyHRg2RhQsW6KaiHewHw4YN077MnTtX+vbuI8uXLVNiCcymT5smrVsFaPrKFStl2JBh0rZNoIwYPly2bt2qdTFP7QIDZdrUqfI0kzD+9fKVbNmyRYkXOtSpk+O1bQgAxGHnzl3KlET27Svr1q6TxIQE6RLRWdq3baecE32HIVi+YoVUr1pNKpYvL5PjJ+vYITppO3cpvKdPn67zwl6YN2eutXl1TZodLqJIhXUJ102gjri4OF2niPogpu7duus+gJjz7XcIuj2YdQ6RHDBgoNo5XATvg3KQrBH2EPvAU3iekaESHSoF2iC8e/9e1q5dK9UqV5ExcXHW/t6ZukNq1aipHD9z1KBuPf3uPEiScPjQQWnUoIF07dxFHj/Ko20sEz53bt+RuXPmyJgxcUo8okdFy9QpU+Xuvbty+9YtGRs3RkqVLCVtAlrL3HnzZN78+TJ6dLSuA9aUCU+fPFU9+ejo0TInMVH3GHsConfk6BHp0a279O7ZS65dde1J4AhnPmniJFm4YKHEjh6t+xBiCOIG33RoHyTT4uMlZdVqTW/Xpq0SkwsXL5hmVSLChhcbE6vlhw0dJsOGDJVjR4/Kgf37pXPnztK/Xz+dY+YQphL7VHz8FEmYlSDYAFetXJUvCcAnJF6uTFkB8b7865VuYBYB6gI2GJwxOuxWLVvJ+fMXlPqNGDFCqlapIkePHZNnGRl6l+N//9//J/0j+ymAZ86YqRQwMDBQEQMcmBry1q6TYr8XFTYXAWCizwV4UFg4eP9GjSU8NNQatOEMeUI5A9u0lX/9zz9V10g/9+zeI62at5CSxUsoUKl35owZUq5MOVm0cJEuwtOnTgncc7OmzZRywvWNGDZM/vM//5QRw4bLjGnT9bYcw62bDQWiGTJ4sMICYvP48RPdfPXr1JV69epZxhIQODpyNhmLftWKlVKtalVdKFu2bpFmTZvKpg0bldvUhTVpkm6o06dPSU2/GnpD/a60NOXSF85fIKWKl5SIsHB5+vSZEoKQDh2kQ1Cwtnf65Glp2thfkRIIHA6AjQEnzoYkLE5KkurVqsnKlSu1zUkTJkmVipUkbdcuTT908JBKACVLltQFhnSwYvlyKV++vISHhVuSAtx5E/8mMjgqSjkduHEQIcj41s1bMmr4CGnerJkcPnRIHj54KPGT43U8GHogPizgpk2aKieNaNwppKPqOuGg4Z64uAJGISAgQCUQOCaQ9k8//KAbAw786BHXBq1csaLs3btX+4/E0aJZcxkdHaO3Gp08fkI3fUR4hHJSrJP2gYHyR5HfZU7iHOVGEbexZbRq2VLzwGHu379PGtWvL/Xq1JG03buVM04/cEBaNm+hcED9h/qM9cFNSqgb3AOc1/ZtqRLWKdTqH8gQlWTnsHDZnZYmqdu363wytxDy+fPnCVw/ewLu2Kxx6n7w8KFEjxolgwdFWfNAuQrlyumat3PGZp1SjnpiRseoXtggceYAHX3FsuWVCJt2Dh06LI0aNtR9DTPmV7WajBszxiIQcM3c4domIEDuIHnZuG/atLeridn8QyKZNXOWrv+UNWuU01+2NFka1q0nibMTlZBuWL9B6tSuI5F9I+XsubO6x5cuXaqEBzUjgTFD/P0b+6s+H1seagzWHnr8M2fOSpfwCN2DSN+srUkTJ0rLZi1ky+bNiohhpMBpixcvlpevXsnS5GS1I4E7dqSmCqpN2itTurTMmD5D3n94r+0uWrBQmjRurBexQBhWr1otzfybyMzp09UeFRISIg0bNtR+4yUGbmsbGKiXsJw7e07XfMeQkI/sZ9mAzGN0jkgcERgkXrtmLV3ILOLhw1wcUXr6ATXGFP3tdxk0cKAiBAYyN3GO/Puf/9JFRauIX2xGuB4mGKBjaf71518kJSXF6hgcSY2qf+vEEW3gbqFeiFZnz5zRDQSigIMl2BcM3BOEAq4TEd0EJhTEDtVlY8CNNKxfX/tr8ixYsEB++fEnWbl8uUYlLVoopYqXUN0bi9u+OUwZOP+ypcvI8GHDTZQ8evxIIlQnXlduXL+uC7NN69ZS26+GnD55SpHu7rTdUq1KVWnfrp1y6FUqV1FEgK7vwf37LvH83VvltkH+/fr0tTYQCKBHt25SvOgfcij9oG5kOLy9e/YqYjxx7Ji0btFSpQg4PjZqdKY6Bc6AgPpo5YoV2jcIEZw2MNu0aZOmP7j/QJEOelAD52fPMgQkCAeG+gQREt1s2dKldX4MAEDGZ06dlv1790n1qlWVmIDQb9+6rVx/iT/+lLiYWEVMW7dsVY5a1WAXLmrepk2ayIWLF7U6OGd0uOj0zTyvSUmRP4v+oZvTtAmBKV2ytCxZvESj8MYpXaKkwL0/ePBQdcCoC5grDHbAEKkPDhNVEYGNzW1INar7yelTLoP9jRvXlctv3rSZpUqYOmWKlChW3JKWKIvE0aSxvwS1b6/rizjTX56bNm6U8E6hekG1Niai9XEDU2xsrDI57BkQwMRJE2Xnzh3KVSKJQBhOnTxl1cd8gVAH9OunHD31sW5QSaLiMe2adszTExL/69Vfuu7KlykrS5IWm6xy6uRJRXBw2gvmz5cqlSvL9KlTLTUmkhzqFQjerUwdM+2yR1hzqv7KdGulv/zBGGU8z7DWMY1dvHBRiWuLZs0EqZxxbN2yRWr51VSJ+tXLV6p2aNakqXLkpoNwuRo3ZqxGcf0ge455QnVFYN3DfMAgsnYx6FLmzOkzygxibGzXJlARLet53RqXRAIDAq5JP3hQ6tevr0yccfFl32BXQLXz1+u/dOwwUEiHEA4CZVljaCfANUiNAS1byvlz53SvIiEizTIfZ0+fUULePrCt9ony2c2fVp7Nv3/kVMjoxNFVz541WykeOju4JQIW9p/+86N07dJFFxwqDJAaRpvNmSL98mXLpdgffwoX+BLYMFFRUcodHzp8SOP4B8ARX3v36mXFQRR27Nyhm4a6EfPQ0QEEAv03YwBofXr11sm6edMFVPLArZX4s5iKhFcvX1G9e7cuXeTlK5fumTxY73/64UdVcyCSzps7T8qWKaMIz7TD0x7gUiBOcLYmIAaGh4ZJ/Xr1VIRCHQUirlnNTxJmzlICN3HCROnUsZMaVeCK4KpLFSuuks2sGTOsBQEhqo9OPBPpmTYo/0eRIrJh/XqNun3njuzcsVPoDxxAvZq1tA8gYBazu06cRUnda9aulcVLFqt6hvndtm2b1seCZHHCIZiAuNq3T19dxKQ/evRYkW4tPz85f87lumjy8kRML1mipHLmcDnc+xk9YqSEhYaqREKe+w/uK3cKsp09O1Gt+AEtWloGq/379ikSnxo/RatGvbZi2XIpXbyEqo5MeyDxUiVKKWPw9s0b6dOnjxJgvHqQgqZOm6YqJlRVbHLg0j8yUhkCOGkC62n82HF696hhAC5fuaKSAd4LrEOYiiFRUVKtcuUshAukFti6jdSrXUcunneJ2mZNspYwaiJlHDjgIqJG08I+YB9B4PAigsNbnbJaPSXwpkAVwNjRp6P/J6Aymj51mhoXQXq+Bk9InLWBGqxC2XK6Lt9nGiNBkkhzPbp3F7je6lWqyqTxEywEjASCnQBnB4O8YHQYC8wQqgVUjHi78Dd+3HgZN26cSh8gdBMOHjyk3C/Ge1RTeOjgPtg5PEJVDaiLuAMWDhvbhJEUUDX5N26se5W6zpw9q1I0KitwgHuAScALBQYBOCNx1qlZy8Uxz5yp2gH2GPsQ1QprCMYRu9bkiZMsOw0cPWqdAQP6676C2CGxgK8gXu4B3Td4Di0FtgcCBAOJESkYlU1z/yYqRSMdEsy60R8+/suREwcJlS9bTjqHhqlBiIk3wKQNRN7//OvfEj95klJgjDwsaqix4V7ZZCBxREcCCwqOufiff8rBQwetrrI4EN2MdwrICX04eqXNmzcL4jSbAdVBtki8d29p6t/EoshUDkcHZ4au6srlK1KtUmXBAo/YZAIc/4//+UGNT2w8uCS4TIyVBE/ATV6yVIr8+qvAtZtw7/49tR80yETiiIBwk4jgTNTNGzcVPkwmyBSVB9wgm6l1y1ZS5NffVGUAokHNU69uPdWl210M0TMX/+NPRbogF6QgjGTop48dPSZhHTvpHwYZ5gvxG04bdQrjQJ3Tvl17VSvBNaDPrV2jpsKYcYBUOnUIkQ7BwfLuvUvHyoJUJN64sSI07Apw5lUqVtZ+mvHr88MH3bAQJvTFEFSMhzevXVf1A31ifaAXZj7hQI8dOy4D+w9QGMDFEPbv268GNCQoAgZtGALmEqJgwvLkZVKqRElFIBgYUe9VKl9BuTrgg5EaZMNGY/y0DRKHcyOdgGEXJF6ndm3BxY9AP9i0zfybKpcL0mUN+VWpqpKPZhLR+US1WK9OXblkNmNmIu1t3rRZJRu7YdmU5Um97CPsGaiIQGLYVthnlEU3m7Zzpxah72PGjlUbjifEYa/X/g4ii41xqVPY0wTW+ZqUNSr94rb39p3LOLtr5y6VvEcOH+FCZvXq67iNTvzYkaOq4gPpPXrkutqPcUIgsW0g+WG4RZ/NHwZV/lavXGXZDWgfwx7whuFDyqY8cwVnbYz7GDtB4hAGg3coB2HFrkQ4c/aM/kYSMi6ZmsCakQ9KtGFkUP2BxHft3Cm1/GpIt85dlAGhXbQAGDOZC8Lu3btVYp8wbpz8lRmHKob1gEqPNUxd7HMkFiQNewAeEBRF4i1QNZ9TSYNxqP0iJUUOHz6sThwwpWg8CJTLbfCJE0fc6hIWLsbDw94Qrj6oIYYMjrLaJh1kDmAIq1asUCSelrZbf4PcMSb+87/+RxYumG+VYyIrl6+gXAaRWKZ/+eknGT9+vOZBzA9u117atW2bBYmbCljUUMVaNWvKxUsuMZk0uEI4ZoxqABYqjqh018bJzJkzR3756WdVM1AGPSPjhgAQ7GPWCBHZvm27FP31N9UB4yNOQEcYFBSsOmU4k/v37ikC96taPYu3CpsRP3sMdEggBOK6desq5cuVk2Mnjgs6M9RY6JwNQQTx9+reXXXYUHf0qSB0EDsB4oD7F4QOQsDGQx1RqWJF3TQsUoyjIO07d13c3dLFS6RapSqKMKgDsRxDJhcrm42jnHjvPkog4QARGzFoFvnlN0HFYQLwBUlwsALungX78uXfxPImXgLXrytBqVypshqbgB1zh468eZOmqp6gPjYw44+fNFmrZw5QA5UuVUo5NdMmEkiZUqVU9CcuLiZGShYrrq57Jg9IgX7RDtwgGxG9OWMlwBRg3EX/jRhOQDXUpmUr5dhMPiSd0iVKqQ+/ZhJRURk1Ey63lqHPthd37dqlklHaLhcTY19LIFLUcniuMJ9Xr15TSRPOlCpYY6x31AyE+/fvCTanocOGWid5nz57qmvowaNHWsbWtOmi5kWlgCoR6doEvCSwyfTt29eqLzk5WWr41VAuHAQX3L69RISGybNMbpN9iXSJRAgyIzAm+7hM/d6erO+WLVpo+3ZPLqQjCChrj/2HjhlOGUmMgISCLcUgcQh0cHCwqsLg3E0gnjln7mKjR2sZJN9TJ0+If6NGKk2g8jQBaedKZrvMSeOGDdWl03i0MD9IH6ji2FcwJm3atJEG9etb6ltgQLswbIxj6JAhLk787Fk99FOtajWXkfj1a10rkX36SFDbdpY0m1sY0vd/GOpqBmKeVEYa3FuR34ooNbx27aq6UtkbwnULTgFxFhEBVx7EFcQQKBV1TImPl//881+q5zOUDvesqpWrKLKDQwd4GDl++Ne/pGNwB6XEiDQlihdXSg0A0SWhs0RHhw7Q3g/6DdICKD//+KOqX0B4ABOrNEYOCAsB/R6cGsgLDoVFDUeIjo9Fy4Zn0YD4N63foAjLIDPKm3bR9YaGdFRVCG5ZV65clbVr1mjdIE3EcvJymAM9Lvox+oNrExZ0kB8qIrxVWMRQ8zGxsdK2TRs15KK/Q3eOHg7EgusVEgm/Y6Kjte/ADm8YkC7jSN2eKjVr1FS1FNztvfv31ZjyR9GiWhaY9OnZS8qWLKVqjYsXL6kR95cfflRkCTyANfpDiJ1BXlj12wW2lRrVqls6WlQ4zCHcSfr+A4p84bbwSWZzIG3BNS+YO09we8QQiggJJ4WUUbdOXd2guAmyaZBWkH62bNmqHBEnVsuULK02GNYNhAODV5HffpOxY8fp2gKJsG6wryC6M0/YHCCaGJAQvdFZc5gFFRkECOYiLCxMasN1Zx5qQepDH4rUyTqjHjjC8E5hahRGf//s2VPdDyB/uC+M7RAFjKMgNfyB7e6vBpmiSyX/8kyPLbN+WEusNxga+kc8awAkgQqF9ZqQkKCqSsOpkR+f6RkzZihhpw2YFOwui5KS1PvGvkZ5B26sO7yaqlaurL7oSIC0x3yD3Fu0aKFiPpIi3hRB7YMUkbJ/0c0jjWzbskUlF4z9SI1wkvkJeMwgZZUrU0btKxcuXNR9PWdOoq5V9uGWzVt0zaFegsmhPxg7q1apquuL/rMGUJtVKF9eOVv2HcZsvEaQZFjjGBT9/PxUsnj85LFER4+SCmXKqufUpUuXVW3D2uL0JrYCJBSM/XhuMSesB3z4a9eqrT707AvgOnPWLG0XRot9w1zjMAHxxdW6a9cuKm2AR1EP1q9bV1oHtJb9Bw5IWlqatGzeXNVV7GsYNfva8BW2/7AjJ3shKmPBwKHiHYDIs3jJEkv8NHkRV6CWERERykEgtsTFxqkxh06xeHC7QXQdN3acDpI2dTI2bHB5DYSFy5RJk1VEDg0NVR90FghImZNU/v7+KpZjucfTAj0UJ93s+jX6AxcIN/fzjz/JwIED1JkfjgYAgyRMQOSaMXWaDBowQAkLLo5DogarFwV5mAiMF2wMdJIQIzgmApvGAJonebt36yYYJ9gMGKjoQ3BQkBptQT4gUrgGqDaqD8Ywf/4CRZAQIzwNGE9S0iJVnaRu266LBg59yJAhumjiJ09WewRleYfjJrCwscCDdIcPHar6eThkOFqQAwsPV6uAVgGqM378+JF66UB4IVzqujl7trRr10513Dt37ZR169dJx44dhbnAEMNG2ZG6Q3WGENiVy1fo3GB4wv2Kenr16KWEb8G8eZbEcerUaVXB0BbGcNYFm4N5hZjMnztPWjZrrp4HGLqBEQgyZnSsclsQOBY83AzIFskG18iAVq3UIAi3xhpFUoMAYyQEQdOvZcnLlLnA3RL3V2Bx4vgJTdu2fZt07dpV8ByA4ABDVDdIcW3btlM4sUaYczyKIFIgzl270hRpA4tBAwaqWyMnmocNG65SHgjdWiP65vrHhmfeRo4YobA0edgHcJXogo1+mz2zd99ehQV7D93yhnXrtC+sN7j5nt16WOoc6kDF1KxJE+2DkdhM85SBALN3cL1FRQYsDqSnW1w0cKQd9NaodOgnYzS44eatW+oCy/qG+YAZ2bBxg1XetJWrZyaFu3btuu4buP1Bg6Jk9OjR6moIzLAvAZv27YOkf//+quKAsBGHNxn7DCLNPKHew2UP1QTxqHFQ0+GmCAJF0oBbx1DM3CJl4T3F2hwyKEpVTawZpH1UbNgnMFiyd3BRZH7Q9wcFBWlde3bvVqQLt83e1Xb7D1A1EswZ6xIJrEePHoo7mSM4d7yB2Iv9IvtlukuOloCWrbScUe0Z/OIrPL3qxBEx4e4A3KXLl1RkM7po9wYAIgZEqA1lDBcCFQORUwdPkI+9kwwWIOsBmIwMFUFAXgZJQY3hQnG0h+s3v6F6vNsDSDyyT1/l7uGmyANVtqtNTH6ICKIWRhw2t12XxsRony+7+sxv02fzNPXwZOy41x05clj7j+oByQK1gRE36SsGGIgJhwoMHFmAICdgB6ICHhBGAgSAfiGeYQ/gIAHioF2XTz4QIu6IuPLBPXLwBXdM4EZ92AH4UwSXqd+7eeOG5sdq/uL5C124x48e0z5ThjnQAzE3bugY6APeBMwjixEuhAA84N7S0w8qZwZCtIfHmYfAWBfA2xzmIQ/jg8MEkdEmJ+toF6LJQSOkE9Yd/WATQUxoH9sJT+YbOPJ+6fJlfRrCDgJivPQLzt9IFMDbiLuo3GgD+LHeLl50rVMTRx8ZJ+1DbNHtm3WN6I3+mj+QoDvyVBhkZqYv6GH79O6tZxwMcuTJ/jAI3MBNYXrzhq5dxsZaJbCeULtAxLF3EMgL8TBSgUa6/YNoAlfWNH1lHkAYwMIEbALsF8aDhOm+zs2aOnb8uPYDH/P8BEBj1jnziioVQsp+NXuDebly9YrCn/4zb8w588qcYEtiXg082WvEGXxCeYJrbl3rGXia+IxnGarSxFZx6vRp4dMfBGtN0calS0pM6CPE8NLFiwpD6jRzruv4wgVtl7XLXqdPwNjsI9YUB8vIe+78OcGhA+JIW0ggwB7JJC/BKxLPS4Wfs8yTp0+lV8+e6kvuvjHs/TIb0R7ny7v7wvaljLc8ee0HdZoN4K3+z53mbXze0j53v037+emje1k2Lwew4MRu2vSwVls5GLTY7NhP4AYheAUZclrXOaUXZF8Kui73eSjw+rOZt8Ju1z4OC4lnN1HE2//she3v2eWxx/PuKdjjTX57PhNnz0e6/TdUEU4XsQY3RdQIhlLa81n12rpiTzfvPM2fYb9MmlVH5gsI1cpr4jLHamtGEa89n6nPxJnfVGHe9WmDm4l374MpY9J50ranvpmymsfNIGWPM3V5y++eZv3OfKHrpk6TZuDJ00pzG6P23T4HVn2eYW3V4yWfad/ktT9Jc/9tz2/eP3pmjuGjeA8RcL4cCHOXIE279iL28RMPNw4X6l7WlPFYhztMM+FpOFerbOaLpzpMHn3a5ytLQtYfOdaTNbtLR2lb8/ZkUxdPEzzFuaeZ3+bJmDGM2ushzf23yW/a0HKZbZs4j2XIY/L9XYly5Kacac/8ttdjG54p7fPTQuI+lyikjH9Pke8NGGBQAhEpbXeafs8BPTZGVruKxKrV1pB5tQPTQjCKAK1SH72YslZCZoSpyzyt9MwXsn1U1lMm9zj3314q8dq2Ljb3ynLx21u7HqrJri8KBNa9Wxn3327JHn+aMjzNu8eMeYwslDrzs2vzOA6nWO4hkO36zX1VhVbii0HiBTHCrwHgBTFOp47vEwLO+v4+5z2nUX9TSDynwTrpDgQcCBQOBBwCUzhw9aXWbwqJs5CcxeTLtDt5HAgULAScfVew8MxNbd8UEjcDdxaUgYTzdCDgQOBbh8A3icS/9UlzxudAwIGAAwEDAQeJG0g4TwcCDgQcCHyFEHCQ+Fc4aU6XHQg4EHAgYCDgIHEDCefpQMCBgAOBrxACDhL/CifN6bIDAQcCDgQMBBwkbiDhPB0IOBBwIPAVQsBB4l/hpDlddiDgQMCBgIGAg8QNJJynAwEHAg4EvkIIOEj8K5w0p8sOBBwIOBAwEHCQuIGE83Qg4EDAgcBXCIH/D2Qn/SnYUVQ1AAAAAElFTkSuQmCC)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
150 segundos/unidade; 6 estações; 96% e perda de 4%;
143 segundos/unidade; 6 estações; 88% e perda de 12%.
150 segundos/unidade; 5 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
137 segundos/unidade; 5 estações; 96% e perda de 4%;
Os produtos são compostos de materiais necessários a sua composição final. Um item importante a essa composição, e que em algumas empresas não tem o devido cuidado, é a embalagem do produto. A embalagem não tem somente a finalidade de guardar o produto. Existem três funções essenciais das embalagens, a saber:
I – Funções técnicas: preocupação com a movimentação e transporte do produto, com intuito de facilitar o manuseio, o transporte em si, o empilhamento e/ou a estocagem do mesmo;
II – Funções logísticas: guardar e proteger o produto contra intempéries, avarias, acidentes, principalmente quando o produto é exposto a ambientes diferentes;
III – Funções de comunicação: aqui o foco é no marketing, ou merchandising, cuidando para que o produto fique bem apresentável, atraente, diferenciando-o dos seus concorrentes, despertando o interesse pela compra nos consumidores, sendo inclusive fator de decisão de escolha por parte do consumidor em alguns casos.
É correto o que se afirma em:
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXEAAADmCAYAAAAjk7XrAAAgAElEQVR4Aey9B1tUy9Yuuv/Evfc853zn+3Zae0WXOSEGzIIg5pwDZgVzVlDMCAqIgkpWMYFizhlQQTFizgEUMyiK733e0V3tpO0GVFBYVvngnLPCqFGjqt4aNWrM2X+DDloCWgJaAloC5VYCfyu3nGvGtQS0BLQEtASgQVwPAi0BLQEtgXIsAQ3i5bjzygPr79+/x+vXr5GdnY0nT54gJyenPLCtedQSKDcS0CBebrqqfDL6/PlzJG5NhJenJ7p37YZtiVulIR8+fCifDdJcawmUMQloEC9jHfJXYyc3NxcXLl3EgvkL4FCrNmJjYqSJ+R/y/2pN1e3REvguEtAg/h3ErrRQdSULxvvvwFKpV3lw/360aNoMMQrE8zWIl7rQdQU/hAQ0iH+HbiZgW4O2elbX78BWqVa5d88eNGvcxALif9V2lqoQNXEtARsS+CwQN048470NuuU66q/ctu/VMfv27kXzpk0tIJ6vNfHv1RW63r+YBOyCOIHMCGbG+/IgAx6bWf/Z4lu1S12Zx3hvq8znxhWHj6JoljRPRdVX0ul79+5BsyYfNXEN4iUtYU3vR5WAXRD/UQXCdhMwyztolrX+27t3L5o20Zp4WesXzU/5l0CRIE6N6U1uLt68eWNSbQG5p9fBX0GbYrtu3ryJ5ORkXLlyxQLgJQ3ib9++Bd3tiiOzV69e4fLly0hOScHdu3f/EgsKbeJNtSZe/hFDt6DMScAuiOe/z8fJEyewcsUKbNuSiD27dmNN7Gqxae7Zswdbt25FWFgYjh87XqBRxfX+LW4+I/GSAFbreh8/foyQpUvRoEED+Pn5gS+nMBjrsi5j5MnevbFMXl6eyG3IkCG4ePGivSKW+Fu3bsHb2xtODRpg7dq1BXixZCpnN0cOH4ZzixZYF7dOODfKt5w1RbOrJVCmJGAXxKlpz50zF8MGD8GRw0ewf+8+uDq7oGHDhti3bx+OHz8OLy8vTJ48pUCDCF5qgn6gVdr8UgfjVDwL5IOppjjJx3JixTaTk6ImKFSAqGgoOtbPihEVz2eVV6XJ1UCbz8lJyahbxxHTpk4toClbl7V+LkDT/GDMo+6phfv7+6N169Y4deqUiQXKA8B7q5deRH4A1q9fj1o1asgiquphGuVmDPnW5a2ejXkVP8a44twXt5ytfHxDkwvX/Hnz8Nuvv2HypMm4cOGC7Eqs67ZV3jqPftYS0BIoKAG7IE4zA7WmlOQUKZH95Am6duoMdzc3ZGVlSdz5C+cRszrWQvHdu3eW+9K+sTXhbdVvK5+RN5o3zp89Jz7M3tNnWEDcuKC8y8szFiny3ladL168wJ07d0BAZ3pBKIalXkU8ISEB9erVQ/iqVSqqwDXvnYEna2IFcn7+g5F/4dVqYTCmG6nbin/69Cl2794N/0WLMHXKFAQs8sfOnTstY6io8sZ0fa8loCXwqQTsgjjB7cnjJ6BGzpD5KFNAvLVbKzx8+FDi3rx9g2fPn4Pb/3VxcVgduxqR4RE4ffq0KT33DY4dPYqVK1YiLTVVNDCaYBbMm4+jR4/iXd47nDhxAoGLlyDA3x+pJ01a6rt373HmTDoiIyJw9MhR3Lp5C+vWxmHenLmIW7NWvsHBChR2XTh/AdGRUWJ6iI6KkjppDrIOKn/em7c4dPAQIiMjsWnTJiycNx91ataCr89Miznl/bv3OJlyApERkUKXL6mcOXPGmmQBTf9xVha2b90G8hCxKhx0q+N3Q+7evoMNGzZg/bp18g0RRYSmm7TUNKyOiUVURCTWrF4t9nmmJ8THo55jXawygHhOzmvs37df5LJmzRrh6/r164oc7t25i3179+H27duWuOLc2ALf4pRjnqLKchxRBvzjIsvry5cvLXIubj06n5aAloBtCdgEcQV2xiIKxN1d3fDADOJMv3b1KgYNHIQ5s+fgwvnzCAleio4dOgoA0hYcFxeHmtVroH3bdlizeo08D+w/APXr1sOcuXNBMIqNiUX3bt3g2rIlzp87J8Bw6NAheW7csJHQJNj6eHujds1amDBuPJ4/eybsEeQ7d+wkAM9tOsG8jbs7IlZF4IPZF5lAo8CGIBIcGIwe3bqLXf/suXOY7euL33/+Bb4zZ0k+Ak/8pnh0aNseYaFhYg4I8A9A29ZtsGP7DqNYLPf37t7DxAkTMMrLC8ePHcOqFSvRyKkhggKDcPXyFQwfOkzazANLBlVHz+49EB0VjSNHjsCj/wB06tQJFy9dkm+M0MSzaqVJE+dh59LgYHTq0BHxmzYh/Uw6pk2dBpY/k2ZaNGOjo1Gxwp9YsmTJF4EkD155wLtjxw5pszofsDSyGDccO5/uM+wXVP1iP4dO0RLQEihMAjZB3FYBC4i7uVk08dycHPjM8EZjp0a4nHFZADAj4zJaNGkKz+HDhQxBvkXz5ujUsZN4WhAYDuw/gEoVKoAHfTQzMG5zQgJqVKuO5cuXS7nMrEx49O+P2jVqIikpSbQ4fgVvyqTJqPDrb9h/4ADevcvDgL794OrSUnYDLEiwGz92LBo1cMIl8yGiESi4lXd0cMSypSEWE8bRI0dQ37EuvGfMkLpv3riBVq5u6N+3H148fyFxDx48QK8ePdGxfQfZlUik+T/yT7CvV7cu6ErH8OjhQyyYPx8rQsPE/hsSEoIGdesh49IlSc/IyJBFYbSnJ16/eiVxe3fvwZTJU3Du7DkTiDvUEU2c/BPkufD5ePtYAPrs2bNwa+GC8aPH4O3bN0hJScH48ePBg2djm4W4jf+MebgAL5y/ABHh4XLA29rdHdu3bbOU4qJDLyXauG39ccdGOZhA3FKs4I0t7aBgDv2kJaAl8JkSKBLE1URXIE5zyqOHj6Sau3fuiobdvElTbNq4CVu2bMGqlSvRqH4D9OjWzZKnpYsLpkz5eAB6OjUNdWs7yAKg+D158iQc69SxACltqYMHDUaP7t0L2E+pJf7yn5+xLGQZaEpo4FgXY0aNRp7BHh8dHY3ff/tNDgcVfV7f5uVh9uzZqFWjJtLT0y1JNPU0adQYM6ZPB80o27ZtQ9UqVREYGGjJQ4DibqNalapIOp5kiecNF5eBHh5wc2lpkQ3jaW4iuHFHEhoWJpo5wZthc3w8alarbvkgFOPe5+cLQNLskBCfgLqOjli1aqXQCA5eihpVqyFxS6KU53+U0aCBA9GiWXPcunlT4gmwts4GLIUMN6pvaa4aNcIT8+fOw7Nnz0TLp+w3bdxoyf3wwQOsXb0agYsDZUfAHZf6WxoULCaeq1evWvLrGy0BLYFvI4EiQVyx8ejRI3Tp1AmtXd1Ey2T81WtX4dysOdq0csfGDRvBw7h169aJK+KpkyelKO3lLZ1dxPND0WIabdA+3jNVFE6cSIFjbQfMmDpd4niQSiAZ0L+/xQbOBHrFVKlcRQ7KaHqh3Zjg887sGsg8MVHR+PXnXxAaGmqhz5uXL15g9KjRoInGaEsmP4ybMW068t7SBLROzDZ0qVSBh5sE8T8rVMD2HR81VKbfv3cf3bp0FVMHv5ttHcgbeWno1FD8v5lO00fNqtVlB2Kdn89iE6/jiPCVq2R3sWDhAjjVrw+66qnAugYPHowG9erLGYKKL85VATgXGIJw21buOGte2BjHBULeDTAT42F2YmKimH549mH5i4kVm37CpoQCtviz585i6dKlshByAQoODv7kj7uTAwcOFKiH1SneitMOnUdL4EeXgF0Qt55IDx8+EtuzUROnBteyhTO6d+6C3BzTAagSaE5urkzGmzduwqWFs5gJVBoPM2kmoY1bhZSkZNSpVVuAlHFPCFADB6Ff7z7ggaEKPCysVOFP8dq4du2amDAmjp9QQPuMiYrCH7/8iri1caqYXN/k5GLyxEmoXqUqzpgPX5lwOi0NzZo0xXSCeF4etm3diupVq4nJRRGgpj/bdzaqVK6Mo8eOqmi5ZmVmoU+vXmjaqDHu3bsncZQfrQcvX73Ci5cvEbp8OZzqN8Alszllw7r1+PO337EiLKwALdbPgz8TiNdBuFkTpz2cMtuxfbslv4D4wEHyEs01wwGnymDdh9bPzMfFjLudEcOGy2Khyn7NlfUkbE6As7MzmjZuAufmLdCi2cc/52YtJM7FxUVcL2kC00FLQEvgyyTwN3tbb+sJ/+zZc/To2g20lRJgGWgvHj3SExV/rwCaQ1Q4k5aGrYmmbf+jBw/Bw1Dv6SYNm3nSz5xBPYc6mDXzoyZOIK1Xx9FiYsl++hQ8AHVzdsGjRyZvGB5U+i/0Q61qNZCamiqeDtSA6b+emZkp1dN2S6Am4NFmbAxsU1RkJH7617/hv8jfkrRz+w7UrFINs2f5StzVK1fli3s8aCSoMjx99gy9evaEW0tXPLj/QOKUjOg2OG/OPDkc3bB+g6Txv/PnzyMxcSv4QlFUVJScHXDhYUg7lSrtJf88F2AgmO3YuVO8YHbt2CkLFPll4OJVq3oNzJ09W575H/kkQA4fOlS02du3bmHtmrUWLxrFnyrAZ+s4HmS6ODvDx8cbRrdFjguakFTgm6O0+8+aOQvz5s6Vdwj4HsHcOXMwx9dXDnCNLzLRrMPdG/9oisvK/PjHvsrMzJJ4HqZa86Tq1FctAS2BoiXwN9qACwucYDSJ0MWONmtqorHRMaCGTVWTbni0ibu1bCnaZtjyUMz09saJ5BS8ev1att1//lEBbVq3FuAlYFH7/M8//4VunbuAoPb8xQuwHOO6djHHPXsmLxr9/O+fsGihn3hNRKxahY7t2ssblgpc9+3eg7burcWWTlMLvTn4THoqj7F9BOCRw0cIIBKQ6NY3ZfJk/PLTf9C5UydxgySA0WuGh5tBgYFSN9/mbNumjZg/uFAo4FFXvrLfp2cvNGrYCAGLAxCxchWWBATIi1Jn089ikMdA/PLzz1i2bJnY+N++eYPwFSvhWMsBI4YPl51FUFCQmIK4+PjO8sW//vkveHp64tbt23j+/AX8FixEG/fWWB0bKy6aUydPkV/LOZFyQpoYEx2Df/z9H5g7d67l0NbYdlv3fOOW2jIPTBnYHrpSHjx4sID8COLh4eGYP2++mLIW+S2Cv98iBPC6wA9hy0Jxxex5Y6seHacloCVQOhKwa05R1XFS00TAFzZMvs7rQS8Koy8yXfvCQkMFZHiwmZaWJmBAzfLQwYPiQ74pPh505yOIHz58WEwdWzZvlu084+hSyFfMeXDHBYI22WFDhoi5JjoiEps3b8bq1asln/JdJ48E1HPp6QJstMczz7Fjxz6xs6r28ErtkOBNWzrNGgStXbt2IT4+3vL9FB6CUkvlgsU89E8/nXa6gHZqpMn7O7dvC10uOvQTp42ZCwlNFjwvoLslPUeomTNQWz188JBosUFLArFzx06x/2c9eYzdu/dg3dq18mLMnbt3JT/lRI08NjZWzh6o9V+5fEXS2E/nzp1D6PJQ8dNXi4skFvLftavX0EN2My3Fa2jP7t1ycJmefsayULE45Uzbfl7eOzFdcaEz/olnio2XgshHUX+kX1x+C2mKTtIS+CEl8AmI25pMMoEN3h+cvIwzBv7cFkGGwKTCh/wPBfK9z38vk9VYVk1+Yxx5oMmGID7Iw0M0V9rYjeBtzSfBhfUb8yg+7F1fv3pdAOxpwzbywXI83CPdvLdv7ZH5JJ6Ll1EORpq8Nz6zMM0xxhdgKEtjHuM985M2eTKaOxhPmVjL5RPmDBHMSxp8IWvs6DEY7TVKXCKvmN1FDVn1rZaAlkAZlcAnIP49+LQFPtT+e3btjnZt2hTQ+ovDX1HuyLaArqgyxan3u+QphHFb7bTFI88a6KtOV8nSPGQsDj/FyWOrDTpOS+BHlcDfCsGA4suERKwJWT8XQo0T1zh5X+fkYPeu3ejbqw86d+4sr8bzTcviBCMrRpr2yn4Gm/ZI2Iz/HLoWPu0VMsSLrIziNqTZZMRO5OcUs/Bnh1Zh0cKv2cyi7tW1sHI6TUtAS6B4EihVTZxAof6Kx44pFwGbng60tfM1ddp6jRoiafLrfZ8DRJ9Tv86rJaAloCVQXiRQoiD+JYD9OYJS9AXEjdro5xApR3mtFynV/vLSBGrcjx8/QdLx49i5Y4csyvS84QEyPZ500BLQEvh6CZQoiH89Ox8pEABE27YytXzMoe/KsgTYfwx3797DgvkLxI2R3xQfNmwYmjZtiv3795dl9jVvWgLlRgJlFsStJahAwTpeP5dtCdDzhu6ZfJFrkZ+fuJ/yRS1bnyco2y3R3GkJlE0JlGkQLwy4C0srm6L+Mbnily4XLVgonyQ4eODAjykE3WotgVKUQJkG8VJstyb9jSQgHzLzGIi+vftYPo3wjarW1WgJ/BASKBMgbn2A90NI/gdpZEbGJbRu5S6/5mR8OUnvpH6QAaCbWeoSKBMgXuqt1BWUqgTsATLf2N2+bbt872VzwmbhwV7eUmVQE9cS+AtLQIP4X7hzv3fT3uS+kd8v5Zcfz1+4KOxYvPvLm7/k9xamrl9LwI4ENIjbEYyO/noJ0DNl+/btWL9ufYFvyWht/OtlqyloCSgJaBBXktDXEpcAwZofS9NBS0BLoPQkoEG89GSrKWsJaAloCZS6BDSIl7qIdQVaAloCWgKlJwEN4qUnW01ZS0BLQEug1CWgQbzURawr0BLQEtASKD0JaBAvPdlqyloCWgJaAqUuAQ3ipS5iXYGWgJaAlkDpSUCDeOnJVlPWEtAS0BIodQloEC91EesKtAS0BLQESk8CGsRLT7aaspaAloCWQKlLQIN4qYtYV6AloCWgJVB6EigVELf+NsaP+qlZ4zeerGVi7FKmWadbPxvzf4v7kqjfSMN4r/i3FafS9PUzJGAeaN9LnsZx/hlcl3hW6/ZbP39uhV9b/nPr+9L8Xw3ixobauzcypzpcXY1pP+q9tdzy8/M/AfXyKBvrdhmfy0J7vhc/JVFvARrfeTKx+nzzD5fz/nsFyqSAXL6AEaEBUyusaRnpW6d9QVUlVqRQELceG6YG2q5bNUpdbef68lip29xJpVXHl3P35SVVu4wUbMUZ08v7/ffuPyVftVh+b35Kqj/ttUO1t6Tqsaaj6Nur3zq/8flLyhjLW9+XNC+KP17VeLGu83s/fx6Ifwa3SpifUeQvlVV1/l+hUcVty/fUwoojZ5vt+ADRu0qb9+85H75n3cXpl5LIY7NvzYRLu29Lgv+voVE4iBexPTEKTgaKeRtChowD5/37d3jz5s3X8Fkuy1IGbPfnrOAqr1G237LxJVHv+3fvkZeXVyy2+ZNtJVFncSpjPbm5ucjKzML9e/fw+vVrKVba9ZO+6ldWyOfSrrM48vjaPGwDx/eTJ09w7949PH/+/KtIfo1MFC9ZWVm4f/++pW9F3p/BFT+d/OLFC6GRmZkp4zgnJ0d+H5Z0c8xj5jNIlnrWQkGcAjl+/Dj27NmDUydPFZiYbGxGRgb27tmD3bt3I/3MGbzJzf2E4bt37mDG9OlYv379J2l/5QgO7qioKAQGBuLp06f2m2pQEy5nZGDu3LnYu3uP/fxlPOXixYuYN2cudu7YUSinnHRpaWlYuHAhkpOTvwmocWE5euQIhg4eggH9+uPM6TPC49eAR6GN/AaJHD7vP+QjKysTV69eRVZmJt6+eSOASvApzcAFOD39DCZPnITuXbth967dxaquNOTNvj116hTGjB6DYUOG4swZU98WiyFDpkePHmFF2Ap06tgJ/osWgc+HDh3CQI+BQvdserohd9m4tQ3iHBkfPuDBgweIjolB9WrV8NvPvyJxyxbhmskE8dOnT2PM6NFo4+6OfXv2yuBRP79FzePylcvwGumJpo2bYNfujx1s7ERb98Y4JSbGqb/8DzxG+fxgTVfxaouSMa8BZy08GNOtyz/NzsbKFSvR0sUFS4ODTb9qY+Cf+VVbKGf1zF/BqVa1KubNnWuJkxvmN5exPBdDm7PmsbD2ku7rnNeicSgtWpVXV2Pd6l5dOaEvXLyA0V5e6NShIw4eOChJqp3WNJg/JiYG9erVw6pVq0RTVbSMeaW8SjDKTcUVQw7Mqtr+8NFDjBszFk0aNhIFRdLMfaBImuKMT5/eG3lUffhprk9jct/kgsqREWCljTZ4+Fi6oOau2sJ0lr158yYWzJ+PHt26w3PESMyfOw+x0TG4c+eOkFD0C/D8kbgljzGqsLwiTTO/L1+8wJKAxahft578gpM9GkaeVR5VB8cCtfmXr16aeFH9bNjZG8uocowzzosn2dmY7TtbftOVi7UxsIzkNUeank1zT+iY20PcOrD/AFycXTDaaxSePX2Khw8fwnOEJ/gzgylJyULByMMn9Rj6UuoxPBvrMpb7mnvbIG6geP3GDfTq0RPVKlURML546ZIhFdizezdm+/ri1etXBeK5VV2zZg0CFvnLaqYS7TVepX/ptSi6haUXlvYl/Fy6eBHLQ0Jw4sSJIosbB9ar169x+sxp2ZoWWbCoDFYDR2UvrK3btm7DyhUrxOSg8tuYR5Yk3qjJyZ3HhvXrERkRgcdPnkiewupiBu5Q0k6fxqPMRwVo2nooilaBdNq57bQ/N/cN/BYuREuXlkhOSpKqOHHtBSMd3huf7ZUpLD7peBKWLVuGB/fvS7ai6BWVTgDMuJyBI0eOIC01FevWroV/gL/sbgrjQ6UVRV/l49WOSLF+3Tq4tHDGxg0bJHthNJlmBF4WuHLlCkJCluHsubPG6j7rnjSphIQsC0GXTp1AOdsKH2HbVqopLjUtDV27dMb4sePx/NlzvHz5Et4zvNG+bTucPHHyk4LS3iIIS7vtCfATip8XYRPEjfxcungJM719sHbNGtSoVg2DBngU0CIOHDgAPz8/aejjx49x/Ogx2bLynrZH2pW4zTmwd5+samzMhQsXsH/ffty5fQf3H9xHQnw81sWtw80bN4R7dip/lzF+0ybcvXv3kxZlXLokv93InUHaqVPgr6ozZGZlydYnLTVNVvZjR4/ieFIS+FuPkp6ZiT27dmPb1q3YtWMnbt28JfHSCebVnxGcGNevX8fBAwdw5fJlsC07d+4UGZw/d07K0Aa4OT4B69atw+XLVySO/3H7tWvnTuzftw8EZYIbt3aHDx/Go0cPRTtK3LwZG9atw7Vr16QcuaetNv1suuRTGtTNG7dw6OBBXLxwQXjYs3sP1qxegzOnT0u5Rw8fYmviVpEdzRiqHYoZ2n1379wl7aWJhjsrW+HF8+dSb5fOXdCrV2/s27dP2q/yEnD27d2LxMRE4Yc2Q2OgFsVftQ9fFS5yunXzpiU589EjHDt2DKdOpYoGmnT8OE6kpODJ48dIT0/H0cNHCizy79+9w7n0s9KurYmJOH/+vPSHIsjzFaZvS9yK7du2ISkpqcB4ZD7K0ygL8nvk8BFs27YNW7ZswdAhQ+Dm4mIBcZahEpKSkiJ0OTbUWFT1Cl3zJORO5dy5c9JmLnwcE8b6OF6OHD4M8s9xznlAzTv1VCpGDh+Bdm3bYdOmTWKO5Fhj39OktHVLoozL6+ZxoerO//AB169dFxPVls2bcTLlhKXNqq0cywf27cfB/Qdw8uRJvHxh0moVDRmHp0/LWOCOL+NShkqS68MHD3Hw4EHh+fChwwVNgKbpZcnPH8AmmFH+HOvTpkxF86bNsGnjRkseyoigvG37Nsl34fz5AjJiRs5LmmRn+vigVUtXLF++XGSZnZ2NK1euythgP/Bv//79Mia54N64fh27du2S8ZiSnIzXr0xnG5xvwcHB6Na1m8idJuC1a9eC8ybbrFgoBmm/51jk/KFJ+PYt066F6SzXqWNHjB87TkCceadPm4YunTrj+LFjSE1Nxdo1a0Vez54+UyTlSsBPSkoWOe/Yth1nz561jF+OEfYDd07ERWNQ40ddjWlF3dsEcWOhC+cvYPrUaaBtOygwEP/6+z9EW1N5OLkXLlggBwmXL19Gn9694dy8hayuzHPx0kX079cfNapWw+m0NCm2cuVK1HVwRN8+fRATG4MAf390aNcerd1aYUVYmGyvSZMd27N7D2k0C3JgENg9BniIlr8hbj16dO2GqIhIGSBcHHp264YWTZth7py5aNmyJfr06SMLDMF44AAPTBo/ERyk3CHQjscOVkEJkPVs3rwZLZo2R7s2bREZESmDo3evnmjRpCkCFy9BZGQk/P39pWPdW7WWiUM65GHAgAFS95n0dLx4+RIB/gGo51gX40aPQUx0DBb5+aF1K3e0bd1GOpnlnmY/xfx58+FQs5bY5BhHAOYWzt3VDatWrsTS4KXo37ef7IjmL5iPqOhood2rew+4u7mBixYD28EByrxzZs/Bgf37McvbB/1690ZSsmk7KBnN/2U9zkLgkiWo+GdFtG/XXswcXHgZaDLz8vTEIr9F2Lptm2wxZ0ybDk40Bk5CT09PjBs3XgZ1yNIQ6TNleiNQU+7NmjSFj48P3F1bYUDf/jIW5s6egzoODkjckii0nj17hrDlyzF8yFCsWxuH4KAgtHZ3x/Jly6XvubujHPr07IWYqGgx79G+zfGpFijVh0IQkIVy0qRJmDB+vPR1THQ0mjVpghZNm1p2SpxQixYtwtgxY7Fl8xZp66ABA0WGio6iy0kaGxODEcOHC4+R4RFiX9+4caPInYv//HnzEBwYLABB2QQHBcsCxonfwLEemjduitDQUDHncDGYOnkyPEd6ihxm+cxE/759ccqs8RHoNidsxrChw7BixQpER0Whc8dOmDZ1mtB8n/8eO7ZvR78+fcWGS3CbPHkyRo4YifPnzgv7XMRo5x3l6YUN6zdg6dIQDPTwwA7zuQWVhDm+sxEWFoYN69Zj5LDhcp7DBUaCAcQp54ULFgp98pWwcZPw4+hQR5Qa5mc/8TyIbV8TtwZhoaEyBhI2xRcwmxHQaIZt17o1HGvVNp0H7duH27dvi8Lk6uyCAX37YeyYMWjWtCmCgoIQGxMr8l6+bJlgB+c3TZask7JatiwEzs2aw2f6DGnzlKpBBQsAACAASURBVClT4NyihQCyUgjPnT2L0aNGY/y4cdLfHD+U79l0004g7WSqtMkE4s/koNNnhjcaOTXEnDlzEBERgbFjxwrdBfPmC9Cz3Xfv3RNzDmltTkhAdGSU8Bq6PNSyqPKM0c3NTcpzsTcGjjE1zozxRd0XDeIXLmLKxEm4c+s2Xr18hT59euPPChUs2zVqnATcV69eiUZBm1SDevUFzFh5zuscAZJf/v0fJJu3ONRMGzdsBDdXVwEBTgw2+veff8GAfv3EnPDq5UtwglSq8KdMGtIiIBAMfH19ZVJzEFALaNKoMaiJ5ubkYK6vL37/9TesWhUuOwCummLTGumJRg0a4txZkybNDuUiQoDkysigBMjrjRs3ZIGo41BHJhsnwrGjx+BY2wGuLVtKfeSb2l3NmjXhO2uWrLjUuAgIjg4Osr19n5+Po0ePok5tBzFLkS5Xdi5GVStXka09VUd6dHBBdKpbD4sX+Qs/Dx7ch0f/AXCoUUuAWLSHpCQ4NXASICfQMo590KBuPQEzaioPHzwAgb1927a4fcu02+Ai1rlDB/Tq0eMTLYBlqDk2cWqIMaNGCzhQttw5jBg2XECZmhrD5k3xaFTfSXYEbOvEiRPR0KkhUsymI05ygj4nILW915THQj9UqVQZS4OCZdxw209bKkGgXh1HAQ7SplbUuFFjASsupNztjBs3DtOmTZOFmAdnTvXqY87MWcg1e/1wK8/xtmxpSIH+Iz1q+1xwuBCeSE4R/rl7oU28RbPmFhCnCYjP3G1xs8+FuGuXrhg6ZKjsgKSg+T/a+l1dWopCQx5ZBxfnjh06gkoMTUod23VA0rHjUoI7qTWrV+Plq1eyq+jcoSO6d+kmiwtlzB0FFQXu6hgIwi4tXCyKEmVFBWfK5CkiA45Dgih540EmgadD23YCkhznDNz1ubm6Yfy48cI/F0maO2Kjo2WM3rlzVw53qXBduHgRK0LD0LNbd1ww7zIpBy5K3CEwqHlBfpeFLEOL5i2k7zhuqAUvDlgsAEeQZmAbWL9afLlIclx17dxF5ruiSbr37t6VNJfmLWQMckxRrlQeOnXogHat22DXzl04ceqkzEOOrVFeXuCCzx3gqJGeojhynHPHQkCnfT4keKm0necPxKeaNWqCYEracWvWokP7DsIneYmPjxd+uctlIGawn8aPGSv1cJ5PnzYdxIKI8Aip9+atW3IeyHGekpQkdFknsYj9TdmwLTTdydjabjrop2Y+cOBAWbDYBgYlX17VvSQU878iQZzgyJWd4MNAm23tmrVkpZJt6pEjWDDfBOJMD1m6VLZWLKcCtbNKf/xp2b5ypW3t5i6n2irPmbTTqOdQB1OnTFVRot061qyNeXPm4M3btyLAin9UEK2RW8YDhw7KQP31519EG2HBoCVL4FS/AYynyDQ/1KldB+PGjrPQppCp9VeuWEkGJBOMAuQAGTJoMPr07mMpc+fmLbRt1Rq9e/aSbRETrl65IiDBvOw0BpoVGjs1tOw8Lpw7L7sDauQqcEtIbXzCuPGW7Ra9NTiYlyxeLNm4aI4dNRpdOnaWwcRIys4EBF0t2jC3mzxN546HGsnefXtRs3oN8RJRbaLGxsOvWtVryGJEWgYFS7aQzRo3wcQJEy3mJ2oN1D4GewyUAx0eFoUEBcv5CDVBanDNmzXDkIGDLFta0uUkqVWtumhTfCZINGvSzLLrYBzD/r370bxJU2xcvwE8DJ48YSKaN20qYMf0/PcmkHj23KQN8eylTq3aFoBknqtXrqJj+w7SJ48fZwld9R/Nam7OLYWuiuOiN3fOHAG1EyknRIZeI0aicQMnxCckIDklGQkJCWjdqpX0mXEcU1HhLowLOcGMZx67d+0SQOQEpxmKyggXJoILF1n2B4GDgaDbo3sP9O7VC48ems4BaMq6deuW9C8XQC50TRo3QXh4uChGYctD0bB+A8tuhf3JccbzBILs6phY4Yc7DBUIXGNHj4G7WysxN3FXyrkVHRElPG/fsV0UCqf69UUB4CGozL1Jk0VRYjvf5r21jEtF9/rVa+jTq7fwrxYMar/R0TGy+2bbqb0vXLhAZBC2bLmYfigjj379ZddFswiDGpfURidNnCgLI/tLhavXrolCN3H8BAsfLEPFhnIisB49chS9unXHwH4DcOf2bVBhIoi3b9fOsislPe52Wjq7iBmNsnn+/IXMI44FKnMEeWrrcXFxUj0XTu52jJo4Qbxtm7aWHTdlHxAQAM4ZemLdvnVbtG4uuByTKrC9zZs3l3ND9htxh7wrrFD5eGX7lFyM8UXdFw3iFy5i0qSPIE6C3E7++p+fRSOgHY1bbTLGQJMLtWXj4A9aEogKv/9h0d4JYNSOuI1RgZoSJ8f06dNVlBxO1KpWA7Nn+Qp9vwULUfnPiuKyyEHOLSlNGlwkuKIz0ExC4KHWroLShHmKrgIH38qwFcJX+MpVKtpypfZAMwC3cyqwc1q5usnWlZOTge10buEseVUct48NGzhZQPzM6XTRnIMDgyzbSdowO7Zrj0kTJiLfvG09dfKkgBqBgoGLJAGmW+cucs842tE5SGlmUtsx8sXB07tXbxmgBMW6DnXE5KMGBdu7cP58WbS2JGwW+vxPHUzSztqsUWOMHz/eooHx/KBubQcxw0SsChftMGjxEiz2D8CplBNy9kHPo1neM/H2jencgZM4bu1aVK9cVRZb1rs8ZJlsh2kXVYELCA/FqblwC3/3zl0M9hgkWuX16+azAvNZB8sQtCZOmCDge/H8BUUGdMvs3LEj2rq3wQ0rWzLt0dzxKXkqOtw1UTMliPP8gaYIjpnFixeLKY8HjwsWLJCDOqO29OTxEzFLUSY8J4oIDwe39TSPcTw+ePhA+oRKDc2HlStWxJDBg3HWvPujpt6jWzf07tlT/JDJD90BaYOlFrd06VLMnDlTPCNE48t+Ip4mzZs0w+FDhyxtVjcEhNBly6SNtE2rQIAdN3aszMOtWxNBkwIXFnqtkGeaHDiXYmNj8fjxE9l5eU+fjmqVq8jfmDFjZFdBemr88J6KU4e2bTF+9Fg8NduCuSOiuZHaJkGc4MQFvn4dR/j6zATHTejy5bIbowmSAMxA3hkIquxX7m4oBxUuZ1xG3959MHnSJMsiyDT6anO8sE9ppuKOc/DAgbhz57bQJIjTdq12QizDnTbz9e/TV8pzR0HT49KgIFmMp06ZAvdW7hbvGnsgznl30rzjpKXAb8ECkTHPUGh27tm9OwYPHCTvIKh2EMRpCho7erTs2lR8SV6LBHFuLSdNnCSHCapirkK0HxKYp0yahKCgwI8gviRQOpS2UhWWhYRIXh5CMfDghp1G4amQnJSMOjVry7ZFxfFArEa16gLi1A5opqhSsZJoP8zz7v07lVVWaw4MgrhTfacCfqInTqTAgTa32XMs+Qkuq1asRKXfK4g7FhOMAzbzUaaYMvr26WspQ5ME+eakV4BNEKf2PMjDwxLHQUvtKdWsWaSnnRawWrIk0DJ4qT1zUBg1DWp2BEWliT9/8QKew0fKoKTWwEBtrl3btujWrZsBxK+gfZu2oiUR+Ll9rlOzlgxQNVnevHkrg65apcoW+QlBszquQHzChAkWEKe9knTmzTO7PFokYZIVNXUu2JMnTEJujmnrzfpo+61etRpCw0KlX2jqYD5uJVVgtdTQCLLr49bJ5Bo0aJAsYhcvmHZx1KwYSJPuYwQH4wJNGuyTLh06olO79rIQKPq8UsGgqYVKgAo8iOI5gYuzM1JOpEi9NKtxV6QOlI0urO/4MpK5MM8tZs3wQaP6DeQAndHc4ahAjZsg9vL1K5xJPwNf31moVrmq7BIIrFyAu3fpit49esphLt10uYV3bekqW332Mc0v3OrT7ZILF7VELsg8OGZQ/cmxSpnzjKB+/frggacKrIv2Xi5UfMeDIM4dj1pE6VeuAucBX2DheOaixp1YpT8rYsTwEZYDZ+VUkZp6Cm1bt5adF/3SGQiIVOo4B7iDefv2jRwCNm3U+KM7nqrMzD95V3PtcVaW7JRoolTnMMx+xQzi5CfvrWknw0Vw0MCBcubEMcIFYMa0aQKc3KFSgSCwC4gbvFOuXb2GTu07iK2fJrqIiHC0cnWV8wW2fc+uXaIo8RyGIfXUKXGTFU38+XMxWU6bOhVt27aRQ3nmodJKpahZ46ZyuCvngT17om+v3uKwIYQAMYPy0JfnMmoOqzRelRyMcZ97/zc2XA1SW4Vv3riJGVOniU2c6WoQXbtm0qb/53//H/jOnGXZggcsChCNmltthnd5eZg+ZSr++O03sXMxjl4TtAP6eHtLHv535sxpNKxXH7N8fCxxaafShBYP/BjoWfDrTz9jsb/JZsw4ThxO1ls3THZtLhjc4hh3AlyJecjJLRIHLQPbTW2qdvUa4Ak3g2ob76mB0R5MJ38VuO0lgPJQ6K15YHFX0datFYYPHSpbUObl9pQ8nDNrnlzQOKGokapw//49dO7UCd7TZ6go2T1wMLMNDNRyaG6hvVKBJD16unXpIlvap2abGrdy3Tt1hkf//niblyc23YZOTsI/gYLh9asceI3guYCT5dDZOIC4wNIMNWXSZMnP/wi6zZs2R3ep/+OLIzxXSE1LFZs1QYkTm4seA00gtOlTrgcPHpA4nm2IjdywsDOBHiM8BOchMvuFGmylPypgc7zJtso8BCTx7MnMxKqVq0RTNHpB8LCcgMEJp2QklQJiluGOjwscPUQYXjx/IUBFP2ACLRUSantGM5Oql/wRKFQgj5Hh4ahWparwouKplVEJ4USmPZiLmwrcfXEs8MUiLji08/br3UdMJVxYx44eK2YbpfTwMJuKAg/PGLirommKB2gqEECo4HBRoAZOG/Ds2bNVspgKevXqhW7du8miT621epWq2LRxkyVP9tNsJCcniamBGrRaYDkHxFvE1c2ym1XjhKYH7k5ll2lWUJg/JJiLdBPsMNt9qcRQnlFRkZb66KrHMyWCLYOimfUoE+NHj5E20xNJBe5UqdXSK0QFnj81bNBAlDnGcZEb4+kJj779oc5sCOI0Ix0yv6fAfDzHoBIRsGiR1M8Fqp17awumxcdvQttW7iJr5qf5hT73nAsE+ZzcXMyaOQtdOne2YBjjlixeIuOajgME6AnjxsliaXQt5q6B8uKun5hDZZRnguxvNTeVLNRVtbe417/lmSe5sYAi9iT7iby00rC+iYnsJyaPBJWX2+1//s/fMaB/f2GQ8dQYaGphB+zYuROb4jfJKvi//p//V7QGupzRA6BihT/FBMCBSC2Aq/nf//u/0b17d9GOGBcVGYn//j//JR4mXEFp4uCbdtz2cfvJN0W5BaVJhYd5pEUt+T///LeYEggAbAsnH7eO9es1EE8YujDSrdHN2QW+M2eK9sR8qt3ULrgwUOurX6++CJ0aFidopYoV0aQxD1IvCABs374NFf/4A87Nm4s3AM8OePjyn3/9S3ymOfBXr16Nn3/6j2gwXFDYto0bN6BihQqysLBDaRqh9kX7/qCBg6QtdMVr6eyM2jVryuEoy+3fuw81q1dH/Xr1RHMhCPHAj5OG/HIAMi4oMEj4pDcD6XN7Tm2JZxaUh7G97Dd6VdDmR5AnSPKZYEGPAB4uU7OjFwRtr3yrVL0RR2DgBCHIcNdGrxT60/LAmYBJOnTp48ti9CLidpgTn5PX328RfvnpP2IeY19xEnNxJyjTi4egQFNZ/KZ46SNqVAMHDBA/4IOHDgkPPPBjGbp+MVAhUf1Iea0MDUP1ylUwfMgwcZ+jDZn88vCbbaGsaG6jpkrAp6srXQNpbli3br1MOiFs/o9jh6aseo71QHs1PTwI1CvDwsRUwAV8yOAhAhy08U6dPEU8Yx4/eSzbaZrHateoAXpoEThpfqxZtbpst9leAugfv/2Onj16gl4U9+7dF08KauNLlwbL4Td9+XkYS5daHqzOnOEth+3r1q8XGdIs1MrNTcYdgYILCA8/+YIT5xTd/ugRxvc47ty9K31MbxYulnSzpCmGfFj7+xOEaIqr71hXDik3btiITRs2omunzvjpn//GvLnzBFjpAkwQpFJAXgm+iwMC5KyIi6Jx7HFecRxw5zZr5kyknU7Dg/sP5JyKixOVJoIiwY/eNh3at5dzGM4p/rm6uMiiyhfH6DFFEOdOgofX9Pem/zzf4Bw6aIgsshwTflJfVekb2rMnT5oolgKavrgbWBcXJzt3jmPupmmapamSPHJckhdaE4YNHoo/fvlVvKg4V7jod+7QCaO8RsnhKJ/pSUcPKmUn57mSU716ckZALJQxa97qcF4YZWMcd4XdF2pOYQfzkI5uT7RtURM1BoIBT7G5jSIDDDytJnDwoI+duv/Afhw9ekTs5qtjY0ULZH7fWb7iEkWgovDpN0sXNIIywYCr7IYNG8RGyDiCE8Ot27elHN8E5Q6BrlPki41nB9DkQq2EoE3NSPFFYOaEo60zIjJS7J/r4+IsB4ZC3PwfO4kn9DwQmj9/Pvbu3Sv8cNGgZwwPNDjYufoyH22stLfzBQOeqhP4GMdTaoIdfcln+syUAcbDSx6a0othFsstXiyHT9RQOCg5kOlKSL9h2tNYP/+4gGQ/zhZfYJoD+EowtTHysG/vPnF98l/kL4DE3QkHVXxCvPjwh4evEp7ph2zv2w/5+e/lYI4DkLZTdaZA+tzy8+01HkBx8p84+fElJsqV3jF+C/0EmGhaW7t6LagAMLC9S5YsEder6Oho2SERDLjYUbPmLo4HzJfML5Gx77nzoscHD7R5CEcTkQo3b96Qs5DAIALnClnMT6edxgeDiYB5FZCzL6nN0j+bnip8IYXjil4DXKzYFxwj1J69p03D2FFjMHvmLGxJSCg4NszbVdLly1wcR15eXrIAcbxzsWaglwRNHBwPfGuXdmD6eKtwOjVVwGPGjBlSJ/s9LDRMdk1cePlmMzVnmtno288zCy58XHzp/zxyxAjhm142KhAYacLiuOTiQHlTO+QCxUCe6Tgwx9cXo0Z5yQ6YpgOaMhj4ngO1Z34iguc5HLeqPda7dPY3xxtfhOEukQsh53NAwGKwf1U5LsjsR77By90m5yPfCVH8yI35P8qHSgDdQNnfN67fEK8dmj/pDMB5SyWHCxJfgadCQS2ZCgTfJ6HJhfK5c/eO2NV5VsZ5xfMCnm+wP65eNZ2zsEqazShj7rR5QE0g50JCkwnNUlREyA8XWC7wnGfEIB6Ic9dIeXOh4nkI5yI/KcL3QziOTqWmyvznrps88QzC2P88w+H4oossx6YxsLwat8b4ou4LBXEKjZ32IT8ffF1YnbLbI2rscJoj1MGbyk9aBH6h+eGDdAoHGic14xlYJ++t4+idYgw8ZOJLKEaeSJflGUhX0TSWo+B4uMJFwjoo/ilM0uKVf0YeKWTyxnTFI+NUGdapeGIe+aPmazb9qHK8Mihaqt2kxXvWqfIyjs8qD12pGMd0YxxtuYwjLyoQhNleIxAyjeVtBcqHniKkawwvX74SeXNxsBWo4VCbNr5UwTooD0XL2CeKb9KiJ4Sxr1iOE4Xjh221FZhGD488q3FhKy/jyDd3cnTlVMHIG+P4ohFpkrY9+aiy5CpLeHhoaZ8l7cMHoZGZlSn9y3gjPb4sQ8VFjQGmczzSU0XlZX9RS1WBZjJu33kAmZlZUINTeUiDfWAEB2O9HBfkid9XMY4Rluc4pMyp2XO+MxjLqjrUlX1JTdLYBo57NfalPEz9SFObGgP2aNLsSv7pkmyZV/n50l9q7FvqzsmRxfddnmmMsgz7l3Uo+uxb8se+JD3rwBcEaVlQL0UxD91eX9Mzx7xTVXNazTPSVmOGdan62GbVPtZDrCKo2xpHHDesS/Gp+OKzdZxKK+paKIgXVdj29Cqq1LdNLw88lpZEbLVdxVkPGntgaYs3RYNpvLc1+JTXi63ynxtnrM9WWVW/dZsUf7bKqDjh304bVB4jHVWXMa2o+y8po2ga28Rda7cuXUXDNwLTl9IvrJx1mvWz4s/u1cbiq2ioq92yNhKKGgM2ihSIKqx8YWkFiBT1YIfQl7S3qKqM6cUGcTv8CS0Lk4VksuQx1279rJiyF6/Si7yaeeDFFpDYYtFSp41ES1oxJrriTZVRVxXPq604Y3px7r+IhlEudlZ9G80vlB3qa1LGPGFt8aXibMzpj7QNFRtuP6Yb7hQ9RhnvDVls3hrpGssx3pgmhT+JsJHHqv4CNAttrE32iozkzpamoOHDhlleUmEh1musu0hC5gxfWs4W/eLU/7X1meayjY6x6gdb/DGuSB4NpC3j2h4xc7w9ml/b1iKq/SS5+CBuY2AKs5+Q/DTCXmONOW3lsRVnKWMQuooTfqwAxUY2U4datafQulQFVtdCyxgqLjSfFU27j3Y+6lQY7QJpnOwGuCqQxkrN/BrjDU2wy5Yk2ChrIGnKYgYbI31F1DpOOFX9Y6BtnU/qUPkUMTtX1RZbNIxFmF5UHpW/sHysT/2p/IVdjfVa0+Uzt+e0zxq/q6LKqKuFvlRsavEntCyZLF1uiDHdmkqa7+3I17pOeTZTsq5TVWAvnumFpanyhV2LU95WHhVXoM3Sd8aYgjWrMopv5jTGFcxterKVbivOVtmi4ooN4kUR0ulaAloCJS+BkproJc+ZplhWJKBBvKz0hOZDS8CGBBSI86rubWTTUT+wBDSI/8Cdr5uuJaAlUP4loEG8/PehboGWgJbADywBDeI/cOfrppdtCWjzSdnun7LCnQbxstITmg8tAS0BLYEvkIAG8S8Qmi6iJaAloCVQViSgQbys9ITm47tKQHl/WF/5KQMVx9ewizJxFJX+XRupK/9LSkCD+F+yW3WjSlsC9sDaXnxp86Pp/7gS0CD+4/a9brlBAvwWCT8exU/n3rh5E5cuX5avafK79OqPafxwlfoAmaG4vtUS+G4S0CD+3USvKy5LEuCX6PijI+7u7vL7mvyRYf6uIr9Xzl8U4udP+Y1vfsKUP8htCvZfzS5LbdO8/LUloEH8r92/unXFlADNINTAPTw88I//+m/4evvIt7H5fWx+f5o/p7dh/Qb5IWN+BtlW4EJg/YlXW/l0nJZASUpAg3hJSlPTKvcSuJRxCe3atEH9OnXlV2GMDeJ3rfnLTNbfZidw89dn+Csy2iZulJi+/xYS0CD+LaSs6yjzElDgyyt/6aVmtepo17oNrly+IryrdGNDCN78ZaDt27fLz4jxF5j4M4LGH0ow5tf3WgKlIQEN4qUhVU3zm0vAFsh+LhOKBn9RZ2lwMH7+90/gzwA+e/5MSKl0RZe/8nLo4CH06dVbQH/y5MliV+dnY3XQEvhWEtAg/q0kresp0xKwPqLMysySHy/mDznzR37583PWgaB+88ZNjBg6DH179ZbfgeVPchl/osy6jH7WEihpCWgQL2mJanp2JWCtydrN+BkJJUXTCOKK5rVr19C5Yye0b9fO8gPAKk2xyDz9evXGTG8ffaiphKKv31QCGsS/qbh1ZcWRAIHSGixLs5w92levXYOvry82bNhg085Nm/iePXvQvk1bxETHCIh/Cd/26tfxWgLFkYAG8eJISef5aglYg1thz0yzTi+Mgc/Nb4+WsU66FAb4+2Pd+vV2NWweYIYuD4VbS1ekJKfYI6vjtQRKVQIaxEtVvJp4eZTAgwcPEBgYiOCgYPAHihkUwL97/w4vX77Eu3fv8PTZU0yZPBn9+/bD5YzL4k+uPVPKY4+Xb541iJfv/isX3BPY+Mp6+pkz8gp7RkYGLmdk4NKlS/Kcnp4OxvHw8NWrV7hy5Yq88n7j+nXk5uTabCNNGfQCUa/EZ2ZmWoDWZoEiIhVIv36dg7i4ONGwbR1m0gZOl0L6it+4fgPdOndBv959xCvl+PHj+lCzCDnr5JKXgAbxkpeppmglgctXrsDLaxS8p83A1i2JWLRoEVxdWmLalCnYsX2HmC0GDBggv+ae/eQJNm3chE4dO6KxUyMkbkm0omZ6vH//PkYMHwGnBk6YO2eOLAL8/klhQQG1ymP9TJfBtWvWoEeXblgesgw7duwQcCYP/ItbG4fpU6chIjxCSDx88BDeU6djkMdAyUsNnYF0rWmrOvVVS6CkJaBBvKQlqukVkADBjJr2nDlzcP7cOeS/f4+NGzeicsXKWLJ4CfABuHn9BvwWLBANl4Uf3n+I/v364X//f/8LHgMGIPtpttBUwEiw3r17Nxxq1UalPypg6+YtBeos7oOix/w0j/CQslHDhvj7f/1f/PrTf/DTP/6Fn/7+T9P1H//E//yf/0K1KlWxaeNGEz8Anj97hocPHyHvbZ4ljjekrf4kQf+nJVBKEtAgXkqC1WRNEiCQPc56LCYSpSlv37Yddes4IixshWR6n5+P27dvW9z4+Bak3/yF6NypM5ycnLBj+3bJp0A3KytLvmEysL8HmjRshL27d38ibgWg9q7WBaiFp6SkICoiErHRMYiOiER0JP+izPdRkpYQnyC2b+vyfDa6Kap0xbN61lctgZKWgAbxkpaoplekBGiaoBYduny5zbyZmY8QEBCA5cuXw92tFTxHjLR8r4Qv0vAbJSzr5+eHBvUbWDR4RYzASZs5Fw1bf0wzgqsCelX+c66qrJHe55TXebUEvlYCGsS/VoK6/GdLYGtiIurUdhCQtlX40cNH8F/kj71798Jn5kw41XdCclKSZH369ClWhq3Azh07ERkRgXp1HC2auqJFTX7Htu2IjYrGmtWrzX9r5BobE4uETfFy0Kry66uWQHmWgAbx8tx75YR3ay21SBB/9AgLFy5EcnIyjh49hnp16mL2rFmiXZ86eVK+6Z1xKQMR4eGo6+CAHdt2iCRUPfRaWbNmDRYvXixugnQV5F9QcBCWBC5B+KpVchCqxEd7OL+XQm+Uwv7oOcO/169eI+d1DnJe82ouk1OwLD1yqPHroCVQ2hLQIF7aEv7B6StgNYqhuCCeRdV74wAAIABJREFUlJQkXwkcOmQI3FxaIvVUKuLWrBVNmmC7IjQMdR3qYOd2E4gb6yjuPc0tNM+MHjUKQwYPxogRI8XrhZ4vI4ePwIhhw+VZ7vms/oYNl/SC8cMl/9BBQ8Tjhv7mOmgJlLYENIiXtoQ1/U8kkJiYCIfatRG6zLZNnJq034KFOH7sGPhDxfTbptlk1EgvhCxdiqvXrgrNsOWhAuJ0UzSGJ1lPwIWCroDRUVHmv2jEREXLQeXG9RtAf28Ggvj+/fsxePBg9O7ZE/379Ue/vn3lBR6+xMNnufLe/Ne3b1/07dPXnLdfgfyM79WzJ+bMni2fpWUdxoXMeG/kWd9rCXypBDSIf6nkdLkvlgD9r+s51sWKFSbvFGtCWY8fy8FmyokTksQXhbp364bffvlVgFkdVq4IC0ODevWwZ4/JO0UB5N3bd7DIbxG8PL0wbsxY09/YcRg/ZizGjh4DX5+ZotVb16uftQTKowQ0iJfHXiunPBN8+Rp7eHg4KvxeAbN8ZuL58+eiDasmMc+pk6fgMcADsTEx8uEpeqTQU6WNe2ukpaZJVroZ+s6ahUp//onY2FjJp0Cc17d5eRJH2/THv7dyT3fCb2WvVjyp9umrlkBJS0CDeElLVNOzKwECNl/SmeHtjX59+2HSxInyRiS/wa0Cf3F+5YoVGDxwkIB0WpoJtG/duoXDRw7j5auXAsT79u0Df4ShX79+cgh69uzZrwZmW4BrK07x+jnXkqLzOXXqvD+GBDSI/xj9/N1aaQQvatnZ2dnyzRO5ZmbC+CMKfFnmzdu3EpeVmQl+D8X69yxJj1o0NXqmkw61cnqNMBjrU/e8Wv99N4HoirUESlgCGsRLWKCa3KcSUGD6aUrBGFtvPBbM8fVP9nixF29do1oMrOP1s5bA95KABvHvJfkftN7igmVR4rGm87nPxaFvpGm8L6qsTtcS+JYS0CD+LaWt6yrTElBAra7WzPKAlLZ32uP5nRXa+HXQEvjeEtAg/r17QNdfLiTAV/mjo6IRHByMlStXyse55sydIz8QYasB9hYCW3l1nJbA10hAg/jXSE+X/ctJwBb48tA0JHipeMzwF3x4mOrj7YMZM2aA33JhYDljWeP9X05IukFlSgIaxMtUd2hmyoIEjADM+4MHD6JN69byzRXFH4Gcf0Z/c2M5lU9ftQRKWwIaxEtbwpp+uZZAbm4u5s+fD9eWLXHu3FmbbVHgra42M+lILYFSkoAG8VISrCb715DAs2dPMdprFDp16Ai+cMRAsOYhJ9/81EFL4HtLQIP49+4BXX+ZlsDT7KfytcJ2bdri3p27wuutmzflo1n6K4Vluut+GOY0iP8wXa0b+jkSUKYRfmd8kZ8f6jvWxfKQEBw4cACrVqxE4pYteGH+YeTPoavzagmUtAQ0iJe0RDW9v5wEbty4gYXz5otGvnDBQhw8sF9+ROIv11DdoHIpAQ3i5bLbNNPfWgL87suDBw/lRyq+dd26Pi2BwiSgQbww6eg0LQEtAS2BMi4BDeJlvIM0e99fAurDXLST858OWgJlSQIaxMtSb2heyrQEBMQ/fIDG8TLdTT8ccxrEf7gu1w3+Ugkoj5UvLa/LaQmUhgQ0iJeGVDVNLQEtAS2BbyQBDeLfSNC6Gi0BLQEtgdKQgAbx0pCqpqkloCWgJfCNJKBB/BsJWlejJaAloCVQGhLQIF4aUtU0tQS0BLQEvpEENIh/I0HrarQEtAS0BEpDAhrES0OqmqaWgJaAlsA3koAG8W8k6G9VjfZl/laSNtVjT96WF4O+LTu6th9QAhrEv6LT7U3gryCpi5aiBCz9VQJvzltolSK/pUm6vPNfmrIpb7Q1iH9hj+lJ8IWCK+fF2O/qr7w2RY/d8tpztvm2CeJFdXJR6bar0rFaAt9XAkbw/dHH8I/e/u87Eku2dpsgXlgVuvMLk873T1P9Q4tBCVgNvn+DSpADJZuvJVlSdOzxQfr2/uyVKW68Ne/Wz8Wlo/OVHQkUC8Tz8/PBPxWsn1X8j3Ll50j5I7l5eXnfrcnWky//w8f+IVMaxD/tGv648aOHj+QHj7OzsyXD58rJKHfj/ae1ld8YvfiXr76zC+IE6mvXrmH37t04fvw4Tp44icOHDuPQoUM4efIkkpKSJO1yxuXy1eIS4JY/kBsSvBSbNm0SjakESH4RCYLI7Vu3ce7cuU9+LoyQridjQbHeuXMHgUsC0b1rN6xdvear5EPZP3n8GOfPn0dWVpalorIO7E+ePMHp06eRmpoqc5rzODkpSeZ46qlUPHz0yNIW65uy3jZrfn+UZ7sgTq3Ff9Ei9O/bH9u2bsXWxES0dW8DF2cXJCYmYseOHRg8cBB8fWZ+Iquv6uxiIo/KJnXxG8+fGT6/BFHRVCo9PR2NGzWCp6cn+LNd9sIndVhFFEdOVkUsVbEswXumz0xsTtiM3NxcSbOb31yS6bbyFIcXkrCXz168heEi6jfms8WfMd3YAFt5reMUb69zchAbE4M6tWojYJF/AZKFPVjTU3kfPnyI8JWrsDQ4GLy3FVTdn6TZI/pJxoIRdukVzGZ5Yn7L9PjwAWlpaejRvQdqVKuO1q3c0bVzZ3Tu2Anubq3QpFFjaYtxTLP8ixcvZOdpIapvypQE7II4QWHVihXYvWu3MPw0Oxsd27VHSxcXqK3o0aNHERQYVKYaZGTGOOCN98Y8X3L/6vUr2YkQRIsVvnDCFkb76dOnmDlzJnx8fPDq9WtT1lKopwAPZvr2ft2mJGVcoN7PfBA27cji8MFDcHF2RuDiJUX/Sk8xfgCCO9EJ48YjKjoa7969+0xO7WenLAuTZ3HShIbVwktADlkagsoVK2HIoEHYv28/jhw+gl07d8F3lq8obszDQHPhgQMHsG7dOsuct8+xTvleErAL4lyNuf18ae7QzMxMdO/SFW3cW+NhpknrINDff3BfVupjR49h+7Zt2L1rFx7cuy/tIQ2aZPbu3Ytr16/h4aOHosGvi1uHa1euSJ7r168jPiFeTBO3bt2SOJpy7t29i4MHDuLC+QsgYB05cgSrY2ORdCwJb9+8KSAvbmf37duH7du3Y8+ePeCvk1sH46Dn4Dxz5gy2b9uOnTt2IiU5Ga8VEJoL8plmo23btgnPV65ckUmlzExHjx0F41QgfT6T3s4dO8TslP3kiUpG/ocPYosVPrdtQ9Lx4wXqfPXqFZKTkkWGnFDpZ9ILtbmfPHkK/fv1lzKWSgCheerUKezYvl0m5tWrVyWZmHaHMj14UDR4yowTNG5dHLizoEzu3bsvMtmwbj0uXLggPLOwUXaqLm67aVpjnx8+fBjPnj1TSaDGezotDTu27xB5XM7IsJypsJ6LFy+a5LRzp2ztWRf74uzZs9Iv5PGxWXYEFNIi2Ny9c0fqYN8w7uiRI3j08KH0N3cjm+M3W/Iobf0d67twQerbs3s3FvsHoHHDRggMDLK0i+P06pUrIi/23eEjh/E467GlPezz27dvi7zY3qTjSXj58qWk82xkdUwsxowejbt370ocwZxzh+OQ7TUGypK73Dt374gJIyUlRfrs7t172LVjJw4dOIgXz00gqsq9fPlCNGiORc6DZ0+fqqRiXVmn+mOBJ0+yMWP6DLi5tBS5KiLPnz9HxuXLyHmdI6DN+tq2aQMPDw9RWqi82RoLqry+fh8J2AVxa3YyH2WiS8dOaOXqVmDrmJWVCZ8ZMzB1yhTs27MXc3xnY8igwTIpCPJRkVGoX7cuBg8ahDWrV2Px4sXo3KkT2rVug8iISERGRGDevHlo16Yt+vTuI0DHgbJr5064u7pJnatWrsKy5csxdMgQNKzvJDSU+eDShYsYMXw4pkyegv3792NxQAB69ugpE8K6DXzOycnFqpUr0ad3b6xdswZbE7di6KDB8Jnhjcdm22ZWZhbmz5uPcWPHYcuWLZgzezbat2uHnTt3yqSMjIyEU4MGmDXTZEr68CFfwL5Pr95YFhKCvbv3iHbmNdITV6+YQJT2ximTJ2PNmjVS7yCPgQJy5In1zpszF0MGDxHTFeXUt09f0ZisFxfmJ0isWb1G5Hz/vmnBZDwXjeDAIIwbMxaJW7ZgaWAwBg7wwNEjR2Xybdu6DS2dXdClc2dERUUhKCgI/fr2hVtLVyxZsgSxsbFY5OeHXj16olPHjkhOTibZT0JGxmX4+s7CihUrkLh5C4YNGSpARrAjEIQuC8XY0WNEdstDlmFQfw/s27NPwIEL+ID+/aXf18etQ88ePeDm6oZZPjOxZ/ce4Z39zoWIISMjA16enmjYwAmJWxIl7vatW5g2bRqaNm6CubNny+LuO2sWWrm6yji7dfu25CMvkeHhGDZ0mMicAD100BBUq1RFZMtMBHAuIB79ByBoSaCA/eSJkzDaazQuXbwkdLiY+3h7IyYmRuoaMXwEtm7dKmn8j0DMMZ98PEni7t2/LzxThpcvf3pmRLt03Nq1aNO6DUaNGiVyXhu3Fl6eXjLmd+/cZaHNxSN0eSiWL18OjrvOnTtjkd+iT85ALAWKeXPx4iV07dIVLi2cP+lnHpJfvHRRxnCtmrXg5eWF+Ph4UOHSoexJoEgQVysvQbxrp85iO6P2w0AthKBJQEtOSRGgoIbbyKkhpk+bLtoXTQ5NnBrCzdkFGRcvyQq/JSEBv/38C/r17QdOOA7q6MgoVK5UWQYqaVOT6dWjByr9+acAJPNcv3oNHgM8UKliJTmMIW9jRo1Gk4YNRVMhiJA3Apebi6ssCKSl2sB7ThCHWrUxd+5cmQhv897KdrF2zVpiPiKN8JUr4VSvvgW0z587Z5rkgUEy6flMMBw9ajRJ4uKF8/I8eOBgOeQiMBw5eBDNGzfB1EmTQVMU6+vatQvu3r+HvLy3WL9+vewcqKnRrupYqzbWrl0riwSBe+GChahbx1FARSox/Mcyy5aGSNvVoRrbyPLUMuM3bcK7vHe4dOkSunTuIjKjpkxNsWe37qhXpy4OHTwkcj+wb7/U4+rqitNnTkscZVS/bj3M9vW11KpkyMWT4N2+bTvRhikvLnSbNm4EdxNcKFo0bYbYmFhpy82bt9C3V2/079MP+/buQ5tW7gL6r169xPMXzzFj2nTUdaiDI4cPS/mgwEA0b9IUNNUxUBNfErAYNapWQ1xcnMTl5ORIn1WvXAUTxo6VdlEOLFujenVJoyGYZznNmzbD8mXLRNvleF0XF4cG9eojOChYaKWnn0XbNm3lfOfB/QeyQB7YfwCuLi1FMaCte8GCBTIWCWK5b3KRkLBZ+k4IALKz4fkQFwkGKgHeM2Zg4MCBll2hkh/TuQhTm2/l1gpDhg5B4tZEAU0u8E0bNQYXOgYuygvnL8Bor1G4efOmKE80n/n5+YmsJFMx/zPWr4rs3bMXjRo0xECPgQUOZ5nO3S8Vi47tO+DYsWOyOHMHoUPZk0CRIK5YViDe2q2VuGkx/sH9+3Io0qJZM+loapvUajgQO3boIEXv37sPN1dXTJo0SZGSLXOdWg6YPnWaJY5lHes4io2XkdwyUrvp1LETHhlOzLds3oKf/vVv0aYJ9ATbkcOGI89gj4yKiESF337H5s2bLfR5w0k808cHVSpVlm28SuTkdHV2gUfffrh37x4G9B+Atq3bFJgo3D6/fGHaQtPUw8OgieMnCAkelv35RwVs3LBRkZQJSA2/WZOmMsmp9TrUri0aL8GVk4T80MPBo19/0YgeP/64hT969Bgcaztg+rRpnxwqEcSpcY/28gLNXAxcKMaNHYu6deqIFs7FlOcZ1LaaN28uZi22gdp+7x498fiJqS6au9q1aSMa+ctXr4QW5UGQ5s7nfb7p4FaBACdyVGQkHB3qYKa3D86mnxUAILByoRVQrlMHG9ZvEDMNzUf9evcRrZlgysWBWjcDTTxhy8NQv46jLCqMi42OFm2UwMHAtkaER8BRaK6XuPx87tR2CU3aa1WgiapZ02YIWbpU5Dp50mQ4t2ghixnzsL4D+/ejRbPmCA4yneWsjl2NmjVqYk3sakVGxpvn8OFibjh18iSCg4NlN+m/yE9MQU+ys2VRoImMgRr78KHDsXGjqf8pq5zcHBk/XOSsA9O5q2vWuAnGjhkjAP3+/TssC1kmcle7EO5GuUNdv87UbtZGuvwjDdKmiYNmm5s3bgodgr383biBO7fvFBjDysRk4hpispwxfToWLlhQwBxGfrkojh83HkMGDhbFyLoN+rnsSOCrQPz6tWtwad5CtNDI8AhER0UhdNlyzJ87T7QzNpN27pbOzgJGqtmcGNR8fbx9VBRSUk7AobYDpk2dKnEEBGo3HgMGFDhUoe2dhzIB/v44f+G8aJFzZ88p4CUSExWNX3/+GaFhYRb6vCFIjR49WrRV49aQJg9u4Tu2bQfyxm3wgH79xXZZgID5gW591FAmTpgoMfROYHtoG1aBk4BmHoeatXA67bQsDtzWV69aDU71G8DXd7aAReajR+jauQtoiiEQqkCbOzXx4UOGfpyI5tlHYKN2OsrTE5lmExAXNO5A6jvWxdKgYMRGxyAsLEwm6OrVq0Wj5cIxZOAgAVXKl4H2aZ5zcIejFimaALjVp8mHuwrrcP/ePcyYMhUONWqigWNd0PxA2zu1Vi6o5GFxwGLhYUVoGPwW+oFgmXrqlJhSuIjwrIPg5zliJPr06iWAwnqiIiLQqqWrKAV85qJBzd/BwUF2L4x7/z7fpCw0biJnKYzjYeuJlBTxnuLB3a2bt0Qe3bp0kV2dlMvPF1MXF1aCOEGQwMn+2LtnD7NIYDtGeY0SjZ3nFDRp0KRTs1p1NGrghNm+syVO5b9y+TJGeXkhbm2cwkmVZPOam5MDf/9FshByB8rAcUDZDR40WAD19avXYsLp0L69ZRGyJkYlgJ5iQ4cOhecIT3iONP2RV4497oZPnTSZpawZe/7sORLi48WsZVSSaEqhXKgE9O7ZC/N854D86lB2JVAoiCvti+wrm7hRE79544ZsnXt0647cnFzRDt69N53QvzdrINQKBMTN4ExatDGaQNzbIhnaFen6Rc2TgVtJ2tG5Dae2qgI1qaoVK2FFWBiuXL6Ceo6OmDZlagHPAIL477/+KjZMVY5X8jh50kQBR9paVbh29SrcW7qiW+cuuHDuPLp06iyeOK/Nmqlg54cP4sbHQU4Q72AA8RVhKwSceXCmAg/GCNo8Dzibni5lqTXR7jt82DD89suvWDBvvkzevr37oFOHjnj5yqTpkwYP7QjiY7xGFwB3puW9y8PS4KUCHEoTp22cQNy8WTNcu3pN2FDeEpyU7EvWTxDngqG0fh76sU9pE1ZeCfS4IIhzEbUGcS4gtDXz8I22du5GqlaqDJP9/4qYeGgOIUgLr4aDPZaliaNn126YO8sX4avC4e/vL6Yw5iWP3EVxQU1KOm4pTwWBsqAJioHt2cEdH0HcsPsREG/hLPbuO7dvY7DHQDHf8NCSgWNy/759aN7UBOKsjx5Y9RzrFrBxC4h7eonL3YkTJ5D75o3Iiwf0I4YNQ5WKleQ8hOOJgSbDwYMHW0xfxnkjGaz+y8rMFDpUBLgTYuCBfdeOnRC4ZInsfu7euYshg4bIOREXaAbSpTmL4M3AvqGfOncACQkJBf74DgO1fXXYKgXM/7H8kUOHRdbcTatAE9yVq1dw9do16afWbm7guQUDZa5D2ZTA31Tn2Bp4attF1p9kPTZ7p7hbtvAEWmp/tDFfvWw6wGNeat+HDx2SFt+/exfurq0s4MzItNQ01BPTyUcQ5xaS22rv6TOk3NPsp6IJcjvJl2sYyGtYaCiqV6kqNlRqE+3cW6NDu/aylWce8jx3zhxUr1pVDpykoPk/ll8VFoaKv1coYGqh9t2gjqPYr1+8eCk2yBpVqiLtVKqlOCcbX3Z6nZsDAqbRnMLJXbVqVSxcuFAmGguJSaJde3Tr0k22t5xUSvunWaN///6yaNy/e08Ohh1rOQjYqwrjN24UzY8Hg6qPVBrBOTo6WrQtJRtq8b6+vqhSuTL2mN1CmZ9alng0PHsmID1i6FBw0VCaeMalDHRo2xaDPDzwwuxxQa2a7qR0QVMgzvHBP+4weMhFf2MGgsrUyVNkN0atPiQ4GDWrVMVW8yEk87AMXxjj4sId1NQpU2V3cvPWLbw1gDzNExHh4WjasBH27d8v9Gln91uwELWq1xC7OyMpD76ERrMI5arCyRMn4NrSFdT+6VU1Z+Ys1KhSDdu2mg5EWW5zQoIcktLkwrB7N+3/dTF/7lxLW+llRMWkV49euJhxEYnbtiIjw3TImf00WxZhpvPtTwa+ODN0yFCLHZ+L1aWLF+XA0NbBNLVc7hBoVmLeD/n5cibUsX17MYWxfpqpBg8eIi8m0auIgYsRzVOU5+cE49zmPZWo6dOny1kMTVAHDxwAXS/j1qzFvLlzxSuMO2qegXF3yXFLBUCHsimBvyltzRZ7BER2OjuQGjBt3dSWDxw8KDZdTgq6kdWsXgMD+g6QzieALJi/QICEA5Tb1Jo1aqBnr16yBaUWsHH9Bvz+8y+i/T3JfiKaxYb16+Wwk2DCbf+z58/FfvvHb78jJjoa9+7ek61wty5dxcuDk5uBHgPcHoeGhorWwclN4Pee4S12S+t20QREEOvdqzfSUlNlYtCO29a9NVKSUyQ7vVwaOzWUQ8Cdu3aK2yLtonR9y8nNBQ+EuAPgRKQNnYBIzxO+PEEXRy5iQUuC0NKlpWhHb96+EYDlxCFoppxIES2dWihBkG/MdWjTVrRaTmAucgTQPn36WLRq1Q72B//IIw+Gjb7qSclJcG7hLO3nNpsumjStcJvPhYPmDHpwODdvIcBDUwU1U9qp6UpGMwr7jEBB7bRt69YygdUiwnp5QBoSEiJmKbpBpp8+I14M9O6hdk43wbat3OVMgW5/hw4elBdIeOh69eo1TJow0XSOMXwExo8dh5HDR4hpgx4nDBwv5IdubQQQeoH079tPxsuSxUtkV0LlgYeYPAjnATDHC3cR4atWoVrVqpgyabLYcek62sq1lciDpgN6T40ZNUZ2QRPGTUD2k2zxDGL/8wyAL7DRvkyZ8UyEh7Vc2GgzZp5z588hKTlZ3AkD/APE1EPTDj2BaH5RizQXefZf82bNRVNWfccrF8W4devE7LN16zZJev70mSgvdAgIWrxEDj1psuJOrXEDJ4QtDxXeufvcu2/vJzszNSasr8Z+Y0VMpzsp31j9+//9b/z5+x/y98evv6HCr7/hn//zd9mFnkk7LfOnWbPmYsqiKyl3XzqUTQn8jR1bWOBA4PaKYEkNly8E8BSdYMNATYr+2XTHmzhxoqzkBHba0TjhN2zYIIeV1FKpjXHCMW7GjBlyyHfh4gU8fWaOmz4DwUsCxU7LssOGDUNdx7qyKNAli3ZMuixmGcwr1EBZn9/ChYiOiZbtKA8aOUFVUG1UV/JOUKY7YMSqCBAcuBNgOv+4sBFApk2dJm2iSxefuQARLDi56SWg2sQy3CJTi6QLJbVkTnJOOIIiA191DggIkMWGLpN0I1SmEE5s1h8QsBirVq0SUxFdypSPt2qH8cot/5gxY7Fs2TK8Mb+tSb55IDh96lSMGzcOvrNny2ErZUE57dq1S+y5PLOgWYcmFS567NNF/otEc2T/cBvuO3OWvPjB17LV9l3Jh2DPcwDKLzw8XPqEJiaGd+/fi22a3hkcE3Q55eFj1uMsvMp5LV4rPbp0w/ixYzFvzhw51HWoWVvs6gQKLjYcX8OHD5fxxsNZetLQhky3SC6aNNHRTu7t7Y2VK1fKWKTZgC54/397Z+FV1dY2+vcvufeOce/3fW+c9niO3Ymd2CgqiBJ2YWGLgC02YqNiYicqJnZ3d4txzOeO37OZ6yy2m82mzDXHgLX27PnMOZ+eazIv6LnxIAL2+/bvU86/Z4+eCltOHjNHcOLnzrhUasCSOcPNkjpwNUS6MucRsGlwXJ85YX4gSJQh3Ll9V0aOGKl1GpsGTA8SCS6oIHR7YI6oG/gZKer58xeycsVKiYzsqxKiUWsh/Y2NG6PGz4kTJ+r8mLmw1+nrO/BgPulXv8hIiezbV4kqz759+giGYCQb+o/rKLaOlJTVumd9bcPJ9+kh4FUnTnfYuHBsbG4WKZwjCNYgDtNlNh8bCfGdMgQWLAuSMnDO/BHHEz0joibI3sTRDmm08+DBQwnt2Em5TbgjEB5Ix3hLmL6Z9ukTG8s9j0l3f7IZqJP+ehJ5yU88SAPx1T4mxkofSae/JkDwyEudnjgX8po+Mmb3QH2UvXf/noU43fOY36ge4JhxP0N1Zbgu0l++eKHI4/adO5bXDoQCwy6nO0lnXugDbTIW/kj7O+6V+tSTbpC3aZsnc0pfGS/z5h5IB0nxZwjZ1q3blONNWpRkqS6YA84Y1K1T19KjMxYQCfW/ee0igtgBgB/zxh9zQBuMiSfMBCoUMw4kJhM4vEI/WCMEYEFdRqdNHG2ydrKbOzM3SF1mPMzxsuRkdSfE48ge3mT20x7Hu9lP7B+zpoinTubE1G3KAVvWDO16Z7dMieyfjJH6gBftmD904Xh3MfdmHZn+5IdoZN8TJ6UgIZAjEi/IxnJTF14X7QLbSqvmLdTIaS9rX/z2eF/f81M+vxvJ1z6SL6d+ssH2cFJ23TqLaHgq4ykuN/3wJS9teGuHNLhN7CforE0AiXNQB7XKndsu7takfYon85nTnHpKZzyoT1BbuSPwwuq3p36YtrzBPjd5TF5PT1/a8FTOiStcCPiExLNMnttK4qdb1Mc99pLBSvrwdz0gJ/S7LVu00JOdHEjxxhH41IfMXmUZy8c9/bsT7mlWR10J73FqM6ootzRyEEUe9wCnY5VzT8xE3B+X8pDRFgVnaTgoW3S+X73186PKfeg0khrqDvzw4WA58MIBHg5CYRfwFnyo3ltxj2n5rRO482cP1GnqNU97en7emQ/7nNjfPdXrLd29Lk/lvcXlt7y3up203EHKHAImAAAgAElEQVTAJySeuyrznxtRGd0dOlyOsHOCDkPntxDcF7/7RjO/zTOnMWf3Maqcyn2udFQQGGXxXecwFoZgoxv+XH3Kb7vuc+X+O7f157d8bttz8n/dEPgikXh2IC1ozia7dgo6PrtNmV18Qbf/OetjjObP1358D3DxBovcwstbXflJs0sV+anHKVu4EPhikTgL2agePG1qT3GFC6rc157XzZiXcnkpk5sRZVc/8d6CPd3UYZ5mft3L28u4p/HbvcXPiWxy6qun/mcXZ+CiY3RTnWRXpjDjPydcC3Nc31rdXwwSL8jN8K1NkjMeBwIOBBwIZAeBLwaJZ9dBJ/7bg4BDsL+9OXVG9Pkg4CDxzwf7765lB3l/d1PuDPgTQMBB4p8AyE4TH0PAG0InzVu6e23uOnL3dOd33iDg6MTzBrdPXcpB4p8a4k57DgQcCDgQKEAIOEi8AIH5JVTFcXI+nsRRbfOdkctXXJcG8GEuvnHCdXDux7vd+54bTti9rPPbgYADgU8HAQeJfzpYf5KW+MY7H59q0by5XlrB9V5cmjFq5Cg9Gdm7Z2/9/rr5uJaDrD/JtDiNOBAoNAg4SLzQQPt5Kua0K59p/T//63+LX9XqwkUVXErBN6/5kiIXQ/fr1++jy3HpLX7bHCO3I3b7++cZkdOqAwEHAt4g4CBxb9D5itLsyPbJk6fKbf/y40/CpRLuAS4c1Yr9eyt8/Y/b7fk+ub0u97LObwcCDgS+LAg4SPzLmo8C6w2f7+UCDW5Bsm7ZsblxGATO50e5/o4PUTVt2lS//c0nWx1EXmBT4VTkQKBQIeAg8UIFb+FWnh2iNfG7du7UG3q4xuzokaPaGZNmesY3rNetXavf+S5evLjExcXJ9u3bczR8mvLO04GAA4HPC4F8I3F3pFAQwymMOnPq15fkE1tQ4+daOG6q+fHfP0iH9kFy+5brrlI7LODEudG9YYOGemUc13fh1WI4dXveT/XO+D3BwFPcp+qT044DgS8VAl6ReH4Rm6+bLqd8OaUXBHB1rDl8zMlbO9n10cSbp70O4jzF2/Pk9x2Xw6GDh8jvdrWKW6XpB9L1Zh2uWivIkJ+x5adsQY7BqcuBwJcOgRyReGENwCAw8yysdtzr9Yoc8oHE3dvx9bfX/vhaiZd8XKaxdMkSdTfktnlPYdHCRVKzup/eI0q6e59y+u2pTsq4l7Pns6fZ3+15nHcHAg4EcoaAVySec/GPcyCGc4+fL4dJctroH9eevxjT3veCNEDgXMobFxOrN9kDPfexM1dciuzfsJFcvXLFArB7PivBQx0mzVsZk8f+NPnN057mvDsQcCDgGwSyReJsLPSliOMvXrouBOYdP2T+MIiBJOwbkMtcudF+/fr1krJ6tZw4ftzjJbqeukY9XEbLnYsgFnt4+/adXsiLGxzB3qY9X17eqYtxceGvtyvgTN3kN38mzjwhXPTd9A+fa/393uUW8p5LernWTT7oxbT29kxZU1d+nxBT5gJVStrOXVmqo3/0iza5Ob5du3bSo3sPhQFwMATYjIPC9vcsleXwg3LeyuaUnkP1TrIDge8eAtkicSDDtVlr16yRCRMmyJT4KYqc4exWr14t8fHxen2a2aC3bt2SYUOHypjYOElNTZWRI0ZK/br1ZMvmzT4BGYS3fNlyadWipezb47pvkbqJT9uVpjffz5s7T28z96lCHzOBSBcuWCABrQLk0MFDOZYy43XP+PDBQ+V6jx49qkZBCFpaWprCaHfabrl+/brcvXdPb1PnrsnU7aly8uRJrYY68dvmqjKQal6Ce79OnTqlJzQ57OMeIJY7duyQc+fPy+60NKlZo4ZERUVJauoOof8Qb08BWHGcnyvWCPyGmD9+8kRvUHcvA9HFSMracCfM5OXWddLIYwg0xIeb7rl5/nMaV93H4vx2IPClQsArEmezbli/QYr8+pt6L6Snp+thkP379+uFt/379be4tkkTJ0ndOnXk3JmzOlYQ1YjhI2Tt2rU+jR3EsXhRkjRr0lR27XJxjiCmk8dPyKABA6V3z16q112/br1HhOBTIx4ygVwSZydKk0b+kn7ggOZwR4j2YvY08/48I0Omxk+RqEGDhIM0ILb4KfHSu3dvWbJ4iYSFhkr3bt31TsmU1SkSMzpGevXoKSBaE+CAp02bJsOHDZdbN2+ZaJ+fpi8UoA9w1v0i+8mO1B3KkUMI4cjTdu3S+y2HDh0q165dU6TdJqC1dO3SRXXiIHhPAYTN3ZgzZszQW95BwBwOgpgPHhwlBzJhZ8qCmCG6kydNUgZg2dJkuXf/nklWYpaUlCSsmylTpgh6eRA6If3gQW0HTxknOBBwIOAdAl6ROEXPnz8v5UuXkS7h4Vlu9oazBCG9fPVS1SCBAW2kbes28vK5S+Xx/sN7wcWNze4eUF/Aab3+63WWpFcvX8qdW7cttcaH9x9k7549krp9u6pZjh09qm3C5RLg1ODUDccGokHVY35nqVxE07Td11nbffn8hdy5fcdq15SDOwS5ehqDycNz546d0r59e0WW/Ab5tGrZSg/O8HtMXJw0rFdfTp08KWfOnFVkPydxjlbhUrToq/Ddk149e8msmbNcEXn4T3/hqv/7v/5bfv35FynxZzH58/eiUqzoH1Ls96JStMjv8sO//yNdO3eRjOfPlQiD9M+ePavzZTVp6xgEgmP7ERERsnLFCoU5yB5i26N7d/nlh59k8aJFVlH6MGzIUIE47Nm9WzZt2CjNmzaTCeMn6Nww/+PGjpNmTZvL5o2bFH6BrdtoGdYEnP306dNl4MCByqVTMX2wEyqrMefFgcB3DgFF4t42x/lz56Rc6TISERomb9+8UXC9ffdOHtx/IA8fPZKnz54qt12pfAVpULuurFq5StasXSvJy5Jl/IQJyn0aGIMUOUgyf948WThvvsyYPkORA0gXMZ1Tg3B6cIgmnDl9WpYuWSrLkpNV7bF96zYVvd+9fy+7d++WyZMnqxoDrnb+/PkydNgwmTt3rhhETz0ZGc81z4J587Tt2bNmKQdKu3B/8+cvkNkJs1XlQf6XL1/IztRUIT/c4qxZs+TA/v2ekciHDzJxwgTp2bOnPH78WLsN4mrepJnsSdutv+ckJkpQ+yAd1660NJk4YaKgfiG8BznpmyhCpe9dunRRIkc0RAlpaOuWLR8RvcxiWR6oY0CAo0dHS2xMjIweFS0xo6L1yXv0KOJjZevWrcI8Zhe0T5kdQ1oZP26cREZGWqoUUw5Ov2qlyrIkabGJki2bt0jlipVkauaRf5D24EGDVb0GsTh86JDU9Kshw0eM0DIQYmBYvUpV2b93n8Zx4rRb126yfPnybImy1aDz4kDgO4aAhcSzQ+TnQOJly0mHoGDV6aJiuXjhgiQvTVbdJYh586bNUq1yFalft65s3LRRtm/fJkmLkqRcmbISHBSk4KX+hQsXSrOmzWTp4iWSvv+AhAR3kDq1a8v5c+cVafXp1Ut+/eln2b3LhfzQGXfqEKLeE0cOH5G5iXOkUf0GesKQ+jZs2CBlS5eR2jVqantr1rg+7lTktyIyY8ZMvVH39V9/ScLMWdKyeQtZuXyFIuN2bQLFv1FjAVFAPMI6hiq3CvIl0L/afjVk1oyZSmQ6R3SW1q0CshAXs2aePX0m/SIjJTY21kI2SAyBrVtL8tKl8uH9exkTEyuhnTpJevoBGRMTo/poyhvds0HixG3auFEC27TRj1Xx+8L5C1Kjup80rN9A+6rtZrpCepozjJLGMKl5ffhHPZ7qMnF3796Vrl27SuKcOR/lg6hWqVRZiR1NMaZpU6fpSdHNW7Zo6xCBuXPm6noAJkuXLpVSxUtKcnKy1bs1KSlSvkxZhTmRz54+Fb7AOHhQlEp6JqPpk/ntPB0IfO8QsNQp2W0O1CkVypeXWtVrSGJCosxLnCvDhw6V0NBQC6lkPMuQgJatJCgoSL0uACqcekCLlhLUrr3C+NKlS1KtSlXp2b2HvHvr4gA5KThi6DC5cO685oEwIPpjbINLHjpkqJQqUcLSt6JuqFe7trRq0UJVAY8fPZKmjRpLnZq15Mpll0EQXWztmrWkVcuW8jzjuZw+dUq5wv79+gnqGQIGPD7PaoyIiQkJUrpESW2XdHTkEBS+IUKYOH68IGkcTE/X3/Z/6K/hGKdOmWJFP33yRGZOnyH9+kaqjzZjXjh/gUoBxAMLkDVGX/prD1u3bJU2rVtbqhlUE9OnTZPZsxLk+Yvnrqwf8u4tYm8LaNjnnXf7n8nLVxA7hoTIunXrNMpehv5WqVhZiSiJcN1DhwxRws8hIgKcdkpKiiJxbAcg+ZLFSmQxeqOaqVShotpRKIMKa+b06aqrN/OglTn/HAg4EMgCAQuJZ4m1/Th37ryUL1tWApq3kGNHj8mZM2dk29ZtKv7iDkhgk4E0g9q3t7gm0tCJBgcFa55VK1bKLz/9rNw4EejMQQZwymxy3hGdSxQrrmqI+w8eKPeMKmfevHmyYsUKSUhIkLq166i+Gd027bZo2kwiwsItrhYuNDwsXBo3aqREBs4Pw+ySJUu0HxAH2oI75J0wb+5c5eh3ZxpUkTauXb+myHbn9lQJ7RCikgbSgHtA9RMRFiHxk+OzJKFawUsH5IXXC98xGRs3VlJ3pCqi4uuCcKcgPJC6CXt275H27dqp+oc4+qp6f2+qj0x3UPTUL1+4bBS8mz+kJU3LfJp34r39gUjfvX8nB9IPSHBwsBIe00/zVCReqZIsTkrSKCSTyD59FSGfOvm34ZZ8qFgmjB8v48aNk9IlS6m9w9SDYbR6teoyaOBAjXrz9q1+MiAiPMJSLZm8ztOBgAOBvyHgAxI/pwguIjzcQnqIzHDFIAMCLmGoK+xIHBEcFQRqGML8ufPU0GZEaJCTPfB7WfIyKVWsuOzdvUf106gQ0JOuXLFSNm3apLp2jKm4wZGfr+/hzRLWKdRyUQOJdw7vLE38m6iLZMLs2fJ7kSKWbt4gbnvbqGkgFkgABNQh48aOlQnjxgvEJ2rgIKnp56e6XHs53q9fuy6dwyPUS8M9jd8gYAjOmDFj1EWTsQCrq5evKPJGUklMTNTxkB/vEYyk2A58DcwH7oy4dY6JiVNdOHrvuJgYVfNw2Ic/V1xmvBUXY8Vb6bGxMjo6Wl1Ljx87LngltWvbVt0l3fuErr5SpUqWOgUdPt5EFcqVk6NHXEQPmG/csEEqli+v3zrne+cli5eQHampVnX4tFepXEUGDx6sccCNtRIWFmZJTFZm58WBgAMBCwI5InHUKei2QVRsLBNAonio3L51S41dqjoJCrKQ6b2796RNqwAJyUTiq1etlv/8819qIDN18ISbhvMFp69YtkxKFyuufuIgvuZNmkq1SlUsgyNonz5QhifGS3Ts4WFhlgeJC4lHSNMmTdSzBIMoH4AyRjbTNh4QzzKeKfKcO2eO6mPhgkFCEJ4GdespoWKcM6ZPF7/q1VU/bsqb5907d6VXjx4yafJk1cGbePOkP0gBuNrhd88zuH2Q/PXqlbx89UpVMSOGD7c8Y7AvtGndRm0G1AEC5A9ETV88BbxykhYtkjq160hTf3/xb+z6a9LYX/jzb9xYbQDE/x33dz7N34g8men+/tKgQQMJCAhQg+qRo0eVQG/cuPGj5kHiqFOMYZO+YKQsV66cpft//ea1LFq0SMqWKSML5s9Xd8IypUrrgTBTIcbbcmXLSjxwzFSn8PGu8PBwixNn/NnBwNTjPB0IfG8Q+IcnztQOBLxTUHHgAoaobsKdu3dl7JgxulERoZv7N5F2gYEWd47BsFnTptIusK0WuXjxolRV42c9uXrlqsahN1+2bJkcP3FCfycvWeIyMGZyxCA33OFAxAREezg2DhuhBoATb9ywkXQKCVFXR/KgJgnp0EE/rYqEcPr0aalQtry6uIFECeih8Z45c9bl06468WLFlZtFgqhdq5Y0btBQvU1ASpx6LI6aZ88eLa//MvEpyBiVCDr2N69d3jt/ZxI5cviwDB82TLl7EBDeJ61atZI7t2/LzRs3FaGjigFJE5A0OgR3UGMvv1HLLFm8WHXO6JuzCxA1+loQfxAe6uHJ+sDzp1OnToLh2D1waKlqpSraR5O2atUqqVihoiJu4pgrJBE/Pz+1b6D/xj6CfzgB2gQhrVKxknLsxDHWqVOnSrdu3eTpE9fhIs3s/HMg4EAgCwT+YZBHltjMHyA03AGL/fGnbrA5CbNlefIyNdbFRI9Wbjdtd5rqflF7cEIzddt2efzosWxYv16Rdt26dXXjghQwXLJ5u3fpqhwZemE4yAcPH6rnx6ABA/Rre/gTY9BDCkAlgx582tSpwlf2YmJi9FAKiGHtmrXqGcF3P/bu2at+zpxEBAn7VauuXOSL58+1LdrlwBAeMhghcVvEMApx6d2zpxQrWlTdFblkGDVK6RKlFDknL1kqfXr1lt+L/K76WmOItHOEuCfigglStgckBhAVboogRMLx48fVtzoxYbbMmzNXDXeobwiop+DUB/TvbxFD9OWcqAS2+LIT7G1rRCH/w76BP/isWQmWSg2i8SwjQ8dW7M8/FeHSf+IvXbyk0kzniAi9lBlCiscNunLm7d6De9KjRw9V0aCWU7tCeLiEdwpVt1WGA+yio6Nl5IgRlnRnxv6px1/I4HWqdyCQLwh4VaeASDHOceoSLoz7GUGcHMXn0AdH8O/cvaPucKtXp6j3wqH0g/Lo4UPVH8NVpqxZo++Gq9u//4D6gqPewJ8YVzICGxlxnW+uYAQzCAsPkkULF6ouFS6WgzRsYjg1TgxiOFy3dp3Gv/rrlXK+1IEnBQZF2jUcPGoRfKjRN3PKkkD9EBxc3IgHsT95/Fj184j2nFI8c/qMSgMQNG6LJ8CIG+UGnCrG1eXLllkcNXlQ93AQ6JbtO94QTVwngR9wBamD+AjcgYmnC/A1gdOfwB5vllcvPz44ZfLxBC72P09xuUknLwED58SJE6Vv7z6WagMkiwth1KAoaerfRCDAfDMHNRjcO1ILxAh448s/bOgwNYprhRCzY8dkyKAoJVrTp0/TA0qHDh40yXr4qHvXbrJ65Sqtz/TFyuC8OBBwIKAQ8IjEP8WGyUmN4z4/uc3vXt78NgjT/M7r047E6duGdev1JCaHgkwwCNP8tj9Js48Jjpsj6Am4EnpRm9jryOk9p3nMKd3UTz7u3sRVEi8hVFb88b0XuGykGQgdTzhtE1BfQZggvDAEBHubxCGFkAf1mwnYSBJmzVI1liHmwMpe1uR1ng4EvncIeETi7kBh8xiu06S5/zbx9qf7plPE52acM3nM05TX+n1oROs0hdyQhIl2z2Pi8/u0d4/TrPikowKyI2d7G+5jNGkQFr41A1eeHwSeXf2mnfw83797J7t3pcmU+Pgs33zJT52eyqJ241Tr9GnTlTCQh3EV5tg89cOJcyDwtUDAJyReUIOxI73s6vysmzWHDvpCDPKKcNzHnUNXsgNfocZ/+PBeVU2oeEx/zXjN094BE2fy2tPMu8ljfqNuwpjLATJPwT2/pzxOnAOB7wkC3pG4h5OBduTibXPmG4j2hnyoLLd9MfntzdjffWiy0LOYPua2IXTYcPbo6i9fuqR6egy2+Hvz7RJjZKVe9PZIAAcPHlT1SG7VTbmBWV7Hk9vxO/kdCHxPEPCOxL8nSHxDY0W/zCnXFs2a6yEfPiKGnzafxA1sE2jd8sOJypkzZsjCBQv108IhISGqnwYUIFyDdHODqL8hMDpDcSDwVUDAQeJfxTTl3Ek7wsW4uHrVKilVoqQM7Ndfja6HDx/WQzglipfQrz+C6Hv26ClxsXHy6OEj/ZhYkyZN1MMk59acHA4EHAh8KRBwkPiXMhP57IdB4lSDYRUXRk7ajho+Qq5fu6afneUYPj71fLYAH33/xo30AgnK4DLIFyvxDDHBXqeJc54OBBwIfFkQcJD4lzUfBdIbDt0MGjhID2mtXrFS68QPv2WLFnrgBrdAvjnDIabsPGkKpCNOJQ4EHAgUOgQcJF7oIP70DXDCkrtK+Tyw8c/m0FINPz9ZnLRYr6GrVqmyjB87zuocBk0Mou5I3eHGLRA5Lw4EvkgIOEj8i5yW/HVq3969UrO6nx4eoqZ3b9/KpEmTpF7duqoPx+hZpkQp1ZGTzklXVCz8Gc8VjJmOQTN/8+CUdiDwKSDgIPFPAeVP2AZ+1px25Nsx3E9KuHf3roSFhkntmjX1866zExOldq3a+qGww4cO66cFuIKOk5MEkDdfWneQuILD+edA4IuGgIPEv+jpyX3nOPHIN16GDx2m33mnBr5nMnbMWAkJDtY7UFGx8GXIDu2D9dvf3GtqvklDfkeFknu4OyUcCHwuCDhI/HNBvpDaRbfNAR73U5WcguT773zzhIDu+8a16/pNFPI7wYGAA4GvEwIOEv865y1fvXY47XyBzynsQOCLgoCDxL+o6SjcznjyPAGhO0i9cOHu1O5AoDAh4CDxwoSuU7cDAQcCDgQKGQIOEi9kAH+u6n3lrh1O/HPNkNOuA4GCgYCDxAsGjl9tLb4i+692gE7HHQh84xDwisRz2uA5pecXdoVdf37755R3IOALBPKzjimbn/I59a+w68+pfSc9/xDwisTzX71Tgy8QKMxN6kv7Tp4vEwK5WRfekLG3tJxGnps+5FSXk144EPCKxM0EmmfhdMFzrZ+jTc89+fJiHdh8eXOSXY/yM1eeynqKo23is0vLrm9O/LcBAa9I3AzRl8XhSx5Tn/PMHgK+wNGXPNm34KR8bgiY+TNP7Y+P3zjIUsaHgeQ2vw9Vurrrdleur+XynM9H+OS5/q+4YLZIvLAmPztY4cPMJcGcHszI8Hy/YnZlv5R4YPbq5Us97s73uXNz1Rll7TCnLHB49PCh8GnZvATq44Tmk8eP9d5K83GrvNTlSxkzBvP0pcyXmseMgWdBhuzq+/gq8o9bza7sxznzFuNpzO5tuv/OW0u5L8U6BjfcvXNHPyPB5yV8CWb26Lf7OQlT3ozb/M7vkzaztFvAa8i9f9kicTKCRC5fvqw3uHOLO+8XLlzQywM4xl2Q4dnzDL1VZkC//pK0KKkgq/5kdb1+81oOHDggo0aMkPHjxgmfhCXkZeFDBNavWydRAwbJ+rXrsixAX+vjY1jcszlh3HgZOWKkXDh/Ps/98QZEs2C95XHSXPuJu09hVgjcwMRve5yBE0jq7t271mcSIMCsJ757kx0yMmXdn4Yh4Bs6IEJPxBwkyWcZrl69qgTfvQ7K3Lx5U65cuaJMyqecc3DN5i2bZf78+bJg3nwZEzdGP+Tm6XMRipDdOg8s+bjbtq1bre8JkYW84LTt27frHLgVy/NPsz+BKXfXpqamypPHT/JcX04Fs0XidOTWrVuyZMkSad6suXTq2FFWr14tSxYvlsjISBk5cqRwd2NegqcF8OLlS72N5vffikivHj3zUm22ZTy1l21mW0Juy715+1b27dsndWvXkTq1auuCpzozqeaZJc7Wnv0VArp0yVIpU6qMjB4VLe/evrMn+/TO5gWJB7cPktIlS2nfKGjvh08V5ZApt3DKobovKhlCyHdoeOYlGFg/evxYli1bJnPnzFVkTJ2rVq6UqVOnyrRp0yQxMVEOph/Ui6xPnjopa9au0XtSQbwEEMLOHTtk1syZPu070y5luYqPvTts6FCJi43VfW0fy/0HD2T58uUyYfx4mTJlisycOVNOnjxprRNue1q7bq1MnDhRpmT299ChQ7kmJvY2fX3nG/dJSUkSHh4uGzdu1D01YcIEaR0QoMjXWz1mXT588ED6RUZKowYNFalSBvhcvnRZRo0cKU38/WXy5MlKNL3Vl9s0iF7Pbt2lRdNmcuLY8dwW9zl/9kg88yNJx4+fkKK/FZE2rQJUtM949kxSVq+W4n8Wk+CgYF3gpjUAY188Jj6npynDzew1qlWT3r16f1TEU92m3EeZcxGh9eYiP1m9lYFTYsHVr1tPuRqT3zRh7zOfe31vCV4fI9eTJ05Iw/oNJHZ0jLx/R27vQfvlJrrB9Y2OjpaKFSp6ROL2/niv3XsqG8ZsGk85c2onp3RPdfoS56rXW8+813L27Fn94iOIUIOtKuq2/cxSkX08cLHr1q2Tbl276vfc4aQ3btgoIR1CZM2aNSpxNWzQUPr1jZQdO3ZI4pxE6dgxRBkoO/GgDxPGT5CY6NGqUqDB7No3naEflFuxYoU0bthIavr5WRdlkwckmTA7QRm1VatWKcfavWtX6dK5i9y6dVMRdfLSZGnRvLksXLhQjh8/rrdDhQR3UIJj2rE/FS62dWiHhT2f+7unfHD+nUJCpH+//vLypUutiEQCQQMJ+xJevnghmzZukvnz5suNmze1CER0dUqKEtAVy1fItKnTZPOmTQoPX+r0lMe9/xkZz2Td2rWyaOFCVQO5l3HP757u6+9skbipADVKhXLlpXNEhMWNsCi7de0mv/z8s14kQF7EfyY4PT1dLl66aCGd12/eyPUbN1Qlk5HxXEW2c2fPWiIdohKXESDuQGmrVqwkffv0Mc0rwnz06JHmQTS5euWqfHjveemCsC5evKhtIEKxAPbs2aNtv3+XlZN9/ddrOXvmrPaXz7DaRTPKXr12TS5duiTPn79QZIwayWwod+CzEdjshw8f0k3aNrCtsCkRTU0AZtRx8MBBOXnipEAMTUDnTXlgx9VpiNkEqHeDevWVewJOJ06ckAP7D8i9uy41jSnPU2F05KhyGtevXbfgD0c/auQoqVShouzfv98qwhiBVfqBdOW6TH8YG3NJX2/fuS1/vX4tly5ekn179+l43EV58iP2Hzl8RODObt++nQWzPHv6TOs/mJ4uF85fENo1gVmEy2NczC39efP6jSa/ffdO7ty9q3PH3DC+w4eOyJHDh60vNKIfpf+su+cZLhWFqRspBE7oyKFDcuzIEbl7565JEtYhc3vj5g15hRrh2gnQ/p0AAB5tSURBVDU5sG+fXLTNMXPNho+JiZHAgNY6r3DT1MuYQYysWcbMOnv7Jiunbl8jqEuGDh4iY8eOVaTIfI8bO1a6dumqXDlqjC6dO8vkSZO07vXr18vkSZO1DavTmS+0BzHYunWb5iWa9QeM4NYJpm3zJI60MbFx0rhRQ4WpZhSRM2fOKIIGabNWCEmLFun36FNWp+jcduwQIkHt2lt7ZM3qFKnpV1OlArMnTH087e3a47O8f/h7mWBHQtXHGjl96oxkZKqb6DPErm7t2jJwwEC5eu2qcM2gqnjPnZf79+5nqZI9du3qVTl08KAcP3ZMLwAnA/C5cf2G4iH2PYF9ffLUKV1PJ44fVwaHMuw91jh7jD3w+NEj0TV84oQcPnjIuikL6mmw0OvXbxQvIUkdP3bcUp1AdJhb1hH7iADZR7UCDmDNX7l02Zo3zZCHfzkicS7PLVumrISHhVmIF93vkMFDpGiR33XzAtTo6GiZNmWKLF6UpKIL1I3AABDjAlu3lkULFui9jqGdQlUHdfzECRk8eLBMiZ8iLJioQYPk1x9/kgGR/bTsh/fvZcf2VBnQv7/MmjFTEhMSpXvXbrJl02ZrqGbBsLlQZXD5AXngKrjooEuXLtK6VStZvHCRhUAePnok06dNl6iBA2XFsmUSHx8vA/oPsJAchGvggAH6/e2khYt0g3Xr1k2RgtVw5guIeuKECaryoE02YrnSZaRxo8Zy7fo1zQUC5jadmNGjJXnxUhk1YqSMHTNGNwgcwby5c5UTQGzs16+firYUPHXipHL0nSM6K1cWGxcnIUHB0rN7D0WM5AEpbt+2TaIGRcnshASZnTBbevXsJVs3b9G2n794IaNGjZLKNiTOwuKmH+JRjw2OGizjxoxVSQt4rl+3Xjp06CCDhwxWwsqlyqEdO0mH4A6yc+dOa5OCcLdt3SYjho+QxITZMnnCROnVo4dyPWwEEOXE8RNk0oSJAhyHRg2RhQsW6KaiHewHw4YN077MnTtX+vbuI8uXLVNiCcymT5smrVsFaPrKFStl2JBh0rZNoIwYPly2bt2qdTFP7QIDZdrUqfI0kzD+9fKVbNmyRYkXOtSpk+O1bQgAxGHnzl3KlET27Svr1q6TxIQE6RLRWdq3baecE32HIVi+YoVUr1pNKpYvL5PjJ+vYITppO3cpvKdPn67zwl6YN2eutXl1TZodLqJIhXUJ102gjri4OF2niPogpu7duus+gJjz7XcIuj2YdQ6RHDBgoNo5XATvg3KQrBH2EPvAU3iekaESHSoF2iC8e/9e1q5dK9UqV5ExcXHW/t6ZukNq1aipHD9z1KBuPf3uPEiScPjQQWnUoIF07dxFHj/Ko20sEz53bt+RuXPmyJgxcUo8okdFy9QpU+Xuvbty+9YtGRs3RkqVLCVtAlrL3HnzZN78+TJ6dLSuA9aUCU+fPFU9+ejo0TInMVH3GHsConfk6BHp0a279O7ZS65dde1J4AhnPmniJFm4YKHEjh6t+xBiCOIG33RoHyTT4uMlZdVqTW/Xpq0SkwsXL5hmVSLChhcbE6vlhw0dJsOGDJVjR4/Kgf37pXPnztK/Xz+dY+YQphL7VHz8FEmYlSDYAFetXJUvCcAnJF6uTFkB8b7865VuYBYB6gI2GJwxOuxWLVvJ+fMXlPqNGDFCqlapIkePHZNnGRl6l+N//9//J/0j+ymAZ86YqRQwMDBQEQMcmBry1q6TYr8XFTYXAWCizwV4UFg4eP9GjSU8NNQatOEMeUI5A9u0lX/9zz9V10g/9+zeI62at5CSxUsoUKl35owZUq5MOVm0cJEuwtOnTgncc7OmzZRywvWNGDZM/vM//5QRw4bLjGnT9bYcw62bDQWiGTJ4sMICYvP48RPdfPXr1JV69epZxhIQODpyNhmLftWKlVKtalVdKFu2bpFmTZvKpg0bldvUhTVpkm6o06dPSU2/GnpD/a60NOXSF85fIKWKl5SIsHB5+vSZEoKQDh2kQ1Cwtnf65Glp2thfkRIIHA6AjQEnzoYkLE5KkurVqsnKlSu1zUkTJkmVipUkbdcuTT908JBKACVLltQFhnSwYvlyKV++vISHhVuSAtx5E/8mMjgqSjkduHEQIcj41s1bMmr4CGnerJkcPnRIHj54KPGT43U8GHogPizgpk2aKieNaNwppKPqOuGg4Z64uAJGISAgQCUQOCaQ9k8//KAbAw786BHXBq1csaLs3btX+4/E0aJZcxkdHaO3Gp08fkI3fUR4hHJSrJP2gYHyR5HfZU7iHOVGEbexZbRq2VLzwGHu379PGtWvL/Xq1JG03buVM04/cEBaNm+hcED9h/qM9cFNSqgb3AOc1/ZtqRLWKdTqH8gQlWTnsHDZnZYmqdu363wytxDy+fPnCVw/ewLu2Kxx6n7w8KFEjxolgwdFWfNAuQrlyumat3PGZp1SjnpiRseoXtggceYAHX3FsuWVCJt2Dh06LI0aNtR9DTPmV7WajBszxiIQcM3c4domIEDuIHnZuG/atLeridn8QyKZNXOWrv+UNWuU01+2NFka1q0nibMTlZBuWL9B6tSuI5F9I+XsubO6x5cuXaqEBzUjgTFD/P0b+6s+H1seagzWHnr8M2fOSpfwCN2DSN+srUkTJ0rLZi1ky+bNiohhpMBpixcvlpevXsnS5GS1I4E7dqSmCqpN2itTurTMmD5D3n94r+0uWrBQmjRurBexQBhWr1otzfybyMzp09UeFRISIg0bNtR+4yUGbmsbGKiXsJw7e07XfMeQkI/sZ9mAzGN0jkgcERgkXrtmLV3ILOLhw1wcUXr6ATXGFP3tdxk0cKAiBAYyN3GO/Puf/9JFRauIX2xGuB4mGKBjaf71518kJSXF6hgcSY2qf+vEEW3gbqFeiFZnz5zRDQSigIMl2BcM3BOEAq4TEd0EJhTEDtVlY8CNNKxfX/tr8ixYsEB++fEnWbl8uUYlLVoopYqXUN0bi9u+OUwZOP+ypcvI8GHDTZQ8evxIIlQnXlduXL+uC7NN69ZS26+GnD55SpHu7rTdUq1KVWnfrp1y6FUqV1FEgK7vwf37LvH83VvltkH+/fr0tTYQCKBHt25SvOgfcij9oG5kOLy9e/YqYjxx7Ji0btFSpQg4PjZqdKY6Bc6AgPpo5YoV2jcIEZw2MNu0aZOmP7j/QJEOelAD52fPMgQkCAeG+gQREt1s2dKldX4MAEDGZ06dlv1790n1qlWVmIDQb9+6rVx/iT/+lLiYWEVMW7dsVY5a1WAXLmrepk2ayIWLF7U6OGd0uOj0zTyvSUmRP4v+oZvTtAmBKV2ytCxZvESj8MYpXaKkwL0/ePBQdcCoC5grDHbAEKkPDhNVEYGNzW1INar7yelTLoP9jRvXlctv3rSZpUqYOmWKlChW3JKWKIvE0aSxvwS1b6/rizjTX56bNm6U8E6hekG1Niai9XEDU2xsrDI57BkQwMRJE2Xnzh3KVSKJQBhOnTxl1cd8gVAH9OunHD31sW5QSaLiMe2adszTExL/69Vfuu7KlykrS5IWm6xy6uRJRXBw2gvmz5cqlSvL9KlTLTUmkhzqFQjerUwdM+2yR1hzqv7KdGulv/zBGGU8z7DWMY1dvHBRiWuLZs0EqZxxbN2yRWr51VSJ+tXLV6p2aNakqXLkpoNwuRo3ZqxGcf0ge455QnVFYN3DfMAgsnYx6FLmzOkzygxibGzXJlARLet53RqXRAIDAq5JP3hQ6tevr0yccfFl32BXQLXz1+u/dOwwUEiHEA4CZVljaCfANUiNAS1byvlz53SvIiEizTIfZ0+fUULePrCt9ony2c2fVp7Nv3/kVMjoxNFVz541WykeOju4JQIW9p/+86N07dJFFxwqDJAaRpvNmSL98mXLpdgffwoX+BLYMFFRUcodHzp8SOP4B8ARX3v36mXFQRR27Nyhm4a6EfPQ0QEEAv03YwBofXr11sm6edMFVPLArZX4s5iKhFcvX1G9e7cuXeTlK5fumTxY73/64UdVcyCSzps7T8qWKaMIz7TD0x7gUiBOcLYmIAaGh4ZJ/Xr1VIRCHQUirlnNTxJmzlICN3HCROnUsZMaVeCK4KpLFSuuks2sGTOsBQEhqo9OPBPpmTYo/0eRIrJh/XqNun3njuzcsVPoDxxAvZq1tA8gYBazu06cRUnda9aulcVLFqt6hvndtm2b1seCZHHCIZiAuNq3T19dxKQ/evRYkW4tPz85f87lumjy8kRML1mipHLmcDnc+xk9YqSEhYaqREKe+w/uK3cKsp09O1Gt+AEtWloGq/379ikSnxo/RatGvbZi2XIpXbyEqo5MeyDxUiVKKWPw9s0b6dOnjxJgvHqQgqZOm6YqJlRVbHLg0j8yUhkCOGkC62n82HF696hhAC5fuaKSAd4LrEOYiiFRUVKtcuUshAukFti6jdSrXUcunneJ2mZNspYwaiJlHDjgIqJG08I+YB9B4PAigsNbnbJaPSXwpkAVwNjRp6P/J6Aymj51mhoXQXq+Bk9InLWBGqxC2XK6Lt9nGiNBkkhzPbp3F7je6lWqyqTxEywEjASCnQBnB4O8YHQYC8wQqgVUjHi78Dd+3HgZN26cSh8gdBMOHjyk3C/Ge1RTeOjgPtg5PEJVDaiLuAMWDhvbhJEUUDX5N26se5W6zpw9q1I0KitwgHuAScALBQYBOCNx1qlZy8Uxz5yp2gH2GPsQ1QprCMYRu9bkiZMsOw0cPWqdAQP6676C2CGxgK8gXu4B3Td4Di0FtgcCBAOJESkYlU1z/yYqRSMdEsy60R8+/suREwcJlS9bTjqHhqlBiIk3wKQNRN7//OvfEj95klJgjDwsaqix4V7ZZCBxREcCCwqOufiff8rBQwetrrI4EN2MdwrICX04eqXNmzcL4jSbAdVBtki8d29p6t/EoshUDkcHZ4au6srlK1KtUmXBAo/YZAIc/4//+UGNT2w8uCS4TIyVBE/ATV6yVIr8+qvAtZtw7/49tR80yETiiIBwk4jgTNTNGzcVPkwmyBSVB9wgm6l1y1ZS5NffVGUAokHNU69uPdWl210M0TMX/+NPRbogF6QgjGTop48dPSZhHTvpHwYZ5gvxG04bdQrjQJ3Tvl17VSvBNaDPrV2jpsKYcYBUOnUIkQ7BwfLuvUvHyoJUJN64sSI07Apw5lUqVtZ+mvHr88MH3bAQJvTFEFSMhzevXVf1A31ifaAXZj7hQI8dOy4D+w9QGMDFEPbv268GNCQoAgZtGALmEqJgwvLkZVKqRElFIBgYUe9VKl9BuTrgg5EaZMNGY/y0DRKHcyOdgGEXJF6ndm3BxY9AP9i0zfybKpcL0mUN+VWpqpKPZhLR+US1WK9OXblkNmNmIu1t3rRZJRu7YdmU5Um97CPsGaiIQGLYVthnlEU3m7Zzpxah72PGjlUbjifEYa/X/g4ii41xqVPY0wTW+ZqUNSr94rb39p3LOLtr5y6VvEcOH+FCZvXq67iNTvzYkaOq4gPpPXrkutqPcUIgsW0g+WG4RZ/NHwZV/lavXGXZDWgfwx7whuFDyqY8cwVnbYz7GDtB4hAGg3coB2HFrkQ4c/aM/kYSMi6ZmsCakQ9KtGFkUP2BxHft3Cm1/GpIt85dlAGhXbQAGDOZC8Lu3btVYp8wbpz8lRmHKob1gEqPNUxd7HMkFiQNewAeEBRF4i1QNZ9TSYNxqP0iJUUOHz6sThwwpWg8CJTLbfCJE0fc6hIWLsbDw94Qrj6oIYYMjrLaJh1kDmAIq1asUCSelrZbf4PcMSb+87/+RxYumG+VYyIrl6+gXAaRWKZ/+eknGT9+vOZBzA9u117atW2bBYmbCljUUMVaNWvKxUsuMZk0uEI4ZoxqABYqjqh018bJzJkzR3756WdVM1AGPSPjhgAQ7GPWCBHZvm27FP31N9UB4yNOQEcYFBSsOmU4k/v37ikC96taPYu3CpsRP3sMdEggBOK6desq5cuVk2Mnjgs6M9RY6JwNQQTx9+reXXXYUHf0qSB0EDsB4oD7F4QOQsDGQx1RqWJF3TQsUoyjIO07d13c3dLFS6RapSqKMKgDsRxDJhcrm42jnHjvPkog4QARGzFoFvnlN0HFYQLwBUlwsALungX78uXfxPImXgLXrytBqVypshqbgB1zh468eZOmqp6gPjYw44+fNFmrZw5QA5UuVUo5NdMmEkiZUqVU9CcuLiZGShYrrq57Jg9IgX7RDtwgGxG9OWMlwBRg3EX/jRhOQDXUpmUr5dhMPiSd0iVKqQ+/ZhJRURk1Ey63lqHPthd37dqlklHaLhcTY19LIFLUcniuMJ9Xr15TSRPOlCpYY6x31AyE+/fvCTanocOGWid5nz57qmvowaNHWsbWtOmi5kWlgCoR6doEvCSwyfTt29eqLzk5WWr41VAuHAQX3L69RISGybNMbpN9iXSJRAgyIzAm+7hM/d6erO+WLVpo+3ZPLqQjCChrj/2HjhlOGUmMgISCLcUgcQh0cHCwqsLg3E0gnjln7mKjR2sZJN9TJ0+If6NGKk2g8jQBaedKZrvMSeOGDdWl03i0MD9IH6ji2FcwJm3atJEG9etb6ltgQLswbIxj6JAhLk787Fk99FOtajWXkfj1a10rkX36SFDbdpY0m1sY0vd/GOpqBmKeVEYa3FuR34ooNbx27aq6UtkbwnULTgFxFhEBVx7EFcQQKBV1TImPl//881+q5zOUDvesqpWrKLKDQwd4GDl++Ne/pGNwB6XEiDQlihdXSg0A0SWhs0RHhw7Q3g/6DdICKD//+KOqX0B4ABOrNEYOCAsB/R6cGsgLDoVFDUeIjo9Fy4Zn0YD4N63foAjLIDPKm3bR9YaGdFRVCG5ZV65clbVr1mjdIE3EcvJymAM9Lvox+oNrExZ0kB8qIrxVWMRQ8zGxsdK2TRs15KK/Q3eOHg7EgusVEgm/Y6Kjte/ADm8YkC7jSN2eKjVr1FS1FNztvfv31ZjyR9GiWhaY9OnZS8qWLKVqjYsXL6kR95cfflRkCTyANfpDiJ1BXlj12wW2lRrVqls6WlQ4zCHcSfr+A4p84bbwSWZzIG3BNS+YO09we8QQiggJJ4WUUbdOXd2guAmyaZBWkH62bNmqHBEnVsuULK02GNYNhAODV5HffpOxY8fp2gKJsG6wryC6M0/YHCCaGJAQvdFZc5gFFRkECOYiLCxMasN1Zx5qQepDH4rUyTqjHjjC8E5hahRGf//s2VPdDyB/uC+M7RAFjKMgNfyB7e6vBpmiSyX/8kyPLbN+WEusNxga+kc8awAkgQqF9ZqQkKCqSsOpkR+f6RkzZihhpw2YFOwui5KS1PvGvkZ5B26sO7yaqlaurL7oSIC0x3yD3Fu0aKFiPpIi3hRB7YMUkbJ/0c0jjWzbskUlF4z9SI1wkvkJeMwgZZUrU0btKxcuXNR9PWdOoq5V9uGWzVt0zaFegsmhPxg7q1apquuL/rMGUJtVKF9eOVv2HcZsvEaQZFjjGBT9/PxUsnj85LFER4+SCmXKqufUpUuXVW3D2uL0JrYCJBSM/XhuMSesB3z4a9eqrT707AvgOnPWLG0XRot9w1zjMAHxxdW6a9cuKm2AR1EP1q9bV1oHtJb9Bw5IWlqatGzeXNVV7GsYNfva8BW2/7AjJ3shKmPBwKHiHYDIs3jJEkv8NHkRV6CWERERykEgtsTFxqkxh06xeHC7QXQdN3acDpI2dTI2bHB5DYSFy5RJk1VEDg0NVR90FghImZNU/v7+KpZjucfTAj0UJ93s+jX6AxcIN/fzjz/JwIED1JkfjgYAgyRMQOSaMXWaDBowQAkLLo5DogarFwV5mAiMF2wMdJIQIzgmApvGAJonebt36yYYJ9gMGKjoQ3BQkBptQT4gUrgGqDaqD8Ywf/4CRZAQIzwNGE9S0iJVnaRu266LBg59yJAhumjiJ09WewRleYfjJrCwscCDdIcPHar6eThkOFqQAwsPV6uAVgGqM378+JF66UB4IVzqujl7trRr10513Dt37ZR169dJx44dhbnAEMNG2ZG6Q3WGENiVy1fo3GB4wv2Kenr16KWEb8G8eZbEcerUaVXB0BbGcNYFm4N5hZjMnztPWjZrrp4HGLqBEQgyZnSsclsQOBY83AzIFskG18iAVq3UIAi3xhpFUoMAYyQEQdOvZcnLlLnA3RL3V2Bx4vgJTdu2fZt07dpV8ByA4ABDVDdIcW3btlM4sUaYczyKIFIgzl270hRpA4tBAwaqWyMnmocNG65SHgjdWiP65vrHhmfeRo4YobA0edgHcJXogo1+mz2zd99ehQV7D93yhnXrtC+sN7j5nt16WOoc6kDF1KxJE+2DkdhM85SBALN3cL1FRQYsDqSnW1w0cKQd9NaodOgnYzS44eatW+oCy/qG+YAZ2bBxg1XetJWrZyaFu3btuu4buP1Bg6Jk9OjR6moIzLAvAZv27YOkf//+quKAsBGHNxn7DCLNPKHew2UP1QTxqHFQ0+GmCAJF0oBbx1DM3CJl4T3F2hwyKEpVTawZpH1UbNgnMFiyd3BRZH7Q9wcFBWlde3bvVqQLt83e1Xb7D1A1EswZ6xIJrEePHoo7mSM4d7yB2Iv9IvtlukuOloCWrbScUe0Z/OIrPL3qxBEx4e4A3KXLl1RkM7po9wYAIgZEqA1lDBcCFQORUwdPkI+9kwwWIOsBmIwMFUFAXgZJQY3hQnG0h+s3v6F6vNsDSDyyT1/l7uGmyANVtqtNTH6ICKIWRhw2t12XxsRony+7+sxv02fzNPXwZOy41x05clj7j+oByQK1gRE36SsGGIgJhwoMHFmAICdgB6ICHhBGAgSAfiGeYQ/gIAHioF2XTz4QIu6IuPLBPXLwBXdM4EZ92AH4UwSXqd+7eeOG5sdq/uL5C124x48e0z5ThjnQAzE3bugY6APeBMwjixEuhAA84N7S0w8qZwZCtIfHmYfAWBfA2xzmIQ/jg8MEkdEmJ+toF6LJQSOkE9Yd/WATQUxoH9sJT+YbOPJ+6fJlfRrCDgJivPQLzt9IFMDbiLuo3GgD+LHeLl50rVMTRx8ZJ+1DbNHtm3WN6I3+mj+QoDvyVBhkZqYv6GH79O6tZxwMcuTJ/jAI3MBNYXrzhq5dxsZaJbCeULtAxLF3EMgL8TBSgUa6/YNoAlfWNH1lHkAYwMIEbALsF8aDhOm+zs2aOnb8uPYDH/P8BEBj1jnziioVQsp+NXuDebly9YrCn/4zb8w588qcYEtiXg082WvEGXxCeYJrbl3rGXia+IxnGarSxFZx6vRp4dMfBGtN0calS0pM6CPE8NLFiwpD6jRzruv4wgVtl7XLXqdPwNjsI9YUB8vIe+78OcGhA+JIW0ggwB7JJC/BKxLPS4Wfs8yTp0+lV8+e6kvuvjHs/TIb0R7ny7v7wvaljLc8ee0HdZoN4K3+z53mbXze0j53v037+emje1k2Lwew4MRu2vSwVls5GLTY7NhP4AYheAUZclrXOaUXZF8Kui73eSjw+rOZt8Ju1z4OC4lnN1HE2//she3v2eWxx/PuKdjjTX57PhNnz0e6/TdUEU4XsQY3RdQIhlLa81n12rpiTzfvPM2fYb9MmlVH5gsI1cpr4jLHamtGEa89n6nPxJnfVGHe9WmDm4l374MpY9J50ranvpmymsfNIGWPM3V5y++eZv3OfKHrpk6TZuDJ00pzG6P23T4HVn2eYW3V4yWfad/ktT9Jc/9tz2/eP3pmjuGjeA8RcL4cCHOXIE279iL28RMPNw4X6l7WlPFYhztMM+FpOFerbOaLpzpMHn3a5ytLQtYfOdaTNbtLR2lb8/ZkUxdPEzzFuaeZ3+bJmDGM2ushzf23yW/a0HKZbZs4j2XIY/L9XYly5Kacac/8ttdjG54p7fPTQuI+lyikjH9Pke8NGGBQAhEpbXeafs8BPTZGVruKxKrV1pB5tQPTQjCKAK1SH72YslZCZoSpyzyt9MwXsn1U1lMm9zj3314q8dq2Ljb3ynLx21u7HqrJri8KBNa9Wxn3327JHn+aMjzNu8eMeYwslDrzs2vzOA6nWO4hkO36zX1VhVbii0HiBTHCrwHgBTFOp47vEwLO+v4+5z2nUX9TSDynwTrpDgQcCBQOBBwCUzhw9aXWbwqJs5CcxeTLtDt5HAgULAScfVew8MxNbd8UEjcDdxaUgYTzdCDgQOBbh8A3icS/9UlzxudAwIGAAwEDAQeJG0g4TwcCDgQcCHyFEHCQ+Fc4aU6XHQg4EHAgYCDgIHEDCefpQMCBgAOBrxACDhL/CifN6bIDAQcCDgQMBBwkbiDhPB0IOBBwIPAVQsBB4l/hpDlddiDgQMCBgIGAg8QNJJynAwEHAg4EvkIIOEj8K5w0p8sOBBwIOBAwEHCQuIGE83Qg4EDAgcBXCIH/D2Qn/SnYUVQ1AAAAAElFTkSuQmCC)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
Novas ideias: surgimento de novas ideias e conceitos sobre o produto ou serviço.
Produção de lançamento: inicia-se a produção do item para o lançamento no mercado alvo.
Lote piloto: produção de uma certa quantidade do produto/serviço para testar e validar a produção.
Protótipo: criação e teste do produto/serviço na forma de protótipo para testes.
Projeto do novo produto: verificação da viabilidade e aceitação das novas ideias e conceitos.
O projeto de produtos e serviços e o projeto dos processos que os produzem devem ser interrelacionados. Os tipos de processos dependem do volume-variedade, tanto para os processos de manufatura quanto os de serviços. A dimensão volume corresponde à quantidade de saída do processo de transformação enquanto a dimensão variedade corresponde à flexibilidade de saída do processo de transformação Os tipos de processos determinam o projeto e a abordagem geral para gerenciar suas atividades.
A partir do texto acima, avalie as afirmações a seguir.
I. O processo de jobbing é adequado para produção de bens em baixo volume e alta variedade.
II. O processo de produção em massa é adequado para produção de bens em alto volume e alta variedade.
III. O processo em lote é adequado para a produção de bens em alto volume e baixa variedade.
É correto o que se afirma em:
I e III, apenas.
III, apenas.
I, apenas.
I, II e III.
II e III, apenas.
O MRP foi criado na década de 70 e tornou-se um importante instrumento para o planejamento de recursos numa operação. Nesse contexto, sabe-se que o MRP tem como essência:
a programação para frente, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, ou seja, trabalha-se atrás da demanda para determinar os materiais e outras exigências.
a programação para trás, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
a programação para frente, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
A empresa Alpha está configurando uma linha de montagem para produzir 192 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
![](data:image/png;base64,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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
150 segundos/unidade; 6 estações; 96% e perda de 4%;
143 segundos/unidade; 6 estações; 88% e perda de 12%.
150 segundos/unidade; 5 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
137 segundos/unidade; 5 estações; 96% e perda de 4%;
Os produtos são compostos de materiais necessários a sua composição final. Um item importante a essa composição, e que em algumas empresas não tem o devido cuidado, é a embalagem do produto. A embalagem não tem somente a finalidade de guardar o produto. Existem três funções essenciais das embalagens, a saber:
I – Funções técnicas: preocupação com a movimentação e transporte do produto, com intuito de facilitar o manuseio, o transporte em si, o empilhamento e/ou a estocagem do mesmo;
II – Funções logísticas: guardar e proteger o produto contra intempéries, avarias, acidentes, principalmente quando o produto é exposto a ambientes diferentes;
III – Funções de comunicação: aqui o foco é no marketing, ou merchandising, cuidando para que o produto fique bem apresentável, atraente, diferenciando-o dos seus concorrentes, despertando o interesse pela compra nos consumidores, sendo inclusive fator de decisão de escolha por parte do consumidor em alguns casos.
É correto o que se afirma em:
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
I e III, apenas.
III, apenas.
I, apenas.
I, II e III.
II e III, apenas.
O MRP foi criado na década de 70 e tornou-se um importante instrumento para o planejamento de recursos numa operação. Nesse contexto, sabe-se que o MRP tem como essência:
a programação para frente, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, ou seja, trabalha-se atrás da demanda para determinar os materiais e outras exigências.
a programação para trás, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
a programação para frente, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
A empresa Alpha está configurando uma linha de montagem para produzir 192 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
150 segundos/unidade; 6 estações; 96% e perda de 4%;
143 segundos/unidade; 6 estações; 88% e perda de 12%.
150 segundos/unidade; 5 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
137 segundos/unidade; 5 estações; 96% e perda de 4%;
Os produtos são compostos de materiais necessários a sua composição final. Um item importante a essa composição, e que em algumas empresas não tem o devido cuidado, é a embalagem do produto. A embalagem não tem somente a finalidade de guardar o produto. Existem três funções essenciais das embalagens, a saber:
I – Funções técnicas: preocupação com a movimentação e transporte do produto, com intuito de facilitar o manuseio, o transporte em si, o empilhamento e/ou a estocagem do mesmo;
II – Funções logísticas: guardar e proteger o produto contra intempéries, avarias, acidentes, principalmente quando o produto é exposto a ambientes diferentes;
III – Funções de comunicação: aqui o foco é no marketing, ou merchandising, cuidando para que o produto fique bem apresentável, atraente, diferenciando-o dos seus concorrentes, despertando o interesse pela compra nos consumidores, sendo inclusive fator de decisão de escolha por parte do consumidor em alguns casos.
É correto o que se afirma em:
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
a programação para frente, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, isto é, a produção se dá em escala e o acúmulo de estoque é considerado inevitável e sadio para a empresa.
a programação para trás, ou seja, trabalha-se atrás da demanda para determinar os materiais e outras exigências.
a programação para trás, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
a programação para frente, ou seja, a demanda é desconsiderada e a empresa produz apostando que em algum momento o cliente terá o interesse pela compra.
A empresa Alpha está configurando uma linha de montagem para produzir 192 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
150 segundos/unidade; 6 estações; 96% e perda de 4%;
143 segundos/unidade; 6 estações; 88% e perda de 12%.
150 segundos/unidade; 5 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
137 segundos/unidade; 5 estações; 96% e perda de 4%;
Os produtos são compostos de materiais necessários a sua composição final. Um item importante a essa composição, e que em algumas empresas não tem o devido cuidado, é a embalagem do produto. A embalagem não tem somente a finalidade de guardar o produto. Existem três funções essenciais das embalagens, a saber:
I – Funções técnicas: preocupação com a movimentação e transporte do produto, com intuito de facilitar o manuseio, o transporte em si, o empilhamento e/ou a estocagem do mesmo;
II – Funções logísticas: guardar e proteger o produto contra intempéries, avarias, acidentes, principalmente quando o produto é exposto a ambientes diferentes;
III – Funções de comunicação: aqui o foco é no marketing, ou merchandising, cuidando para que o produto fique bem apresentável, atraente, diferenciando-o dos seus concorrentes, despertando o interesse pela compra nos consumidores, sendo inclusive fator de decisão de escolha por parte do consumidor em alguns casos.
É correto o que se afirma em:
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
150 segundos/unidade; 6 estações; 96% e perda de 4%;
143 segundos/unidade; 6 estações; 88% e perda de 12%.
150 segundos/unidade; 5 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
137 segundos/unidade; 5 estações; 96% e perda de 4%;
Os produtos são compostos de materiais necessários a sua composição final. Um item importante a essa composição, e que em algumas empresas não tem o devido cuidado, é a embalagem do produto. A embalagem não tem somente a finalidade de guardar o produto. Existem três funções essenciais das embalagens, a saber:
I – Funções técnicas: preocupação com a movimentação e transporte do produto, com intuito de facilitar o manuseio, o transporte em si, o empilhamento e/ou a estocagem do mesmo;
II – Funções logísticas: guardar e proteger o produto contra intempéries, avarias, acidentes, principalmente quando o produto é exposto a ambientes diferentes;
III – Funções de comunicação: aqui o foco é no marketing, ou merchandising, cuidando para que o produto fique bem apresentável, atraente, diferenciando-o dos seus concorrentes, despertando o interesse pela compra nos consumidores, sendo inclusive fator de decisão de escolha por parte do consumidor em alguns casos.
É correto o que se afirma em:
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
I, II, III
I, III
III, apenas
I, apenas
II, III
O ciclo de vida de um produto tem a ver com o tempo em que um produto ou serviço consegue se manter ativo, gerando dividendos, no mercado. Ele pode ser divido, de forma geral, em quatro fases:
I – Introdução: é quando ele é criado, desenvolvido e lançado no mercado. Nesta fase as vendas são pequenas mas o investimento em marketing geralmente é alto, e a gestão da produção testa características de qualidade dos produtos e corrige erros existentes. Fase de grandes despesas e pequenos lucros;
II – Crescimento: é quando o produto ou serviço já está consolidado no mercado, com altos volumes de vendas e já é conhecido da grande maioria dos seus consumidores. É chamada de fase da saturação, por causa dos novos entrantes;
III – Maturidade: é a fase em que já existe volume de vendas apreciável e a produção está aprendendo a corrigir os erros existentes. É a fase de aceitação do produto/serviço pelo mercado;
IV – Declínio: na medida em que novos produtos são lançados, os existentes entram em declínio por falta de inovação e ineditismo. A empresa começa a desistir do produto, dando nome a esta fase de obsolescência.
Após este ciclo, ou a empresa retira de vez o produto/serviço do mercado, ou faz um upgrade no mesmo para dar uma sobrevida a ele.
Com base no exposto, é correto o que se afirma em:
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXEAAADmCAYAAAAjk7XrAAAgAElEQVR4Aey9B1tUy9Yuuv/Evfc853zn+3Zae0WXOSEGzIIg5pwDZgVzVlDMCAqIgkpWMYFizhlQQTFizgEUMyiK733e0V3tpO0GVFBYVvngnLPCqFGjqt4aNWrM2X+DDloCWgJaAloC5VYCfyu3nGvGtQS0BLQEtASgQVwPAi0BLQEtgXIsAQ3i5bjzygPr79+/x+vXr5GdnY0nT54gJyenPLCtedQSKDcS0CBebrqqfDL6/PlzJG5NhJenJ7p37YZtiVulIR8+fCifDdJcawmUMQloEC9jHfJXYyc3NxcXLl3EgvkL4FCrNmJjYqSJ+R/y/2pN1e3REvguEtAg/h3ErrRQdSULxvvvwFKpV3lw/360aNoMMQrE8zWIl7rQdQU/hAQ0iH+HbiZgW4O2elbX78BWqVa5d88eNGvcxALif9V2lqoQNXEtARsS+CwQN048470NuuU66q/ctu/VMfv27kXzpk0tIJ6vNfHv1RW63r+YBOyCOIHMCGbG+/IgAx6bWf/Z4lu1S12Zx3hvq8znxhWHj6JoljRPRdVX0ul79+5BsyYfNXEN4iUtYU3vR5WAXRD/UQXCdhMwyztolrX+27t3L5o20Zp4WesXzU/5l0CRIE6N6U1uLt68eWNSbQG5p9fBX0GbYrtu3ryJ5ORkXLlyxQLgJQ3ib9++Bd3tiiOzV69e4fLly0hOScHdu3f/EgsKbeJNtSZe/hFDt6DMScAuiOe/z8fJEyewcsUKbNuSiD27dmNN7Gqxae7Zswdbt25FWFgYjh87XqBRxfX+LW4+I/GSAFbreh8/foyQpUvRoEED+Pn5gS+nMBjrsi5j5MnevbFMXl6eyG3IkCG4ePGivSKW+Fu3bsHb2xtODRpg7dq1BXixZCpnN0cOH4ZzixZYF7dOODfKt5w1RbOrJVCmJGAXxKlpz50zF8MGD8GRw0ewf+8+uDq7oGHDhti3bx+OHz8OLy8vTJ48pUCDCF5qgn6gVdr8UgfjVDwL5IOppjjJx3JixTaTk6ImKFSAqGgoOtbPihEVz2eVV6XJ1UCbz8lJyahbxxHTpk4toClbl7V+LkDT/GDMo+6phfv7+6N169Y4deqUiQXKA8B7q5deRH4A1q9fj1o1asgiquphGuVmDPnW5a2ejXkVP8a44twXt5ytfHxDkwvX/Hnz8Nuvv2HypMm4cOGC7Eqs67ZV3jqPftYS0BIoKAG7IE4zA7WmlOQUKZH95Am6duoMdzc3ZGVlSdz5C+cRszrWQvHdu3eW+9K+sTXhbdVvK5+RN5o3zp89Jz7M3tNnWEDcuKC8y8szFiny3ladL168wJ07d0BAZ3pBKIalXkU8ISEB9erVQ/iqVSqqwDXvnYEna2IFcn7+g5F/4dVqYTCmG6nbin/69Cl2794N/0WLMHXKFAQs8sfOnTstY6io8sZ0fa8loCXwqQTsgjjB7cnjJ6BGzpD5KFNAvLVbKzx8+FDi3rx9g2fPn4Pb/3VxcVgduxqR4RE4ffq0KT33DY4dPYqVK1YiLTVVNDCaYBbMm4+jR4/iXd47nDhxAoGLlyDA3x+pJ01a6rt373HmTDoiIyJw9MhR3Lp5C+vWxmHenLmIW7NWvsHBChR2XTh/AdGRUWJ6iI6KkjppDrIOKn/em7c4dPAQIiMjsWnTJiycNx91ataCr89Miznl/bv3OJlyApERkUKXL6mcOXPGmmQBTf9xVha2b90G8hCxKhx0q+N3Q+7evoMNGzZg/bp18g0RRYSmm7TUNKyOiUVURCTWrF4t9nmmJ8THo55jXawygHhOzmvs37df5LJmzRrh6/r164oc7t25i3179+H27duWuOLc2ALf4pRjnqLKchxRBvzjIsvry5cvLXIubj06n5aAloBtCdgEcQV2xiIKxN1d3fDADOJMv3b1KgYNHIQ5s+fgwvnzCAleio4dOgoA0hYcFxeHmtVroH3bdlizeo08D+w/APXr1sOcuXNBMIqNiUX3bt3g2rIlzp87J8Bw6NAheW7csJHQJNj6eHujds1amDBuPJ4/eybsEeQ7d+wkAM9tOsG8jbs7IlZF4IPZF5lAo8CGIBIcGIwe3bqLXf/suXOY7euL33/+Bb4zZ0k+Ak/8pnh0aNseYaFhYg4I8A9A29ZtsGP7DqNYLPf37t7DxAkTMMrLC8ePHcOqFSvRyKkhggKDcPXyFQwfOkzazANLBlVHz+49EB0VjSNHjsCj/wB06tQJFy9dkm+M0MSzaqVJE+dh59LgYHTq0BHxmzYh/Uw6pk2dBpY/k2ZaNGOjo1Gxwp9YsmTJF4EkD155wLtjxw5pszofsDSyGDccO5/uM+wXVP1iP4dO0RLQEihMAjZB3FYBC4i7uVk08dycHPjM8EZjp0a4nHFZADAj4zJaNGkKz+HDhQxBvkXz5ujUsZN4WhAYDuw/gEoVKoAHfTQzMG5zQgJqVKuO5cuXS7nMrEx49O+P2jVqIikpSbQ4fgVvyqTJqPDrb9h/4ADevcvDgL794OrSUnYDLEiwGz92LBo1cMIl8yGiESi4lXd0cMSypSEWE8bRI0dQ37EuvGfMkLpv3riBVq5u6N+3H148fyFxDx48QK8ePdGxfQfZlUik+T/yT7CvV7cu6ErH8OjhQyyYPx8rQsPE/hsSEoIGdesh49IlSc/IyJBFYbSnJ16/eiVxe3fvwZTJU3Du7DkTiDvUEU2c/BPkufD5ePtYAPrs2bNwa+GC8aPH4O3bN0hJScH48ePBg2djm4W4jf+MebgAL5y/ABHh4XLA29rdHdu3bbOU4qJDLyXauG39ccdGOZhA3FKs4I0t7aBgDv2kJaAl8JkSKBLE1URXIE5zyqOHj6Sau3fuiobdvElTbNq4CVu2bMGqlSvRqH4D9OjWzZKnpYsLpkz5eAB6OjUNdWs7yAKg+D158iQc69SxACltqYMHDUaP7t0L2E+pJf7yn5+xLGQZaEpo4FgXY0aNRp7BHh8dHY3ff/tNDgcVfV7f5uVh9uzZqFWjJtLT0y1JNPU0adQYM6ZPB80o27ZtQ9UqVREYGGjJQ4DibqNalapIOp5kiecNF5eBHh5wc2lpkQ3jaW4iuHFHEhoWJpo5wZthc3w8alarbvkgFOPe5+cLQNLskBCfgLqOjli1aqXQCA5eihpVqyFxS6KU53+U0aCBA9GiWXPcunlT4gmwts4GLIUMN6pvaa4aNcIT8+fOw7Nnz0TLp+w3bdxoyf3wwQOsXb0agYsDZUfAHZf6WxoULCaeq1evWvLrGy0BLYFvI4EiQVyx8ejRI3Tp1AmtXd1Ey2T81WtX4dysOdq0csfGDRvBw7h169aJK+KpkyelKO3lLZ1dxPND0WIabdA+3jNVFE6cSIFjbQfMmDpd4niQSiAZ0L+/xQbOBHrFVKlcRQ7KaHqh3Zjg887sGsg8MVHR+PXnXxAaGmqhz5uXL15g9KjRoInGaEsmP4ybMW068t7SBLROzDZ0qVSBh5sE8T8rVMD2HR81VKbfv3cf3bp0FVMHv5ttHcgbeWno1FD8v5lO00fNqtVlB2Kdn89iE6/jiPCVq2R3sWDhAjjVrw+66qnAugYPHowG9erLGYKKL85VATgXGIJw21buOGte2BjHBULeDTAT42F2YmKimH549mH5i4kVm37CpoQCtviz585i6dKlshByAQoODv7kj7uTAwcOFKiH1SneitMOnUdL4EeXgF0Qt55IDx8+EtuzUROnBteyhTO6d+6C3BzTAagSaE5urkzGmzduwqWFs5gJVBoPM2kmoY1bhZSkZNSpVVuAlHFPCFADB6Ff7z7ggaEKPCysVOFP8dq4du2amDAmjp9QQPuMiYrCH7/8iri1caqYXN/k5GLyxEmoXqUqzpgPX5lwOi0NzZo0xXSCeF4etm3diupVq4nJRRGgpj/bdzaqVK6Mo8eOqmi5ZmVmoU+vXmjaqDHu3bsncZQfrQcvX73Ci5cvEbp8OZzqN8Alszllw7r1+PO337EiLKwALdbPgz8TiNdBuFkTpz2cMtuxfbslv4D4wEHyEs01wwGnymDdh9bPzMfFjLudEcOGy2Khyn7NlfUkbE6As7MzmjZuAufmLdCi2cc/52YtJM7FxUVcL2kC00FLQEvgyyTwN3tbb+sJ/+zZc/To2g20lRJgGWgvHj3SExV/rwCaQ1Q4k5aGrYmmbf+jBw/Bw1Dv6SYNm3nSz5xBPYc6mDXzoyZOIK1Xx9FiYsl++hQ8AHVzdsGjRyZvGB5U+i/0Q61qNZCamiqeDtSA6b+emZkp1dN2S6Am4NFmbAxsU1RkJH7617/hv8jfkrRz+w7UrFINs2f5StzVK1fli3s8aCSoMjx99gy9evaEW0tXPLj/QOKUjOg2OG/OPDkc3bB+g6Txv/PnzyMxcSv4QlFUVJScHXDhYUg7lSrtJf88F2AgmO3YuVO8YHbt2CkLFPll4OJVq3oNzJ09W575H/kkQA4fOlS02du3bmHtmrUWLxrFnyrAZ+s4HmS6ODvDx8cbRrdFjguakFTgm6O0+8+aOQvz5s6Vdwj4HsHcOXMwx9dXDnCNLzLRrMPdG/9oisvK/PjHvsrMzJJ4HqZa86Tq1FctAS2BoiXwN9qACwucYDSJ0MWONmtqorHRMaCGTVWTbni0ibu1bCnaZtjyUMz09saJ5BS8ev1att1//lEBbVq3FuAlYFH7/M8//4VunbuAoPb8xQuwHOO6djHHPXsmLxr9/O+fsGihn3hNRKxahY7t2ssblgpc9+3eg7burcWWTlMLvTn4THoqj7F9BOCRw0cIIBKQ6NY3ZfJk/PLTf9C5UydxgySA0WuGh5tBgYFSN9/mbNumjZg/uFAo4FFXvrLfp2cvNGrYCAGLAxCxchWWBATIi1Jn089ikMdA/PLzz1i2bJnY+N++eYPwFSvhWMsBI4YPl51FUFCQmIK4+PjO8sW//vkveHp64tbt23j+/AX8FixEG/fWWB0bKy6aUydPkV/LOZFyQpoYEx2Df/z9H5g7d67l0NbYdlv3fOOW2jIPTBnYHrpSHjx4sID8COLh4eGYP2++mLIW+S2Cv98iBPC6wA9hy0Jxxex5Y6seHacloCVQOhKwa05R1XFS00TAFzZMvs7rQS8Koy8yXfvCQkMFZHiwmZaWJmBAzfLQwYPiQ74pPh505yOIHz58WEwdWzZvlu084+hSyFfMeXDHBYI22WFDhoi5JjoiEps3b8bq1asln/JdJ48E1HPp6QJstMczz7Fjxz6xs6r28ErtkOBNWzrNGgStXbt2IT4+3vL9FB6CUkvlgsU89E8/nXa6gHZqpMn7O7dvC10uOvQTp42ZCwlNFjwvoLslPUeomTNQWz188JBosUFLArFzx06x/2c9eYzdu/dg3dq18mLMnbt3JT/lRI08NjZWzh6o9V+5fEXS2E/nzp1D6PJQ8dNXi4skFvLftavX0EN2My3Fa2jP7t1ycJmefsayULE45Uzbfl7eOzFdcaEz/olnio2XgshHUX+kX1x+C2mKTtIS+CEl8AmI25pMMoEN3h+cvIwzBv7cFkGGwKTCh/wPBfK9z38vk9VYVk1+Yxx5oMmGID7Iw0M0V9rYjeBtzSfBhfUb8yg+7F1fv3pdAOxpwzbywXI83CPdvLdv7ZH5JJ6Ll1EORpq8Nz6zMM0xxhdgKEtjHuM985M2eTKaOxhPmVjL5RPmDBHMSxp8IWvs6DEY7TVKXCKvmN1FDVn1rZaAlkAZlcAnIP49+LQFPtT+e3btjnZt2hTQ+ovDX1HuyLaArqgyxan3u+QphHFb7bTFI88a6KtOV8nSPGQsDj/FyWOrDTpOS+BHlcDfCsGA4suERKwJWT8XQo0T1zh5X+fkYPeu3ejbqw86d+4sr8bzTcviBCMrRpr2yn4Gm/ZI2Iz/HLoWPu0VMsSLrIziNqTZZMRO5OcUs/Bnh1Zh0cKv2cyi7tW1sHI6TUtAS6B4EihVTZxAof6Kx44pFwGbng60tfM1ddp6jRoiafLrfZ8DRJ9Tv86rJaAloCVQXiRQoiD+JYD9OYJS9AXEjdro5xApR3mtFynV/vLSBGrcjx8/QdLx49i5Y4csyvS84QEyPZ500BLQEvh6CZQoiH89Ox8pEABE27YytXzMoe/KsgTYfwx3797DgvkLxI2R3xQfNmwYmjZtiv3795dl9jVvWgLlRgJlFsStJahAwTpeP5dtCdDzhu6ZfJFrkZ+fuJ/yRS1bnyco2y3R3GkJlE0JlGkQLwy4C0srm6L+Mbnily4XLVgonyQ4eODAjykE3WotgVKUQJkG8VJstyb9jSQgHzLzGIi+vftYPo3wjarW1WgJ/BASKBMgbn2A90NI/gdpZEbGJbRu5S6/5mR8OUnvpH6QAaCbWeoSKBMgXuqt1BWUqgTsATLf2N2+bbt872VzwmbhwV7eUmVQE9cS+AtLQIP4X7hzv3fT3uS+kd8v5Zcfz1+4KOxYvPvLm7/k9xamrl9LwI4ENIjbEYyO/noJ0DNl+/btWL9ufYFvyWht/OtlqyloCSgJaBBXktDXEpcAwZofS9NBS0BLoPQkoEG89GSrKWsJaAloCZS6BDSIl7qIdQVaAloCWgKlJwEN4qUnW01ZS0BLQEug1CWgQbzURawr0BLQEtASKD0JaBAvPdlqyloCWgJaAqUuAQ3ipS5iXYGWgJaAlkDpSUCDeOnJVlPWEtAS0BIodQloEC91EesKtAS0BLQESk8CGsRLT7aaspaAloCWQKlLQIN4qYtYV6AloCWgJVB6EigVELf+NsaP+qlZ4zeerGVi7FKmWadbPxvzf4v7kqjfSMN4r/i3FafS9PUzJGAeaN9LnsZx/hlcl3hW6/ZbP39uhV9b/nPr+9L8Xw3ixobauzcypzpcXY1pP+q9tdzy8/M/AfXyKBvrdhmfy0J7vhc/JVFvARrfeTKx+nzzD5fz/nsFyqSAXL6AEaEBUyusaRnpW6d9QVUlVqRQELceG6YG2q5bNUpdbef68lip29xJpVXHl3P35SVVu4wUbMUZ08v7/ffuPyVftVh+b35Kqj/ttUO1t6Tqsaaj6Nur3zq/8flLyhjLW9+XNC+KP17VeLGu83s/fx6Ifwa3SpifUeQvlVV1/l+hUcVty/fUwoojZ5vt+ADRu0qb9+85H75n3cXpl5LIY7NvzYRLu29Lgv+voVE4iBexPTEKTgaKeRtChowD5/37d3jz5s3X8Fkuy1IGbPfnrOAqr1G237LxJVHv+3fvkZeXVyy2+ZNtJVFncSpjPbm5ucjKzML9e/fw+vVrKVba9ZO+6ldWyOfSrrM48vjaPGwDx/eTJ09w7949PH/+/KtIfo1MFC9ZWVm4f/++pW9F3p/BFT+d/OLFC6GRmZkp4zgnJ0d+H5Z0c8xj5jNIlnrWQkGcAjl+/Dj27NmDUydPFZiYbGxGRgb27tmD3bt3I/3MGbzJzf2E4bt37mDG9OlYv379J2l/5QgO7qioKAQGBuLp06f2m2pQEy5nZGDu3LnYu3uP/fxlPOXixYuYN2cudu7YUSinnHRpaWlYuHAhkpOTvwmocWE5euQIhg4eggH9+uPM6TPC49eAR6GN/AaJHD7vP+QjKysTV69eRVZmJt6+eSOASvApzcAFOD39DCZPnITuXbth967dxaquNOTNvj116hTGjB6DYUOG4swZU98WiyFDpkePHmFF2Ap06tgJ/osWgc+HDh3CQI+BQvdserohd9m4tQ3iHBkfPuDBgweIjolB9WrV8NvPvyJxyxbhmskE8dOnT2PM6NFo4+6OfXv2yuBRP79FzePylcvwGumJpo2bYNfujx1s7ERb98Y4JSbGqb/8DzxG+fxgTVfxaouSMa8BZy08GNOtyz/NzsbKFSvR0sUFS4ODTb9qY+Cf+VVbKGf1zF/BqVa1KubNnWuJkxvmN5exPBdDm7PmsbD2ku7rnNeicSgtWpVXV2Pd6l5dOaEvXLyA0V5e6NShIw4eOChJqp3WNJg/JiYG9erVw6pVq0RTVbSMeaW8SjDKTcUVQw7Mqtr+8NFDjBszFk0aNhIFRdLMfaBImuKMT5/eG3lUffhprk9jct/kgsqREWCljTZ4+Fi6oOau2sJ0lr158yYWzJ+PHt26w3PESMyfOw+x0TG4c+eOkFD0C/D8kbgljzGqsLwiTTO/L1+8wJKAxahft578gpM9GkaeVR5VB8cCtfmXr16aeFH9bNjZG8uocowzzosn2dmY7TtbftOVi7UxsIzkNUeank1zT+iY20PcOrD/AFycXTDaaxSePX2Khw8fwnOEJ/gzgylJyULByMMn9Rj6UuoxPBvrMpb7mnvbIG6geP3GDfTq0RPVKlURML546ZIhFdizezdm+/ri1etXBeK5VV2zZg0CFvnLaqYS7TVepX/ptSi6haUXlvYl/Fy6eBHLQ0Jw4sSJIosbB9ar169x+sxp2ZoWWbCoDFYDR2UvrK3btm7DyhUrxOSg8tuYR5Yk3qjJyZ3HhvXrERkRgcdPnkiewupiBu5Q0k6fxqPMRwVo2nooilaBdNq57bQ/N/cN/BYuREuXlkhOSpKqOHHtBSMd3huf7ZUpLD7peBKWLVuGB/fvS7ai6BWVTgDMuJyBI0eOIC01FevWroV/gL/sbgrjQ6UVRV/l49WOSLF+3Tq4tHDGxg0bJHthNJlmBF4WuHLlCkJCluHsubPG6j7rnjSphIQsC0GXTp1AOdsKH2HbVqopLjUtDV27dMb4sePx/NlzvHz5Et4zvNG+bTucPHHyk4LS3iIIS7vtCfATip8XYRPEjfxcungJM719sHbNGtSoVg2DBngU0CIOHDgAPz8/aejjx49x/Ogx2bLynrZH2pW4zTmwd5+samzMhQsXsH/ffty5fQf3H9xHQnw81sWtw80bN4R7dip/lzF+0ybcvXv3kxZlXLokv93InUHaqVPgr6ozZGZlydYnLTVNVvZjR4/ieFIS+FuPkp6ZiT27dmPb1q3YtWMnbt28JfHSCebVnxGcGNevX8fBAwdw5fJlsC07d+4UGZw/d07K0Aa4OT4B69atw+XLVySO/3H7tWvnTuzftw8EZYIbt3aHDx/Go0cPRTtK3LwZG9atw7Vr16QcuaetNv1suuRTGtTNG7dw6OBBXLxwQXjYs3sP1qxegzOnT0u5Rw8fYmviVpEdzRiqHYoZ2n1379wl7aWJhjsrW+HF8+dSb5fOXdCrV2/s27dP2q/yEnD27d2LxMRE4Yc2Q2OgFsVftQ9fFS5yunXzpiU589EjHDt2DKdOpYoGmnT8OE6kpODJ48dIT0/H0cNHCizy79+9w7n0s9KurYmJOH/+vPSHIsjzFaZvS9yK7du2ISkpqcB4ZD7K0ygL8nvk8BFs27YNW7ZswdAhQ+Dm4mIBcZahEpKSkiJ0OTbUWFT1Cl3zJORO5dy5c9JmLnwcE8b6OF6OHD4M8s9xznlAzTv1VCpGDh+Bdm3bYdOmTWKO5Fhj39OktHVLoozL6+ZxoerO//AB169dFxPVls2bcTLlhKXNqq0cywf27cfB/Qdw8uRJvHxh0moVDRmHp0/LWOCOL+NShkqS68MHD3Hw4EHh+fChwwVNgKbpZcnPH8AmmFH+HOvTpkxF86bNsGnjRkseyoigvG37Nsl34fz5AjJiRs5LmmRn+vigVUtXLF++XGSZnZ2NK1euythgP/Bv//79Mia54N64fh27du2S8ZiSnIzXr0xnG5xvwcHB6Na1m8idJuC1a9eC8ybbrFgoBmm/51jk/KFJ+PYt066F6SzXqWNHjB87TkCceadPm4YunTrj+LFjSE1Nxdo1a0Vez54+UyTlSsBPSkoWOe/Yth1nz561jF+OEfYDd07ERWNQ40ddjWlF3dsEcWOhC+cvYPrUaaBtOygwEP/6+z9EW1N5OLkXLlggBwmXL19Gn9694dy8hayuzHPx0kX079cfNapWw+m0NCm2cuVK1HVwRN8+fRATG4MAf390aNcerd1aYUVYmGyvSZMd27N7D2k0C3JgENg9BniIlr8hbj16dO2GqIhIGSBcHHp264YWTZth7py5aNmyJfr06SMLDMF44AAPTBo/ERyk3CHQjscOVkEJkPVs3rwZLZo2R7s2bREZESmDo3evnmjRpCkCFy9BZGQk/P39pWPdW7WWiUM65GHAgAFS95n0dLx4+RIB/gGo51gX40aPQUx0DBb5+aF1K3e0bd1GOpnlnmY/xfx58+FQs5bY5BhHAOYWzt3VDatWrsTS4KXo37ef7IjmL5iPqOhood2rew+4u7mBixYD28EByrxzZs/Bgf37McvbB/1690ZSsmk7KBnN/2U9zkLgkiWo+GdFtG/XXswcXHgZaDLz8vTEIr9F2Lptm2wxZ0ybDk40Bk5CT09PjBs3XgZ1yNIQ6TNleiNQU+7NmjSFj48P3F1bYUDf/jIW5s6egzoODkjckii0nj17hrDlyzF8yFCsWxuH4KAgtHZ3x/Jly6XvubujHPr07IWYqGgx79G+zfGpFijVh0IQkIVy0qRJmDB+vPR1THQ0mjVpghZNm1p2SpxQixYtwtgxY7Fl8xZp66ABA0WGio6iy0kaGxODEcOHC4+R4RFiX9+4caPInYv//HnzEBwYLABB2QQHBcsCxonfwLEemjduitDQUDHncDGYOnkyPEd6ihxm+cxE/759ccqs8RHoNidsxrChw7BixQpER0Whc8dOmDZ1mtB8n/8eO7ZvR78+fcWGS3CbPHkyRo4YifPnzgv7XMRo5x3l6YUN6zdg6dIQDPTwwA7zuQWVhDm+sxEWFoYN69Zj5LDhcp7DBUaCAcQp54ULFgp98pWwcZPw4+hQR5Qa5mc/8TyIbV8TtwZhoaEyBhI2xRcwmxHQaIZt17o1HGvVNp0H7duH27dvi8Lk6uyCAX37YeyYMWjWtCmCgoIQGxMr8l6+bJlgB+c3TZask7JatiwEzs2aw2f6DGnzlKpBBQsAACAASURBVClT4NyihQCyUgjPnT2L0aNGY/y4cdLfHD+U79l0004g7WSqtMkE4s/koNNnhjcaOTXEnDlzEBERgbFjxwrdBfPmC9Cz3Xfv3RNzDmltTkhAdGSU8Bq6PNSyqPKM0c3NTcpzsTcGjjE1zozxRd0XDeIXLmLKxEm4c+s2Xr18hT59euPPChUs2zVqnATcV69eiUZBm1SDevUFzFh5zuscAZJf/v0fJJu3ONRMGzdsBDdXVwEBTgw2+veff8GAfv3EnPDq5UtwglSq8KdMGtIiIBAMfH19ZVJzEFALaNKoMaiJ5ubkYK6vL37/9TesWhUuOwCummLTGumJRg0a4txZkybNDuUiQoDkysigBMjrjRs3ZIGo41BHJhsnwrGjx+BY2wGuLVtKfeSb2l3NmjXhO2uWrLjUuAgIjg4Osr19n5+Po0ePok5tBzFLkS5Xdi5GVStXka09VUd6dHBBdKpbD4sX+Qs/Dx7ch0f/AXCoUUuAWLSHpCQ4NXASICfQMo590KBuPQEzaioPHzwAgb1927a4fcu02+Ai1rlDB/Tq0eMTLYBlqDk2cWqIMaNGCzhQttw5jBg2XECZmhrD5k3xaFTfSXYEbOvEiRPR0KkhUsymI05ygj4nILW915THQj9UqVQZS4OCZdxw209bKkGgXh1HAQ7SplbUuFFjASsupNztjBs3DtOmTZOFmAdnTvXqY87MWcg1e/1wK8/xtmxpSIH+Iz1q+1xwuBCeSE4R/rl7oU28RbPmFhCnCYjP3G1xs8+FuGuXrhg6ZKjsgKSg+T/a+l1dWopCQx5ZBxfnjh06gkoMTUod23VA0rHjUoI7qTWrV+Plq1eyq+jcoSO6d+kmiwtlzB0FFQXu6hgIwi4tXCyKEmVFBWfK5CkiA45Dgih540EmgadD23YCkhznDNz1ubm6Yfy48cI/F0maO2Kjo2WM3rlzVw53qXBduHgRK0LD0LNbd1ww7zIpBy5K3CEwqHlBfpeFLEOL5i2k7zhuqAUvDlgsAEeQZmAbWL9afLlIclx17dxF5ruiSbr37t6VNJfmLWQMckxRrlQeOnXogHat22DXzl04ceqkzEOOrVFeXuCCzx3gqJGeojhynHPHQkCnfT4keKm0necPxKeaNWqCYEracWvWokP7DsIneYmPjxd+uctlIGawn8aPGSv1cJ5PnzYdxIKI8Aip9+atW3IeyHGekpQkdFknsYj9TdmwLTTdydjabjrop2Y+cOBAWbDYBgYlX17VvSQU878iQZzgyJWd4MNAm23tmrVkpZJt6pEjWDDfBOJMD1m6VLZWLKcCtbNKf/xp2b5ypW3t5i6n2irPmbTTqOdQB1OnTFVRot061qyNeXPm4M3btyLAin9UEK2RW8YDhw7KQP31519EG2HBoCVL4FS/AYynyDQ/1KldB+PGjrPQppCp9VeuWEkGJBOMAuQAGTJoMPr07mMpc+fmLbRt1Rq9e/aSbRETrl65IiDBvOw0BpoVGjs1tOw8Lpw7L7sDauQqcEtIbXzCuPGW7Ra9NTiYlyxeLNm4aI4dNRpdOnaWwcRIys4EBF0t2jC3mzxN546HGsnefXtRs3oN8RJRbaLGxsOvWtVryGJEWgYFS7aQzRo3wcQJEy3mJ2oN1D4GewyUAx0eFoUEBcv5CDVBanDNmzXDkIGDLFta0uUkqVWtumhTfCZINGvSzLLrYBzD/r370bxJU2xcvwE8DJ48YSKaN20qYMf0/PcmkHj23KQN8eylTq3aFoBknqtXrqJj+w7SJ48fZwld9R/Nam7OLYWuiuOiN3fOHAG1EyknRIZeI0aicQMnxCckIDklGQkJCWjdqpX0mXEcU1HhLowLOcGMZx67d+0SQOQEpxmKyggXJoILF1n2B4GDgaDbo3sP9O7VC48ems4BaMq6deuW9C8XQC50TRo3QXh4uChGYctD0bB+A8tuhf3JccbzBILs6phY4Yc7DBUIXGNHj4G7WysxN3FXyrkVHRElPG/fsV0UCqf69UUB4CGozL1Jk0VRYjvf5r21jEtF9/rVa+jTq7fwrxYMar/R0TGy+2bbqb0vXLhAZBC2bLmYfigjj379ZddFswiDGpfURidNnCgLI/tLhavXrolCN3H8BAsfLEPFhnIisB49chS9unXHwH4DcOf2bVBhIoi3b9fOsislPe52Wjq7iBmNsnn+/IXMI44FKnMEeWrrcXFxUj0XTu52jJo4Qbxtm7aWHTdlHxAQAM4ZemLdvnVbtG4uuByTKrC9zZs3l3ND9htxh7wrrFD5eGX7lFyM8UXdFw3iFy5i0qSPIE6C3E7++p+fRSOgHY1bbTLGQJMLtWXj4A9aEogKv/9h0d4JYNSOuI1RgZoSJ8f06dNVlBxO1KpWA7Nn+Qp9vwULUfnPiuKyyEHOLSlNGlwkuKIz0ExC4KHWroLShHmKrgIH38qwFcJX+MpVKtpypfZAMwC3cyqwc1q5usnWlZOTge10buEseVUct48NGzhZQPzM6XTRnIMDgyzbSdowO7Zrj0kTJiLfvG09dfKkgBqBgoGLJAGmW+cucs842tE5SGlmUtsx8sXB07tXbxmgBMW6DnXE5KMGBdu7cP58WbS2JGwW+vxPHUzSztqsUWOMHz/eooHx/KBubQcxw0SsChftMGjxEiz2D8CplBNy9kHPo1neM/H2jencgZM4bu1aVK9cVRZb1rs8ZJlsh2kXVYELCA/FqblwC3/3zl0M9hgkWuX16+azAvNZB8sQtCZOmCDge/H8BUUGdMvs3LEj2rq3wQ0rWzLt0dzxKXkqOtw1UTMliPP8gaYIjpnFixeLKY8HjwsWLJCDOqO29OTxEzFLUSY8J4oIDwe39TSPcTw+ePhA+oRKDc2HlStWxJDBg3HWvPujpt6jWzf07tlT/JDJD90BaYOlFrd06VLMnDlTPCNE48t+Ip4mzZs0w+FDhyxtVjcEhNBly6SNtE2rQIAdN3aszMOtWxNBkwIXFnqtkGeaHDiXYmNj8fjxE9l5eU+fjmqVq8jfmDFjZFdBemr88J6KU4e2bTF+9Fg8NduCuSOiuZHaJkGc4MQFvn4dR/j6zATHTejy5bIbowmSAMxA3hkIquxX7m4oBxUuZ1xG3959MHnSJMsiyDT6anO8sE9ppuKOc/DAgbhz57bQJIjTdq12QizDnTbz9e/TV8pzR0HT49KgIFmMp06ZAvdW7hbvGnsgznl30rzjpKXAb8ECkTHPUGh27tm9OwYPHCTvIKh2EMRpCho7erTs2lR8SV6LBHFuLSdNnCSHCapirkK0HxKYp0yahKCgwI8gviRQOpS2UhWWhYRIXh5CMfDghp1G4amQnJSMOjVry7ZFxfFArEa16gLi1A5opqhSsZJoP8zz7v07lVVWaw4MgrhTfacCfqInTqTAgTa32XMs+Qkuq1asRKXfK4g7FhOMAzbzUaaYMvr26WspQ5ME+eakV4BNEKf2PMjDwxLHQUvtKdWsWaSnnRawWrIk0DJ4qT1zUBg1DWp2BEWliT9/8QKew0fKoKTWwEBtrl3btujWrZsBxK+gfZu2oiUR+Ll9rlOzlgxQNVnevHkrg65apcoW+QlBszquQHzChAkWEKe9knTmzTO7PFokYZIVNXUu2JMnTEJujmnrzfpo+61etRpCw0KlX2jqYD5uJVVgtdTQCLLr49bJ5Bo0aJAsYhcvmHZx1KwYSJPuYwQH4wJNGuyTLh06olO79rIQKPq8UsGgqYVKgAo8iOI5gYuzM1JOpEi9NKtxV6QOlI0urO/4MpK5MM8tZs3wQaP6DeQAndHc4ahAjZsg9vL1K5xJPwNf31moVrmq7BIIrFyAu3fpit49esphLt10uYV3bekqW332Mc0v3OrT7ZILF7VELsg8OGZQ/cmxSpnzjKB+/frggacKrIv2Xi5UfMeDIM4dj1pE6VeuAucBX2DheOaixp1YpT8rYsTwEZYDZ+VUkZp6Cm1bt5adF/3SGQiIVOo4B7iDefv2jRwCNm3U+KM7nqrMzD95V3PtcVaW7JRoolTnMMx+xQzi5CfvrWknw0Vw0MCBcubEMcIFYMa0aQKc3KFSgSCwC4gbvFOuXb2GTu07iK2fJrqIiHC0cnWV8wW2fc+uXaIo8RyGIfXUKXGTFU38+XMxWU6bOhVt27aRQ3nmodJKpahZ46ZyuCvngT17om+v3uKwIYQAMYPy0JfnMmoOqzRelRyMcZ97/zc2XA1SW4Vv3riJGVOniU2c6WoQXbtm0qb/53//H/jOnGXZggcsChCNmltthnd5eZg+ZSr++O03sXMxjl4TtAP6eHtLHv535sxpNKxXH7N8fCxxaafShBYP/BjoWfDrTz9jsb/JZsw4ThxO1ls3THZtLhjc4hh3AlyJecjJLRIHLQPbTW2qdvUa4Ak3g2ob76mB0R5MJ38VuO0lgPJQ6K15YHFX0datFYYPHSpbUObl9pQ8nDNrnlzQOKGokapw//49dO7UCd7TZ6go2T1wMLMNDNRyaG6hvVKBJD16unXpIlvap2abGrdy3Tt1hkf//niblyc23YZOTsI/gYLh9asceI3guYCT5dDZOIC4wNIMNWXSZMnP/wi6zZs2R3ep/+OLIzxXSE1LFZs1QYkTm4seA00gtOlTrgcPHpA4nm2IjdywsDOBHiM8BOchMvuFGmylPypgc7zJtso8BCTx7MnMxKqVq0RTNHpB8LCcgMEJp2QklQJiluGOjwscPUQYXjx/IUBFP2ACLRUSantGM5Oql/wRKFQgj5Hh4ahWparwouKplVEJ4USmPZiLmwrcfXEs8MUiLji08/br3UdMJVxYx44eK2YbpfTwMJuKAg/PGLirommKB2gqEECo4HBRoAZOG/Ds2bNVspgKevXqhW7du8miT621epWq2LRxkyVP9tNsJCcniamBGrRaYDkHxFvE1c2ym1XjhKYH7k5ll2lWUJg/JJiLdBPsMNt9qcRQnlFRkZb66KrHMyWCLYOimfUoE+NHj5E20xNJBe5UqdXSK0QFnj81bNBAlDnGcZEb4+kJj779oc5sCOI0Ix0yv6fAfDzHoBIRsGiR1M8Fqp17awumxcdvQttW7iJr5qf5hT73nAsE+ZzcXMyaOQtdOne2YBjjlixeIuOajgME6AnjxsliaXQt5q6B8uKun5hDZZRnguxvNTeVLNRVtbe417/lmSe5sYAi9iT7iby00rC+iYnsJyaPBJWX2+1//s/fMaB/f2GQ8dQYaGphB+zYuROb4jfJKvi//p//V7QGupzRA6BihT/FBMCBSC2Aq/nf//u/0b17d9GOGBcVGYn//j//JR4mXEFp4uCbdtz2cfvJN0W5BaVJhYd5pEUt+T///LeYEggAbAsnH7eO9es1EE8YujDSrdHN2QW+M2eK9sR8qt3ULrgwUOurX6++CJ0aFidopYoV0aQxD1IvCABs374NFf/4A87Nm4s3AM8OePjyn3/9S3ymOfBXr16Nn3/6j2gwXFDYto0bN6BihQqysLBDaRqh9kX7/qCBg6QtdMVr6eyM2jVryuEoy+3fuw81q1dH/Xr1RHMhCPHAj5OG/HIAMi4oMEj4pDcD6XN7Tm2JZxaUh7G97Dd6VdDmR5AnSPKZYEGPAB4uU7OjFwRtr3yrVL0RR2DgBCHIcNdGrxT60/LAmYBJOnTp48ti9CLidpgTn5PX328RfvnpP2IeY19xEnNxJyjTi4egQFNZ/KZ46SNqVAMHDBA/4IOHDgkPPPBjGbp+MVAhUf1Iea0MDUP1ylUwfMgwcZ+jDZn88vCbbaGsaG6jpkrAp6srXQNpbli3br1MOiFs/o9jh6aseo71QHs1PTwI1CvDwsRUwAV8yOAhAhy08U6dPEU8Yx4/eSzbaZrHateoAXpoEThpfqxZtbpst9leAugfv/2Onj16gl4U9+7dF08KauNLlwbL4Td9+XkYS5daHqzOnOEth+3r1q8XGdIs1MrNTcYdgYILCA8/+YIT5xTd/ugRxvc47ty9K31MbxYulnSzpCmGfFj7+xOEaIqr71hXDik3btiITRs2omunzvjpn//GvLnzBFjpAkwQpFJAXgm+iwMC5KyIi6Jx7HFecRxw5zZr5kyknU7Dg/sP5JyKixOVJoIiwY/eNh3at5dzGM4p/rm6uMiiyhfH6DFFEOdOgofX9Pem/zzf4Bw6aIgsshwTflJfVekb2rMnT5oolgKavrgbWBcXJzt3jmPupmmapamSPHJckhdaE4YNHoo/fvlVvKg4V7jod+7QCaO8RsnhKJ/pSUcPKmUn57mSU716ckZALJQxa97qcF4YZWMcd4XdF2pOYQfzkI5uT7RtURM1BoIBT7G5jSIDDDytJnDwoI+duv/Afhw9ekTs5qtjY0ULZH7fWb7iEkWgovDpN0sXNIIywYCr7IYNG8RGyDiCE8Ot27elHN8E5Q6BrlPki41nB9DkQq2EoE3NSPFFYOaEo60zIjJS7J/r4+IsB4ZC3PwfO4kn9DwQmj9/Pvbu3Sv8cNGgZwwPNDjYufoyH22stLfzBQOeqhP4GMdTaoIdfcln+syUAcbDSx6a0othFsstXiyHT9RQOCg5kOlKSL9h2tNYP/+4gGQ/zhZfYJoD+EowtTHysG/vPnF98l/kL4DE3QkHVXxCvPjwh4evEp7ph2zv2w/5+e/lYI4DkLZTdaZA+tzy8+01HkBx8p84+fElJsqV3jF+C/0EmGhaW7t6LagAMLC9S5YsEder6Oho2SERDLjYUbPmLo4HzJfML5Gx77nzoscHD7R5CEcTkQo3b96Qs5DAIALnClnMT6edxgeDiYB5FZCzL6nN0j+bnip8IYXjil4DXKzYFxwj1J69p03D2FFjMHvmLGxJSCg4NszbVdLly1wcR15eXrIAcbxzsWaglwRNHBwPfGuXdmD6eKtwOjVVwGPGjBlSJ/s9LDRMdk1cePlmMzVnmtno288zCy58XHzp/zxyxAjhm142KhAYacLiuOTiQHlTO+QCxUCe6Tgwx9cXo0Z5yQ6YpgOaMhj4ngO1Z34iguc5HLeqPda7dPY3xxtfhOEukQsh53NAwGKwf1U5LsjsR77By90m5yPfCVH8yI35P8qHSgDdQNnfN67fEK8dmj/pDMB5SyWHCxJfgadCQS2ZCgTfJ6HJhfK5c/eO2NV5VsZ5xfMCnm+wP65eNZ2zsEqazShj7rR5QE0g50JCkwnNUlREyA8XWC7wnGfEIB6Ic9dIeXOh4nkI5yI/KcL3QziOTqWmyvznrps88QzC2P88w+H4oossx6YxsLwat8b4ou4LBXEKjZ32IT8ffF1YnbLbI2rscJoj1MGbyk9aBH6h+eGDdAoHGic14xlYJ++t4+idYgw8ZOJLKEaeSJflGUhX0TSWo+B4uMJFwjoo/ilM0uKVf0YeKWTyxnTFI+NUGdapeGIe+aPmazb9qHK8Mihaqt2kxXvWqfIyjs8qD12pGMd0YxxtuYwjLyoQhNleIxAyjeVtBcqHniKkawwvX74SeXNxsBWo4VCbNr5UwTooD0XL2CeKb9KiJ4Sxr1iOE4Xjh221FZhGD488q3FhKy/jyDd3cnTlVMHIG+P4ohFpkrY9+aiy5CpLeHhoaZ8l7cMHoZGZlSn9y3gjPb4sQ8VFjQGmczzSU0XlZX9RS1WBZjJu33kAmZlZUINTeUiDfWAEB2O9HBfkid9XMY4Rluc4pMyp2XO+MxjLqjrUlX1JTdLYBo57NfalPEz9SFObGgP2aNLsSv7pkmyZV/n50l9q7FvqzsmRxfddnmmMsgz7l3Uo+uxb8se+JD3rwBcEaVlQL0UxD91eX9Mzx7xTVXNazTPSVmOGdan62GbVPtZDrCKo2xpHHDesS/Gp+OKzdZxKK+paKIgXVdj29Cqq1LdNLw88lpZEbLVdxVkPGntgaYs3RYNpvLc1+JTXi63ynxtnrM9WWVW/dZsUf7bKqDjh304bVB4jHVWXMa2o+y8po2ga28Rda7cuXUXDNwLTl9IvrJx1mvWz4s/u1cbiq2ioq92yNhKKGgM2ihSIKqx8YWkFiBT1YIfQl7S3qKqM6cUGcTv8CS0Lk4VksuQx1279rJiyF6/Si7yaeeDFFpDYYtFSp41ES1oxJrriTZVRVxXPq604Y3px7r+IhlEudlZ9G80vlB3qa1LGPGFt8aXibMzpj7QNFRtuP6Yb7hQ9RhnvDVls3hrpGssx3pgmhT+JsJHHqv4CNAttrE32iozkzpamoOHDhlleUmEh1musu0hC5gxfWs4W/eLU/7X1meayjY6x6gdb/DGuSB4NpC3j2h4xc7w9ml/b1iKq/SS5+CBuY2AKs5+Q/DTCXmONOW3lsRVnKWMQuooTfqwAxUY2U4datafQulQFVtdCyxgqLjSfFU27j3Y+6lQY7QJpnOwGuCqQxkrN/BrjDU2wy5Yk2ChrIGnKYgYbI31F1DpOOFX9Y6BtnU/qUPkUMTtX1RZbNIxFmF5UHpW/sHysT/2p/IVdjfVa0+Uzt+e0zxq/q6LKqKuFvlRsavEntCyZLF1uiDHdmkqa7+3I17pOeTZTsq5TVWAvnumFpanyhV2LU95WHhVXoM3Sd8aYgjWrMopv5jTGFcxterKVbivOVtmi4ooN4kUR0ulaAloCJS+BkproJc+ZplhWJKBBvKz0hOZDS8CGBBSI86rubWTTUT+wBDSI/8Cdr5uuJaAlUP4loEG8/PehboGWgJbADywBDeI/cOfrppdtCWjzSdnun7LCnQbxstITmg8tAS0BLYEvkIAG8S8Qmi6iJaAloCVQViSgQbys9ITm47tKQHl/WF/5KQMVx9ewizJxFJX+XRupK/9LSkCD+F+yW3WjSlsC9sDaXnxp86Pp/7gS0CD+4/a9brlBAvwWCT8exU/n3rh5E5cuX5avafK79OqPafxwlfoAmaG4vtUS+G4S0CD+3USvKy5LEuCX6PijI+7u7vL7mvyRYf6uIr9Xzl8U4udP+Y1vfsKUP8htCvZfzS5LbdO8/LUloEH8r92/unXFlADNINTAPTw88I//+m/4evvIt7H5fWx+f5o/p7dh/Qb5IWN+BtlW4EJg/YlXW/l0nJZASUpAg3hJSlPTKvcSuJRxCe3atEH9OnXlV2GMDeJ3rfnLTNbfZidw89dn+Csy2iZulJi+/xYS0CD+LaSs6yjzElDgyyt/6aVmtepo17oNrly+IryrdGNDCN78ZaDt27fLz4jxF5j4M4LGH0ow5tf3WgKlIQEN4qUhVU3zm0vAFsh+LhOKBn9RZ2lwMH7+90/gzwA+e/5MSKl0RZe/8nLo4CH06dVbQH/y5MliV+dnY3XQEvhWEtAg/q0kresp0xKwPqLMysySHy/mDznzR37583PWgaB+88ZNjBg6DH179ZbfgeVPchl/osy6jH7WEihpCWgQL2mJanp2JWCtydrN+BkJJUXTCOKK5rVr19C5Yye0b9fO8gPAKk2xyDz9evXGTG8ffaiphKKv31QCGsS/qbh1ZcWRAIHSGixLs5w92levXYOvry82bNhg085Nm/iePXvQvk1bxETHCIh/Cd/26tfxWgLFkYAG8eJISef5aglYg1thz0yzTi+Mgc/Nb4+WsU66FAb4+2Pd+vV2NWweYIYuD4VbS1ekJKfYI6vjtQRKVQIaxEtVvJp4eZTAgwcPEBgYiOCgYPAHihkUwL97/w4vX77Eu3fv8PTZU0yZPBn9+/bD5YzL4k+uPVPKY4+Xb541iJfv/isX3BPY+Mp6+pkz8gp7RkYGLmdk4NKlS/Kcnp4OxvHw8NWrV7hy5Yq88n7j+nXk5uTabCNNGfQCUa/EZ2ZmWoDWZoEiIhVIv36dg7i4ONGwbR1m0gZOl0L6it+4fgPdOndBv959xCvl+PHj+lCzCDnr5JKXgAbxkpeppmglgctXrsDLaxS8p83A1i2JWLRoEVxdWmLalCnYsX2HmC0GDBggv+ae/eQJNm3chE4dO6KxUyMkbkm0omZ6vH//PkYMHwGnBk6YO2eOLAL8/klhQQG1ymP9TJfBtWvWoEeXblgesgw7duwQcCYP/ItbG4fpU6chIjxCSDx88BDeU6djkMdAyUsNnYF0rWmrOvVVS6CkJaBBvKQlqukVkADBjJr2nDlzcP7cOeS/f4+NGzeicsXKWLJ4CfABuHn9BvwWLBANl4Uf3n+I/v364X//f/8LHgMGIPtpttBUwEiw3r17Nxxq1UalPypg6+YtBeos7oOix/w0j/CQslHDhvj7f/1f/PrTf/DTP/6Fn/7+T9P1H//E//yf/0K1KlWxaeNGEz8Anj97hocPHyHvbZ4ljjekrf4kQf+nJVBKEtAgXkqC1WRNEiCQPc56LCYSpSlv37Yddes4IixshWR6n5+P27dvW9z4+Bak3/yF6NypM5ycnLBj+3bJp0A3KytLvmEysL8HmjRshL27d38ibgWg9q7WBaiFp6SkICoiErHRMYiOiER0JP+izPdRkpYQnyC2b+vyfDa6Kap0xbN61lctgZKWgAbxkpaoplekBGiaoBYduny5zbyZmY8QEBCA5cuXw92tFTxHjLR8r4Qv0vAbJSzr5+eHBvUbWDR4RYzASZs5Fw1bf0wzgqsCelX+c66qrJHe55TXebUEvlYCGsS/VoK6/GdLYGtiIurUdhCQtlX40cNH8F/kj71798Jn5kw41XdCclKSZH369ClWhq3Azh07ERkRgXp1HC2auqJFTX7Htu2IjYrGmtWrzX9r5BobE4uETfFy0Kry66uWQHmWgAbx8tx75YR3ay21SBB/9AgLFy5EcnIyjh49hnp16mL2rFmiXZ86eVK+6Z1xKQMR4eGo6+CAHdt2iCRUPfRaWbNmDRYvXixugnQV5F9QcBCWBC5B+KpVchCqxEd7OL+XQm+Uwv7oOcO/169eI+d1DnJe82ouk1OwLD1yqPHroCVQ2hLQIF7aEv7B6StgNYqhuCCeRdV74wAAIABJREFUlJQkXwkcOmQI3FxaIvVUKuLWrBVNmmC7IjQMdR3qYOd2E4gb6yjuPc0tNM+MHjUKQwYPxogRI8XrhZ4vI4ePwIhhw+VZ7vms/oYNl/SC8cMl/9BBQ8Tjhv7mOmgJlLYENIiXtoQ1/U8kkJiYCIfatRG6zLZNnJq034KFOH7sGPhDxfTbptlk1EgvhCxdiqvXrgrNsOWhAuJ0UzSGJ1lPwIWCroDRUVHmv2jEREXLQeXG9RtAf28Ggvj+/fsxePBg9O7ZE/379Ue/vn3lBR6+xMNnufLe/Ne3b1/07dPXnLdfgfyM79WzJ+bMni2fpWUdxoXMeG/kWd9rCXypBDSIf6nkdLkvlgD9r+s51sWKFSbvFGtCWY8fy8FmyokTksQXhbp364bffvlVgFkdVq4IC0ODevWwZ4/JO0UB5N3bd7DIbxG8PL0wbsxY09/YcRg/ZizGjh4DX5+ZotVb16uftQTKowQ0iJfHXiunPBN8+Rp7eHg4KvxeAbN8ZuL58+eiDasmMc+pk6fgMcADsTEx8uEpeqTQU6WNe2ukpaZJVroZ+s6ahUp//onY2FjJp0Cc17d5eRJH2/THv7dyT3fCb2WvVjyp9umrlkBJS0CDeElLVNOzKwECNl/SmeHtjX59+2HSxInyRiS/wa0Cf3F+5YoVGDxwkIB0WpoJtG/duoXDRw7j5auXAsT79u0Df4ShX79+cgh69uzZrwZmW4BrK07x+jnXkqLzOXXqvD+GBDSI/xj9/N1aaQQvatnZ2dnyzRO5ZmbC+CMKfFnmzdu3EpeVmQl+D8X69yxJj1o0NXqmkw61cnqNMBjrU/e8Wv99N4HoirUESlgCGsRLWKCa3KcSUGD6aUrBGFtvPBbM8fVP9nixF29do1oMrOP1s5bA95KABvHvJfkftN7igmVR4rGm87nPxaFvpGm8L6qsTtcS+JYS0CD+LaWt6yrTElBAra7WzPKAlLZ32uP5nRXa+HXQEvjeEtAg/r17QNdfLiTAV/mjo6IRHByMlStXyse55sydIz8QYasB9hYCW3l1nJbA10hAg/jXSE+X/ctJwBb48tA0JHipeMzwF3x4mOrj7YMZM2aA33JhYDljWeP9X05IukFlSgIaxMtUd2hmyoIEjADM+4MHD6JN69byzRXFH4Gcf0Z/c2M5lU9ftQRKWwIaxEtbwpp+uZZAbm4u5s+fD9eWLXHu3FmbbVHgra42M+lILYFSkoAG8VISrCb715DAs2dPMdprFDp16Ai+cMRAsOYhJ9/81EFL4HtLQIP49+4BXX+ZlsDT7KfytcJ2bdri3p27wuutmzflo1n6K4Vluut+GOY0iP8wXa0b+jkSUKYRfmd8kZ8f6jvWxfKQEBw4cACrVqxE4pYteGH+YeTPoavzagmUtAQ0iJe0RDW9v5wEbty4gYXz5otGvnDBQhw8sF9+ROIv11DdoHIpAQ3i5bLbNNPfWgL87suDBw/lRyq+dd26Pi2BwiSgQbww6eg0LQEtAS2BMi4BDeJlvIM0e99fAurDXLST858OWgJlSQIaxMtSb2heyrQEBMQ/fIDG8TLdTT8ccxrEf7gu1w3+Ugkoj5UvLa/LaQmUhgQ0iJeGVDVNLQEtAS2BbyQBDeLfSNC6Gi0BLQEtgdKQgAbx0pCqpqkloCWgJfCNJKBB/BsJWlejJaAloCVQGhLQIF4aUtU0tQS0BLQEvpEENIh/I0HrarQEtAS0BEpDAhrES0OqmqaWgJaAlsA3koAG8W8k6G9VjfZl/laSNtVjT96WF4O+LTu6th9QAhrEv6LT7U3gryCpi5aiBCz9VQJvzltolSK/pUm6vPNfmrIpb7Q1iH9hj+lJ8IWCK+fF2O/qr7w2RY/d8tpztvm2CeJFdXJR6bar0rFaAt9XAkbw/dHH8I/e/u87Eku2dpsgXlgVuvMLk873T1P9Q4tBCVgNvn+DSpADJZuvJVlSdOzxQfr2/uyVKW68Ne/Wz8Wlo/OVHQkUC8Tz8/PBPxWsn1X8j3Ll50j5I7l5eXnfrcnWky//w8f+IVMaxD/tGv648aOHj+QHj7OzsyXD58rJKHfj/ae1ld8YvfiXr76zC+IE6mvXrmH37t04fvw4Tp44icOHDuPQoUM4efIkkpKSJO1yxuXy1eIS4JY/kBsSvBSbNm0SjakESH4RCYLI7Vu3ce7cuU9+LoyQridjQbHeuXMHgUsC0b1rN6xdvear5EPZP3n8GOfPn0dWVpalorIO7E+ePMHp06eRmpoqc5rzODkpSeZ46qlUPHz0yNIW65uy3jZrfn+UZ7sgTq3Ff9Ei9O/bH9u2bsXWxES0dW8DF2cXJCYmYseOHRg8cBB8fWZ+Iquv6uxiIo/KJnXxG8+fGT6/BFHRVCo9PR2NGzWCp6cn+LNd9sIndVhFFEdOVkUsVbEswXumz0xsTtiM3NxcSbOb31yS6bbyFIcXkrCXz168heEi6jfms8WfMd3YAFt5reMUb69zchAbE4M6tWojYJF/AZKFPVjTU3kfPnyI8JWrsDQ4GLy3FVTdn6TZI/pJxoIRdukVzGZ5Yn7L9PjwAWlpaejRvQdqVKuO1q3c0bVzZ3Tu2Anubq3QpFFjaYtxTLP8ixcvZOdpIapvypQE7II4QWHVihXYvWu3MPw0Oxsd27VHSxcXqK3o0aNHERQYVKYaZGTGOOCN98Y8X3L/6vUr2YkQRIsVvnDCFkb76dOnmDlzJnx8fPDq9WtT1lKopwAPZvr2ft2mJGVcoN7PfBA27cji8MFDcHF2RuDiJUX/Sk8xfgCCO9EJ48YjKjoa7969+0xO7WenLAuTZ3HShIbVwktADlkagsoVK2HIoEHYv28/jhw+gl07d8F3lq8obszDQHPhgQMHsG7dOsuct8+xTvleErAL4lyNuf18ae7QzMxMdO/SFW3cW+NhpknrINDff3BfVupjR49h+7Zt2L1rFx7cuy/tIQ2aZPbu3Ytr16/h4aOHosGvi1uHa1euSJ7r168jPiFeTBO3bt2SOJpy7t29i4MHDuLC+QsgYB05cgSrY2ORdCwJb9+8KSAvbmf37duH7du3Y8+ePeCvk1sH46Dn4Dxz5gy2b9uOnTt2IiU5Ga8VEJoL8plmo23btgnPV65ckUmlzExHjx0F41QgfT6T3s4dO8TslP3kiUpG/ocPYosVPrdtQ9Lx4wXqfPXqFZKTkkWGnFDpZ9ILtbmfPHkK/fv1lzKWSgCheerUKezYvl0m5tWrVyWZmHaHMj14UDR4yowTNG5dHLizoEzu3bsvMtmwbj0uXLggPLOwUXaqLm67aVpjnx8+fBjPnj1TSaDGezotDTu27xB5XM7IsJypsJ6LFy+a5LRzp2ztWRf74uzZs9Iv5PGxWXYEFNIi2Ny9c0fqYN8w7uiRI3j08KH0N3cjm+M3W/Iobf0d67twQerbs3s3FvsHoHHDRggMDLK0i+P06pUrIi/23eEjh/E467GlPezz27dvi7zY3qTjSXj58qWk82xkdUwsxowejbt370ocwZxzh+OQ7TUGypK73Dt374gJIyUlRfrs7t172LVjJw4dOIgXz00gqsq9fPlCNGiORc6DZ0+fqqRiXVmn+mOBJ0+yMWP6DLi5tBS5KiLPnz9HxuXLyHmdI6DN+tq2aQMPDw9RWqi82RoLqry+fh8J2AVxa3YyH2WiS8dOaOXqVmDrmJWVCZ8ZMzB1yhTs27MXc3xnY8igwTIpCPJRkVGoX7cuBg8ahDWrV2Px4sXo3KkT2rVug8iISERGRGDevHlo16Yt+vTuI0DHgbJr5064u7pJnatWrsKy5csxdMgQNKzvJDSU+eDShYsYMXw4pkyegv3792NxQAB69ugpE8K6DXzOycnFqpUr0ad3b6xdswZbE7di6KDB8Jnhjcdm22ZWZhbmz5uPcWPHYcuWLZgzezbat2uHnTt3yqSMjIyEU4MGmDXTZEr68CFfwL5Pr95YFhKCvbv3iHbmNdITV6+YQJT2ximTJ2PNmjVS7yCPgQJy5In1zpszF0MGDxHTFeXUt09f0ZisFxfmJ0isWb1G5Hz/vmnBZDwXjeDAIIwbMxaJW7ZgaWAwBg7wwNEjR2Xybdu6DS2dXdClc2dERUUhKCgI/fr2hVtLVyxZsgSxsbFY5OeHXj16olPHjkhOTibZT0JGxmX4+s7CihUrkLh5C4YNGSpARrAjEIQuC8XY0WNEdstDlmFQfw/s27NPwIEL+ID+/aXf18etQ88ePeDm6oZZPjOxZ/ce4Z39zoWIISMjA16enmjYwAmJWxIl7vatW5g2bRqaNm6CubNny+LuO2sWWrm6yji7dfu25CMvkeHhGDZ0mMicAD100BBUq1RFZMtMBHAuIB79ByBoSaCA/eSJkzDaazQuXbwkdLiY+3h7IyYmRuoaMXwEtm7dKmn8j0DMMZ98PEni7t2/LzxThpcvf3pmRLt03Nq1aNO6DUaNGiVyXhu3Fl6eXjLmd+/cZaHNxSN0eSiWL18OjrvOnTtjkd+iT85ALAWKeXPx4iV07dIVLi2cP+lnHpJfvHRRxnCtmrXg5eWF+Ph4UOHSoexJoEgQVysvQbxrp85iO6P2w0AthKBJQEtOSRGgoIbbyKkhpk+bLtoXTQ5NnBrCzdkFGRcvyQq/JSEBv/38C/r17QdOOA7q6MgoVK5UWQYqaVOT6dWjByr9+acAJPNcv3oNHgM8UKliJTmMIW9jRo1Gk4YNRVMhiJA3Apebi6ssCKSl2sB7ThCHWrUxd+5cmQhv897KdrF2zVpiPiKN8JUr4VSvvgW0z587Z5rkgUEy6flMMBw9ajRJ4uKF8/I8eOBgOeQiMBw5eBDNGzfB1EmTQVMU6+vatQvu3r+HvLy3WL9+vewcqKnRrupYqzbWrl0riwSBe+GChahbx1FARSox/Mcyy5aGSNvVoRrbyPLUMuM3bcK7vHe4dOkSunTuIjKjpkxNsWe37qhXpy4OHTwkcj+wb7/U4+rqitNnTkscZVS/bj3M9vW11KpkyMWT4N2+bTvRhikvLnSbNm4EdxNcKFo0bYbYmFhpy82bt9C3V2/079MP+/buQ5tW7gL6r169xPMXzzFj2nTUdaiDI4cPS/mgwEA0b9IUNNUxUBNfErAYNapWQ1xcnMTl5ORIn1WvXAUTxo6VdlEOLFujenVJoyGYZznNmzbD8mXLRNvleF0XF4cG9eojOChYaKWnn0XbNm3lfOfB/QeyQB7YfwCuLi1FMaCte8GCBTIWCWK5b3KRkLBZ+k4IALKz4fkQFwkGKgHeM2Zg4MCBll2hkh/TuQhTm2/l1gpDhg5B4tZEAU0u8E0bNQYXOgYuygvnL8Bor1G4efOmKE80n/n5+YmsJFMx/zPWr4rs3bMXjRo0xECPgQUOZ5nO3S8Vi47tO+DYsWOyOHMHoUPZk0CRIK5YViDe2q2VuGkx/sH9+3Io0qJZM+loapvUajgQO3boIEXv37sPN1dXTJo0SZGSLXOdWg6YPnWaJY5lHes4io2XkdwyUrvp1LETHhlOzLds3oKf/vVv0aYJ9ATbkcOGI89gj4yKiESF337H5s2bLfR5w0k808cHVSpVlm28SuTkdHV2gUfffrh37x4G9B+Atq3bFJgo3D6/fGHaQtPUw8OgieMnCAkelv35RwVs3LBRkZQJSA2/WZOmMsmp9TrUri0aL8GVk4T80MPBo19/0YgeP/64hT969Bgcaztg+rRpnxwqEcSpcY/28gLNXAxcKMaNHYu6deqIFs7FlOcZ1LaaN28uZi22gdp+7x498fiJqS6au9q1aSMa+ctXr4QW5UGQ5s7nfb7p4FaBACdyVGQkHB3qYKa3D86mnxUAILByoRVQrlMHG9ZvEDMNzUf9evcRrZlgysWBWjcDTTxhy8NQv46jLCqMi42OFm2UwMHAtkaER8BRaK6XuPx87tR2CU3aa1WgiapZ02YIWbpU5Dp50mQ4t2ghixnzsL4D+/ejRbPmCA4yneWsjl2NmjVqYk3sakVGxpvn8OFibjh18iSCg4NlN+m/yE9MQU+ys2VRoImMgRr78KHDsXGjqf8pq5zcHBk/XOSsA9O5q2vWuAnGjhkjAP3+/TssC1kmcle7EO5GuUNdv87UbtZGuvwjDdKmiYNmm5s3bgodgr383biBO7fvFBjDysRk4hpispwxfToWLlhQwBxGfrkojh83HkMGDhbFyLoN+rnsSOCrQPz6tWtwad5CtNDI8AhER0UhdNlyzJ87T7QzNpN27pbOzgJGqtmcGNR8fbx9VBRSUk7AobYDpk2dKnEEBGo3HgMGFDhUoe2dhzIB/v44f+G8aJFzZ88p4CUSExWNX3/+GaFhYRb6vCFIjR49WrRV49aQJg9u4Tu2bQfyxm3wgH79xXZZgID5gW591FAmTpgoMfROYHtoG1aBk4BmHoeatXA67bQsDtzWV69aDU71G8DXd7aAReajR+jauQtoiiEQqkCbOzXx4UOGfpyI5tlHYKN2OsrTE5lmExAXNO5A6jvWxdKgYMRGxyAsLEwm6OrVq0Wj5cIxZOAgAVXKl4H2aZ5zcIejFimaALjVp8mHuwrrcP/ePcyYMhUONWqigWNd0PxA2zu1Vi6o5GFxwGLhYUVoGPwW+oFgmXrqlJhSuIjwrIPg5zliJPr06iWAwnqiIiLQqqWrKAV85qJBzd/BwUF2L4x7/z7fpCw0biJnKYzjYeuJlBTxnuLB3a2bt0Qe3bp0kV2dlMvPF1MXF1aCOEGQwMn+2LtnD7NIYDtGeY0SjZ3nFDRp0KRTs1p1NGrghNm+syVO5b9y+TJGeXkhbm2cwkmVZPOam5MDf/9FshByB8rAcUDZDR40WAD19avXYsLp0L69ZRGyJkYlgJ5iQ4cOhecIT3iONP2RV4497oZPnTSZpawZe/7sORLi48WsZVSSaEqhXKgE9O7ZC/N854D86lB2JVAoiCvti+wrm7hRE79544ZsnXt0647cnFzRDt69N53QvzdrINQKBMTN4ExatDGaQNzbIhnaFen6Rc2TgVtJ2tG5Dae2qgI1qaoVK2FFWBiuXL6Ceo6OmDZlagHPAIL477/+KjZMVY5X8jh50kQBR9paVbh29SrcW7qiW+cuuHDuPLp06iyeOK/Nmqlg54cP4sbHQU4Q72AA8RVhKwSceXCmAg/GCNo8Dzibni5lqTXR7jt82DD89suvWDBvvkzevr37oFOHjnj5yqTpkwYP7QjiY7xGFwB3puW9y8PS4KUCHEoTp22cQNy8WTNcu3pN2FDeEpyU7EvWTxDngqG0fh76sU9pE1ZeCfS4IIhzEbUGcS4gtDXz8I22du5GqlaqDJP9/4qYeGgOIUgLr4aDPZaliaNn126YO8sX4avC4e/vL6Yw5iWP3EVxQU1KOm4pTwWBsqAJioHt2cEdH0HcsPsREG/hLPbuO7dvY7DHQDHf8NCSgWNy/759aN7UBOKsjx5Y9RzrFrBxC4h7eonL3YkTJ5D75o3Iiwf0I4YNQ5WKleQ8hOOJgSbDwYMHW0xfxnkjGaz+y8rMFDpUBLgTYuCBfdeOnRC4ZInsfu7euYshg4bIOREXaAbSpTmL4M3AvqGfOncACQkJBf74DgO1fXXYKgXM/7H8kUOHRdbcTatAE9yVq1dw9do16afWbm7guQUDZa5D2ZTA31Tn2Bp4attF1p9kPTZ7p7hbtvAEWmp/tDFfvWw6wGNeat+HDx2SFt+/exfurq0s4MzItNQ01BPTyUcQ5xaS22rv6TOk3NPsp6IJcjvJl2sYyGtYaCiqV6kqNlRqE+3cW6NDu/aylWce8jx3zhxUr1pVDpykoPk/ll8VFoaKv1coYGqh9t2gjqPYr1+8eCk2yBpVqiLtVKqlOCcbX3Z6nZsDAqbRnMLJXbVqVSxcuFAmGguJSaJde3Tr0k22t5xUSvunWaN///6yaNy/e08Ohh1rOQjYqwrjN24UzY8Hg6qPVBrBOTo6WrQtJRtq8b6+vqhSuTL2mN1CmZ9alng0PHsmID1i6FBw0VCaeMalDHRo2xaDPDzwwuxxQa2a7qR0QVMgzvHBP+4weMhFf2MGgsrUyVNkN0atPiQ4GDWrVMVW8yEk87AMXxjj4sId1NQpU2V3cvPWLbw1gDzNExHh4WjasBH27d8v9Gln91uwELWq1xC7OyMpD76ERrMI5arCyRMn4NrSFdT+6VU1Z+Ys1KhSDdu2mg5EWW5zQoIcktLkwrB7N+3/dTF/7lxLW+llRMWkV49euJhxEYnbtiIjw3TImf00WxZhpvPtTwa+ODN0yFCLHZ+L1aWLF+XA0NbBNLVc7hBoVmLeD/n5cibUsX17MYWxfpqpBg8eIi8m0auIgYsRzVOU5+cE49zmPZWo6dOny1kMTVAHDxwAXS/j1qzFvLlzxSuMO2qegXF3yXFLBUCHsimBvyltzRZ7BER2OjuQGjBt3dSWDxw8KDZdTgq6kdWsXgMD+g6QzieALJi/QICEA5Tb1Jo1aqBnr16yBaUWsHH9Bvz+8y+i/T3JfiKaxYb16+Wwk2DCbf+z58/FfvvHb78jJjoa9+7ek61wty5dxcuDk5uBHgPcHoeGhorWwclN4Pee4S12S+t20QREEOvdqzfSUlNlYtCO29a9NVKSUyQ7vVwaOzWUQ8Cdu3aK2yLtonR9y8nNBQ+EuAPgRKQNnYBIzxO+PEEXRy5iQUuC0NKlpWhHb96+EYDlxCFoppxIES2dWihBkG/MdWjTVrRaTmAucgTQPn36WLRq1Q72B//IIw+Gjb7qSclJcG7hLO3nNpsumjStcJvPhYPmDHpwODdvIcBDUwU1U9qp6UpGMwr7jEBB7bRt69YygdUiwnp5QBoSEiJmKbpBpp8+I14M9O6hdk43wbat3OVMgW5/hw4elBdIeOh69eo1TJow0XSOMXwExo8dh5HDR4hpgx4nDBwv5IdubQQQeoH079tPxsuSxUtkV0LlgYeYPAjnATDHC3cR4atWoVrVqpgyabLYcek62sq1lciDpgN6T40ZNUZ2QRPGTUD2k2zxDGL/8wyAL7DRvkyZ8UyEh7Vc2GgzZp5z588hKTlZ3AkD/APE1EPTDj2BaH5RizQXefZf82bNRVNWfccrF8W4devE7LN16zZJev70mSgvdAgIWrxEDj1psuJOrXEDJ4QtDxXeufvcu2/vJzszNSasr8Z+Y0VMpzsp31j9+//9b/z5+x/y98evv6HCr7/hn//zd9mFnkk7LfOnWbPmYsqiKyl3XzqUTQn8jR1bWOBA4PaKYEkNly8E8BSdYMNATYr+2XTHmzhxoqzkBHba0TjhN2zYIIeV1FKpjXHCMW7GjBlyyHfh4gU8fWaOmz4DwUsCxU7LssOGDUNdx7qyKNAli3ZMuixmGcwr1EBZn9/ChYiOiZbtKA8aOUFVUG1UV/JOUKY7YMSqCBAcuBNgOv+4sBFApk2dJm2iSxefuQARLDi56SWg2sQy3CJTi6QLJbVkTnJOOIIiA191DggIkMWGLpN0I1SmEE5s1h8QsBirVq0SUxFdypSPt2qH8cot/5gxY7Fs2TK8Mb+tSb55IDh96lSMGzcOvrNny2ErZUE57dq1S+y5PLOgWYcmFS567NNF/otEc2T/cBvuO3OWvPjB17LV9l3Jh2DPcwDKLzw8XPqEJiaGd+/fi22a3hkcE3Q55eFj1uMsvMp5LV4rPbp0w/ixYzFvzhw51HWoWVvs6gQKLjYcX8OHD5fxxsNZetLQhky3SC6aNNHRTu7t7Y2VK1fKWKTZgC54/397Z+FV1dY2+vcvufeOce/3fW+c9niO3Ymd2CgqiBJ2YWGLgC02YqNiYicqJnZ3d4txzOeO37OZ6yy2m82mzDXHgLX27PnMOZ+eazIv6LnxIAL2+/bvU86/Z4+eCltOHjNHcOLnzrhUasCSOcPNkjpwNUS6MucRsGlwXJ85YX4gSJQh3Ll9V0aOGKl1GpsGTA8SCS6oIHR7YI6oG/gZKer58xeycsVKiYzsqxKiUWsh/Y2NG6PGz4kTJ+r8mLmw1+nrO/BgPulXv8hIiezbV4kqz759+giGYCQb+o/rKLaOlJTVumd9bcPJ9+kh4FUnTnfYuHBsbG4WKZwjCNYgDtNlNh8bCfGdMgQWLAuSMnDO/BHHEz0joibI3sTRDmm08+DBQwnt2Em5TbgjEB5Ix3hLmL6Z9ukTG8s9j0l3f7IZqJP+ehJ5yU88SAPx1T4mxkofSae/JkDwyEudnjgX8po+Mmb3QH2UvXf/noU43fOY36ge4JhxP0N1Zbgu0l++eKHI4/adO5bXDoQCwy6nO0lnXugDbTIW/kj7O+6V+tSTbpC3aZsnc0pfGS/z5h5IB0nxZwjZ1q3blONNWpRkqS6YA84Y1K1T19KjMxYQCfW/ee0igtgBgB/zxh9zQBuMiSfMBCoUMw4kJhM4vEI/WCMEYEFdRqdNHG2ydrKbOzM3SF1mPMzxsuRkdSfE48ge3mT20x7Hu9lP7B+zpoinTubE1G3KAVvWDO16Z7dMieyfjJH6gBftmD904Xh3MfdmHZn+5IdoZN8TJ6UgIZAjEi/IxnJTF14X7QLbSqvmLdTIaS9rX/z2eF/f81M+vxvJ1z6SL6d+ssH2cFJ23TqLaHgq4ykuN/3wJS9teGuHNLhN7CforE0AiXNQB7XKndsu7takfYon85nTnHpKZzyoT1BbuSPwwuq3p36YtrzBPjd5TF5PT1/a8FTOiStcCPiExLNMnttK4qdb1Mc99pLBSvrwdz0gJ/S7LVu00JOdHEjxxhH41IfMXmUZy8c9/bsT7mlWR10J73FqM6ootzRyEEUe9wCnY5VzT8xE3B+X8pDRFgVnaTgoW3S+X73186PKfeg0khrqDvzw4WA58MIBHg5CYRfwFnyo3ltxj2n5rRO482cP1GnqNU97en7emQ/7nNjfPdXrLd29Lk/lvcXlt7y3up203EHKHAImAAAgAElEQVTAJySeuyrznxtRGd0dOlyOsHOCDkPntxDcF7/7RjO/zTOnMWf3Maqcyn2udFQQGGXxXecwFoZgoxv+XH3Kb7vuc+X+O7f157d8bttz8n/dEPgikXh2IC1ozia7dgo6PrtNmV18Qbf/OetjjObP1358D3DxBovcwstbXflJs0sV+anHKVu4EPhikTgL2agePG1qT3GFC6rc157XzZiXcnkpk5sRZVc/8d6CPd3UYZ5mft3L28u4p/HbvcXPiWxy6qun/mcXZ+CiY3RTnWRXpjDjPydcC3Nc31rdXwwSL8jN8K1NkjMeBwIOBBwIZAeBLwaJZ9dBJ/7bg4BDsL+9OXVG9Pkg4CDxzwf7765lB3l/d1PuDPgTQMBB4p8AyE4TH0PAG0InzVu6e23uOnL3dOd33iDg6MTzBrdPXcpB4p8a4k57DgQcCDgQKEAIOEi8AIH5JVTFcXI+nsRRbfOdkctXXJcG8GEuvnHCdXDux7vd+54bTti9rPPbgYADgU8HAQeJfzpYf5KW+MY7H59q0by5XlrB9V5cmjFq5Cg9Gdm7Z2/9/rr5uJaDrD/JtDiNOBAoNAg4SLzQQPt5Kua0K59p/T//63+LX9XqwkUVXErBN6/5kiIXQ/fr1++jy3HpLX7bHCO3I3b7++cZkdOqAwEHAt4g4CBxb9D5itLsyPbJk6fKbf/y40/CpRLuAS4c1Yr9eyt8/Y/b7fk+ub0u97LObwcCDgS+LAg4SPzLmo8C6w2f7+UCDW5Bsm7ZsblxGATO50e5/o4PUTVt2lS//c0nWx1EXmBT4VTkQKBQIeAg8UIFb+FWnh2iNfG7du7UG3q4xuzokaPaGZNmesY3rNetXavf+S5evLjExcXJ9u3bczR8mvLO04GAA4HPC4F8I3F3pFAQwymMOnPq15fkE1tQ4+daOG6q+fHfP0iH9kFy+5brrlI7LODEudG9YYOGemUc13fh1WI4dXveT/XO+D3BwFPcp+qT044DgS8VAl6ReH4Rm6+bLqd8OaUXBHB1rDl8zMlbO9n10cSbp70O4jzF2/Pk9x2Xw6GDh8jvdrWKW6XpB9L1Zh2uWivIkJ+x5adsQY7BqcuBwJcOgRyReGENwCAw8yysdtzr9Yoc8oHE3dvx9bfX/vhaiZd8XKaxdMkSdTfktnlPYdHCRVKzup/eI0q6e59y+u2pTsq4l7Pns6fZ3+15nHcHAg4EcoaAVySec/GPcyCGc4+fL4dJctroH9eevxjT3veCNEDgXMobFxOrN9kDPfexM1dciuzfsJFcvXLFArB7PivBQx0mzVsZk8f+NPnN057mvDsQcCDgGwSyReJsLPSliOMvXrouBOYdP2T+MIiBJOwbkMtcudF+/fr1krJ6tZw4ftzjJbqeukY9XEbLnYsgFnt4+/adXsiLGxzB3qY9X17eqYtxceGvtyvgTN3kN38mzjwhXPTd9A+fa/393uUW8p5LernWTT7oxbT29kxZU1d+nxBT5gJVStrOXVmqo3/0iza5Ob5du3bSo3sPhQFwMATYjIPC9vcsleXwg3LeyuaUnkP1TrIDge8eAtkicSDDtVlr16yRCRMmyJT4KYqc4exWr14t8fHxen2a2aC3bt2SYUOHypjYOElNTZWRI0ZK/br1ZMvmzT4BGYS3fNlyadWipezb47pvkbqJT9uVpjffz5s7T28z96lCHzOBSBcuWCABrQLk0MFDOZYy43XP+PDBQ+V6jx49qkZBCFpaWprCaHfabrl+/brcvXdPb1PnrsnU7aly8uRJrYY68dvmqjKQal6Ce79OnTqlJzQ57OMeIJY7duyQc+fPy+60NKlZo4ZERUVJauoOof8Qb08BWHGcnyvWCPyGmD9+8kRvUHcvA9HFSMracCfM5OXWddLIYwg0xIeb7rl5/nMaV93H4vx2IPClQsArEmezbli/QYr8+pt6L6Snp+thkP379+uFt/379be4tkkTJ0ndOnXk3JmzOlYQ1YjhI2Tt2rU+jR3EsXhRkjRr0lR27XJxjiCmk8dPyKABA6V3z16q112/br1HhOBTIx4ygVwSZydKk0b+kn7ggOZwR4j2YvY08/48I0Omxk+RqEGDhIM0ILb4KfHSu3dvWbJ4iYSFhkr3bt31TsmU1SkSMzpGevXoKSBaE+CAp02bJsOHDZdbN2+ZaJ+fpi8UoA9w1v0i+8mO1B3KkUMI4cjTdu3S+y2HDh0q165dU6TdJqC1dO3SRXXiIHhPAYTN3ZgzZszQW95BwBwOgpgPHhwlBzJhZ8qCmCG6kydNUgZg2dJkuXf/nklWYpaUlCSsmylTpgh6eRA6If3gQW0HTxknOBBwIOAdAl6ROEXPnz8v5UuXkS7h4Vlu9oazBCG9fPVS1SCBAW2kbes28vK5S+Xx/sN7wcWNze4eUF/Aab3+63WWpFcvX8qdW7cttcaH9x9k7549krp9u6pZjh09qm3C5RLg1ODUDccGokHVY35nqVxE07Td11nbffn8hdy5fcdq15SDOwS5ehqDycNz546d0r59e0WW/Ab5tGrZSg/O8HtMXJw0rFdfTp08KWfOnFVkPydxjlbhUrToq/Ddk149e8msmbNcEXn4T3/hqv/7v/5bfv35FynxZzH58/eiUqzoH1Ls96JStMjv8sO//yNdO3eRjOfPlQiD9M+ePavzZTVp6xgEgmP7ERERsnLFCoU5yB5i26N7d/nlh59k8aJFVlH6MGzIUIE47Nm9WzZt2CjNmzaTCeMn6Nww/+PGjpNmTZvL5o2bFH6BrdtoGdYEnP306dNl4MCByqVTMX2wEyqrMefFgcB3DgFF4t42x/lz56Rc6TISERomb9+8UXC9ffdOHtx/IA8fPZKnz54qt12pfAVpULuurFq5StasXSvJy5Jl/IQJyn0aGIMUOUgyf948WThvvsyYPkORA0gXMZ1Tg3B6cIgmnDl9WpYuWSrLkpNV7bF96zYVvd+9fy+7d++WyZMnqxoDrnb+/PkydNgwmTt3rhhETz0ZGc81z4J587Tt2bNmKQdKu3B/8+cvkNkJs1XlQf6XL1/IztRUIT/c4qxZs+TA/v2ekciHDzJxwgTp2bOnPH78WLsN4mrepJnsSdutv+ckJkpQ+yAd1660NJk4YaKgfiG8BznpmyhCpe9dunRRIkc0RAlpaOuWLR8RvcxiWR6oY0CAo0dHS2xMjIweFS0xo6L1yXv0KOJjZevWrcI8Zhe0T5kdQ1oZP26cREZGWqoUUw5Ov2qlyrIkabGJki2bt0jlipVkauaRf5D24EGDVb0GsTh86JDU9Kshw0eM0DIQYmBYvUpV2b93n8Zx4rRb126yfPnybImy1aDz4kDgO4aAhcSzQ+TnQOJly0mHoGDV6aJiuXjhgiQvTVbdJYh586bNUq1yFalft65s3LRRtm/fJkmLkqRcmbISHBSk4KX+hQsXSrOmzWTp4iWSvv+AhAR3kDq1a8v5c+cVafXp1Ut+/eln2b3LhfzQGXfqEKLeE0cOH5G5iXOkUf0GesKQ+jZs2CBlS5eR2jVqantr1rg+7lTktyIyY8ZMvVH39V9/ScLMWdKyeQtZuXyFIuN2bQLFv1FjAVFAPMI6hiq3CvIl0L/afjVk1oyZSmQ6R3SW1q0CshAXs2aePX0m/SIjJTY21kI2SAyBrVtL8tKl8uH9exkTEyuhnTpJevoBGRMTo/poyhvds0HixG3auFEC27TRj1Xx+8L5C1Kjup80rN9A+6rtZrpCepozjJLGMKl5ffhHPZ7qMnF3796Vrl27SuKcOR/lg6hWqVRZiR1NMaZpU6fpSdHNW7Zo6xCBuXPm6noAJkuXLpVSxUtKcnKy1bs1KSlSvkxZhTmRz54+Fb7AOHhQlEp6JqPpk/ntPB0IfO8QsNQp2W0O1CkVypeXWtVrSGJCosxLnCvDhw6V0NBQC6lkPMuQgJatJCgoSL0uACqcekCLlhLUrr3C+NKlS1KtSlXp2b2HvHvr4gA5KThi6DC5cO685oEwIPpjbINLHjpkqJQqUcLSt6JuqFe7trRq0UJVAY8fPZKmjRpLnZq15Mpll0EQXWztmrWkVcuW8jzjuZw+dUq5wv79+gnqGQIGPD7PaoyIiQkJUrpESW2XdHTkEBS+IUKYOH68IGkcTE/X3/Z/6K/hGKdOmWJFP33yRGZOnyH9+kaqjzZjXjh/gUoBxAMLkDVGX/prD1u3bJU2rVtbqhlUE9OnTZPZsxLk+Yvnrqwf8u4tYm8LaNjnnXf7n8nLVxA7hoTIunXrNMpehv5WqVhZiSiJcN1DhwxRws8hIgKcdkpKiiJxbAcg+ZLFSmQxeqOaqVShotpRKIMKa+b06aqrN/OglTn/HAg4EMgCAQuJZ4m1/Th37ryUL1tWApq3kGNHj8mZM2dk29ZtKv7iDkhgk4E0g9q3t7gm0tCJBgcFa55VK1bKLz/9rNw4EejMQQZwymxy3hGdSxQrrmqI+w8eKPeMKmfevHmyYsUKSUhIkLq166i+Gd027bZo2kwiwsItrhYuNDwsXBo3aqREBs4Pw+ySJUu0HxAH2oI75J0wb+5c5eh3ZxpUkTauXb+myHbn9lQJ7RCikgbSgHtA9RMRFiHxk+OzJKFawUsH5IXXC98xGRs3VlJ3pCqi4uuCcKcgPJC6CXt275H27dqp+oc4+qp6f2+qj0x3UPTUL1+4bBS8mz+kJU3LfJp34r39gUjfvX8nB9IPSHBwsBIe00/zVCReqZIsTkrSKCSTyD59FSGfOvm34ZZ8qFgmjB8v48aNk9IlS6m9w9SDYbR6teoyaOBAjXrz9q1+MiAiPMJSLZm8ztOBgAOBvyHgAxI/pwguIjzcQnqIzHDFIAMCLmGoK+xIHBEcFQRqGML8ufPU0GZEaJCTPfB7WfIyKVWsuOzdvUf106gQ0JOuXLFSNm3apLp2jKm4wZGfr+/hzRLWKdRyUQOJdw7vLE38m6iLZMLs2fJ7kSKWbt4gbnvbqGkgFkgABNQh48aOlQnjxgvEJ2rgIKnp56e6XHs53q9fuy6dwyPUS8M9jd8gYAjOmDFj1EWTsQCrq5evKPJGUklMTNTxkB/vEYyk2A58DcwH7oy4dY6JiVNdOHrvuJgYVfNw2Ic/V1xmvBUXY8Vb6bGxMjo6Wl1Ljx87LngltWvbVt0l3fuErr5SpUqWOgUdPt5EFcqVk6NHXEQPmG/csEEqli+v3zrne+cli5eQHampVnX4tFepXEUGDx6sccCNtRIWFmZJTFZm58WBgAMBCwI5InHUKei2QVRsLBNAonio3L51S41dqjoJCrKQ6b2796RNqwAJyUTiq1etlv/8819qIDN18ISbhvMFp69YtkxKFyuufuIgvuZNmkq1SlUsgyNonz5QhifGS3Ts4WFhlgeJC4lHSNMmTdSzBIMoH4AyRjbTNh4QzzKeKfKcO2eO6mPhgkFCEJ4GdespoWKcM6ZPF7/q1VU/bsqb5907d6VXjx4yafJk1cGbePOkP0gBuNrhd88zuH2Q/PXqlbx89UpVMSOGD7c8Y7AvtGndRm0G1AEC5A9ETV88BbxykhYtkjq160hTf3/xb+z6a9LYX/jzb9xYbQDE/x33dz7N34g8men+/tKgQQMJCAhQg+qRo0eVQG/cuPGj5kHiqFOMYZO+YKQsV66cpft//ea1LFq0SMqWKSML5s9Xd8IypUrrgTBTIcbbcmXLSjxwzFSn8PGu8PBwixNn/NnBwNTjPB0IfG8Q+IcnztQOBLxTUHHgAoaobsKdu3dl7JgxulERoZv7N5F2gYEWd47BsFnTptIusK0WuXjxolRV42c9uXrlqsahN1+2bJkcP3FCfycvWeIyMGZyxCA33OFAxAREezg2DhuhBoATb9ywkXQKCVFXR/KgJgnp0EE/rYqEcPr0aalQtry6uIFECeih8Z45c9bl06468WLFlZtFgqhdq5Y0btBQvU1ASpx6LI6aZ88eLa//MvEpyBiVCDr2N69d3jt/ZxI5cviwDB82TLl7EBDeJ61atZI7t2/LzRs3FaGjigFJE5A0OgR3UGMvv1HLLFm8WHXO6JuzCxA1+loQfxAe6uHJ+sDzp1OnToLh2D1waKlqpSraR5O2atUqqVihoiJu4pgrJBE/Pz+1b6D/xj6CfzgB2gQhrVKxknLsxDHWqVOnSrdu3eTpE9fhIs3s/HMg4EAgCwT+YZBHltjMHyA03AGL/fGnbrA5CbNlefIyNdbFRI9Wbjdtd5rqflF7cEIzddt2efzosWxYv16Rdt26dXXjghQwXLJ5u3fpqhwZemE4yAcPH6rnx6ABA/Rre/gTY9BDCkAlgx582tSpwlf2YmJi9FAKiGHtmrXqGcF3P/bu2at+zpxEBAn7VauuXOSL58+1LdrlwBAeMhghcVvEMApx6d2zpxQrWlTdFblkGDVK6RKlFDknL1kqfXr1lt+L/K76WmOItHOEuCfigglStgckBhAVboogRMLx48fVtzoxYbbMmzNXDXeobwiop+DUB/TvbxFD9OWcqAS2+LIT7G1rRCH/w76BP/isWQmWSg2i8SwjQ8dW7M8/FeHSf+IvXbyk0kzniAi9lBlCiscNunLm7d6De9KjRw9V0aCWU7tCeLiEdwpVt1WGA+yio6Nl5IgRlnRnxv6px1/I4HWqdyCQLwh4VaeASDHOceoSLoz7GUGcHMXn0AdH8O/cvaPucKtXp6j3wqH0g/Lo4UPVH8NVpqxZo++Gq9u//4D6gqPewJ8YVzICGxlxnW+uYAQzCAsPkkULF6ouFS6WgzRsYjg1TgxiOFy3dp3Gv/rrlXK+1IEnBQZF2jUcPGoRfKjRN3PKkkD9EBxc3IgHsT95/Fj184j2nFI8c/qMSgMQNG6LJ8CIG+UGnCrG1eXLllkcNXlQ93AQ6JbtO94QTVwngR9wBamD+AjcgYmnC/A1gdOfwB5vllcvPz44ZfLxBC72P09xuUknLwED58SJE6Vv7z6WagMkiwth1KAoaerfRCDAfDMHNRjcO1ILxAh448s/bOgwNYprhRCzY8dkyKAoJVrTp0/TA0qHDh40yXr4qHvXbrJ65Sqtz/TFyuC8OBBwIKAQ8IjEP8WGyUmN4z4/uc3vXt78NgjT/M7r047E6duGdev1JCaHgkwwCNP8tj9Js48Jjpsj6Am4EnpRm9jryOk9p3nMKd3UTz7u3sRVEi8hVFb88b0XuGykGQgdTzhtE1BfQZggvDAEBHubxCGFkAf1mwnYSBJmzVI1liHmwMpe1uR1ng4EvncIeETi7kBh8xiu06S5/zbx9qf7plPE52acM3nM05TX+n1oROs0hdyQhIl2z2Pi8/u0d4/TrPikowKyI2d7G+5jNGkQFr41A1eeHwSeXf2mnfw83797J7t3pcmU+Pgs33zJT52eyqJ241Tr9GnTlTCQh3EV5tg89cOJcyDwtUDAJyReUIOxI73s6vysmzWHDvpCDPKKcNzHnUNXsgNfocZ/+PBeVU2oeEx/zXjN094BE2fy2tPMu8ljfqNuwpjLATJPwT2/pzxOnAOB7wkC3pG4h5OBduTibXPmG4j2hnyoLLd9MfntzdjffWiy0LOYPua2IXTYcPbo6i9fuqR6egy2+Hvz7RJjZKVe9PZIAAcPHlT1SG7VTbmBWV7Hk9vxO/kdCHxPEPCOxL8nSHxDY0W/zCnXFs2a6yEfPiKGnzafxA1sE2jd8sOJypkzZsjCBQv108IhISGqnwYUIFyDdHODqL8hMDpDcSDwVUDAQeJfxTTl3Ek7wsW4uHrVKilVoqQM7Ndfja6HDx/WQzglipfQrz+C6Hv26ClxsXHy6OEj/ZhYkyZN1MMk59acHA4EHAh8KRBwkPiXMhP57IdB4lSDYRUXRk7ajho+Qq5fu6afneUYPj71fLYAH33/xo30AgnK4DLIFyvxDDHBXqeJc54OBBwIfFkQcJD4lzUfBdIbDt0MGjhID2mtXrFS68QPv2WLFnrgBrdAvjnDIabsPGkKpCNOJQ4EHAgUOgQcJF7oIP70DXDCkrtK+Tyw8c/m0FINPz9ZnLRYr6GrVqmyjB87zuocBk0Mou5I3eHGLRA5Lw4EvkgIOEj8i5yW/HVq3969UrO6nx4eoqZ3b9/KpEmTpF7duqoPx+hZpkQp1ZGTzklXVCz8Gc8VjJmOQTN/8+CUdiDwKSDgIPFPAeVP2AZ+1px25Nsx3E9KuHf3roSFhkntmjX1866zExOldq3a+qGww4cO66cFuIKOk5MEkDdfWneQuILD+edA4IuGgIPEv+jpyX3nOPHIN16GDx2m33mnBr5nMnbMWAkJDtY7UFGx8GXIDu2D9dvf3GtqvklDfkeFknu4OyUcCHwuCDhI/HNBvpDaRbfNAR73U5WcguT773zzhIDu+8a16/pNFPI7wYGAA4GvEwIOEv865y1fvXY47XyBzynsQOCLgoCDxL+o6SjcznjyPAGhO0i9cOHu1O5AoDAh4CDxwoSuU7cDAQcCDgQKGQIOEi9kAH+u6n3lrh1O/HPNkNOuA4GCgYCDxAsGjl9tLb4i+692gE7HHQh84xDwisRz2uA5pecXdoVdf37755R3IOALBPKzjimbn/I59a+w68+pfSc9/xDwisTzX71Tgy8QKMxN6kv7Tp4vEwK5WRfekLG3tJxGnps+5FSXk144EPCKxM0EmmfhdMFzrZ+jTc89+fJiHdh8eXOSXY/yM1eeynqKo23is0vLrm9O/LcBAa9I3AzRl8XhSx5Tn/PMHgK+wNGXPNm34KR8bgiY+TNP7Y+P3zjIUsaHgeQ2vw9Vurrrdleur+XynM9H+OS5/q+4YLZIvLAmPztY4cPMJcGcHszI8Hy/YnZlv5R4YPbq5Us97s73uXNz1Rll7TCnLHB49PCh8GnZvATq44Tmk8eP9d5K83GrvNTlSxkzBvP0pcyXmseMgWdBhuzq+/gq8o9bza7sxznzFuNpzO5tuv/OW0u5L8U6BjfcvXNHPyPB5yV8CWb26Lf7OQlT3ozb/M7vkzaztFvAa8i9f9kicTKCRC5fvqw3uHOLO+8XLlzQywM4xl2Q4dnzDL1VZkC//pK0KKkgq/5kdb1+81oOHDggo0aMkPHjxgmfhCXkZeFDBNavWydRAwbJ+rXrsixAX+vjY1jcszlh3HgZOWKkXDh/Ps/98QZEs2C95XHSXPuJu09hVgjcwMRve5yBE0jq7t271mcSIMCsJ757kx0yMmXdn4Yh4Bs6IEJPxBwkyWcZrl69qgTfvQ7K3Lx5U65cuaJMyqecc3DN5i2bZf78+bJg3nwZEzdGP+Tm6XMRipDdOg8s+bjbtq1bre8JkYW84LTt27frHLgVy/NPsz+BKXfXpqamypPHT/JcX04Fs0XidOTWrVuyZMkSad6suXTq2FFWr14tSxYvlsjISBk5cqRwd2NegqcF8OLlS72N5vffikivHj3zUm22ZTy1l21mW0Juy715+1b27dsndWvXkTq1auuCpzozqeaZJc7Wnv0VArp0yVIpU6qMjB4VLe/evrMn+/TO5gWJB7cPktIlS2nfKGjvh08V5ZApt3DKobovKhlCyHdoeOYlGFg/evxYli1bJnPnzFVkTJ2rVq6UqVOnyrRp0yQxMVEOph/Ui6xPnjopa9au0XtSQbwEEMLOHTtk1syZPu070y5luYqPvTts6FCJi43VfW0fy/0HD2T58uUyYfx4mTJlisycOVNOnjxprRNue1q7bq1MnDhRpmT299ChQ7kmJvY2fX3nG/dJSUkSHh4uGzdu1D01YcIEaR0QoMjXWz1mXT588ED6RUZKowYNFalSBvhcvnRZRo0cKU38/WXy5MlKNL3Vl9s0iF7Pbt2lRdNmcuLY8dwW9zl/9kg88yNJx4+fkKK/FZE2rQJUtM949kxSVq+W4n8Wk+CgYF3gpjUAY188Jj6npynDzew1qlWT3r16f1TEU92m3EeZcxGh9eYiP1m9lYFTYsHVr1tPuRqT3zRh7zOfe31vCV4fI9eTJ05Iw/oNJHZ0jLx/R27vQfvlJrrB9Y2OjpaKFSp6ROL2/niv3XsqG8ZsGk85c2onp3RPdfoS56rXW8+813L27Fn94iOIUIOtKuq2/cxSkX08cLHr1q2Tbl276vfc4aQ3btgoIR1CZM2aNSpxNWzQUPr1jZQdO3ZI4pxE6dgxRBkoO/GgDxPGT5CY6NGqUqDB7No3naEflFuxYoU0bthIavr5WRdlkwckmTA7QRm1VatWKcfavWtX6dK5i9y6dVMRdfLSZGnRvLksXLhQjh8/rrdDhQR3UIJj2rE/FS62dWiHhT2f+7unfHD+nUJCpH+//vLypUutiEQCQQMJ+xJevnghmzZukvnz5suNmze1CER0dUqKEtAVy1fItKnTZPOmTQoPX+r0lMe9/xkZz2Td2rWyaOFCVQO5l3HP757u6+9skbipADVKhXLlpXNEhMWNsCi7de0mv/z8s14kQF7EfyY4PT1dLl66aCGd12/eyPUbN1Qlk5HxXEW2c2fPWiIdohKXESDuQGmrVqwkffv0Mc0rwnz06JHmQTS5euWqfHjveemCsC5evKhtIEKxAPbs2aNtv3+XlZN9/ddrOXvmrPaXz7DaRTPKXr12TS5duiTPn79QZIwayWwod+CzEdjshw8f0k3aNrCtsCkRTU0AZtRx8MBBOXnipEAMTUDnTXlgx9VpiNkEqHeDevWVewJOJ06ckAP7D8i9uy41jSnPU2F05KhyGtevXbfgD0c/auQoqVShouzfv98qwhiBVfqBdOW6TH8YG3NJX2/fuS1/vX4tly5ekn179+l43EV58iP2Hzl8RODObt++nQWzPHv6TOs/mJ4uF85fENo1gVmEy2NczC39efP6jSa/ffdO7ty9q3PH3DC+w4eOyJHDh60vNKIfpf+su+cZLhWFqRspBE7oyKFDcuzIEbl7565JEtYhc3vj5g15hRrh2gnQ/p0AAB5tSURBVDU5sG+fXLTNMXPNho+JiZHAgNY6r3DT1MuYQYysWcbMOnv7Jiunbl8jqEuGDh4iY8eOVaTIfI8bO1a6dumqXDlqjC6dO8vkSZO07vXr18vkSZO1DavTmS+0BzHYunWb5iWa9QeM4NYJpm3zJI60MbFx0rhRQ4WpZhSRM2fOKIIGabNWCEmLFun36FNWp+jcduwQIkHt2lt7ZM3qFKnpV1OlArMnTH087e3a47O8f/h7mWBHQtXHGjl96oxkZKqb6DPErm7t2jJwwEC5eu2qcM2gqnjPnZf79+5nqZI9du3qVTl08KAcP3ZMLwAnA/C5cf2G4iH2PYF9ffLUKV1PJ44fVwaHMuw91jh7jD3w+NEj0TV84oQcPnjIuikL6mmw0OvXbxQvIUkdP3bcUp1AdJhb1hH7iADZR7UCDmDNX7l02Zo3zZCHfzkicS7PLVumrISHhVmIF93vkMFDpGiR33XzAtTo6GiZNmWKLF6UpKIL1I3AABDjAlu3lkULFui9jqGdQlUHdfzECRk8eLBMiZ8iLJioQYPk1x9/kgGR/bTsh/fvZcf2VBnQv7/MmjFTEhMSpXvXbrJl02ZrqGbBsLlQZXD5AXngKrjooEuXLtK6VStZvHCRhUAePnok06dNl6iBA2XFsmUSHx8vA/oPsJAchGvggAH6/e2khYt0g3Xr1k2RgtVw5guIeuKECaryoE02YrnSZaRxo8Zy7fo1zQUC5jadmNGjJXnxUhk1YqSMHTNGNwgcwby5c5UTQGzs16+firYUPHXipHL0nSM6K1cWGxcnIUHB0rN7D0WM5AEpbt+2TaIGRcnshASZnTBbevXsJVs3b9G2n794IaNGjZLKNiTOwuKmH+JRjw2OGizjxoxVSQt4rl+3Xjp06CCDhwxWwsqlyqEdO0mH4A6yc+dOa5OCcLdt3SYjho+QxITZMnnCROnVo4dyPWwEEOXE8RNk0oSJAhyHRg2RhQsW6KaiHewHw4YN077MnTtX+vbuI8uXLVNiCcymT5smrVsFaPrKFStl2JBh0rZNoIwYPly2bt2qdTFP7QIDZdrUqfI0kzD+9fKVbNmyRYkXOtSpk+O1bQgAxGHnzl3KlET27Svr1q6TxIQE6RLRWdq3baecE32HIVi+YoVUr1pNKpYvL5PjJ+vYITppO3cpvKdPn67zwl6YN2eutXl1TZodLqJIhXUJ102gjri4OF2niPogpu7duus+gJjz7XcIuj2YdQ6RHDBgoNo5XATvg3KQrBH2EPvAU3iekaESHSoF2iC8e/9e1q5dK9UqV5ExcXHW/t6ZukNq1aipHD9z1KBuPf3uPEiScPjQQWnUoIF07dxFHj/Ko20sEz53bt+RuXPmyJgxcUo8okdFy9QpU+Xuvbty+9YtGRs3RkqVLCVtAlrL3HnzZN78+TJ6dLSuA9aUCU+fPFU9+ejo0TInMVH3GHsConfk6BHp0a279O7ZS65dde1J4AhnPmniJFm4YKHEjh6t+xBiCOIG33RoHyTT4uMlZdVqTW/Xpq0SkwsXL5hmVSLChhcbE6vlhw0dJsOGDJVjR4/Kgf37pXPnztK/Xz+dY+YQphL7VHz8FEmYlSDYAFetXJUvCcAnJF6uTFkB8b7865VuYBYB6gI2GJwxOuxWLVvJ+fMXlPqNGDFCqlapIkePHZNnGRl6l+N//9//J/0j+ymAZ86YqRQwMDBQEQMcmBry1q6TYr8XFTYXAWCizwV4UFg4eP9GjSU8NNQatOEMeUI5A9u0lX/9zz9V10g/9+zeI62at5CSxUsoUKl35owZUq5MOVm0cJEuwtOnTgncc7OmzZRywvWNGDZM/vM//5QRw4bLjGnT9bYcw62bDQWiGTJ4sMICYvP48RPdfPXr1JV69epZxhIQODpyNhmLftWKlVKtalVdKFu2bpFmTZvKpg0bldvUhTVpkm6o06dPSU2/GnpD/a60NOXSF85fIKWKl5SIsHB5+vSZEoKQDh2kQ1Cwtnf65Glp2thfkRIIHA6AjQEnzoYkLE5KkurVqsnKlSu1zUkTJkmVipUkbdcuTT908JBKACVLltQFhnSwYvlyKV++vISHhVuSAtx5E/8mMjgqSjkduHEQIcj41s1bMmr4CGnerJkcPnRIHj54KPGT43U8GHogPizgpk2aKieNaNwppKPqOuGg4Z64uAJGISAgQCUQOCaQ9k8//KAbAw786BHXBq1csaLs3btX+4/E0aJZcxkdHaO3Gp08fkI3fUR4hHJSrJP2gYHyR5HfZU7iHOVGEbexZbRq2VLzwGHu379PGtWvL/Xq1JG03buVM04/cEBaNm+hcED9h/qM9cFNSqgb3AOc1/ZtqRLWKdTqH8gQlWTnsHDZnZYmqdu363wytxDy+fPnCVw/ewLu2Kxx6n7w8KFEjxolgwdFWfNAuQrlyumat3PGZp1SjnpiRseoXtggceYAHX3FsuWVCJt2Dh06LI0aNtR9DTPmV7WajBszxiIQcM3c4domIEDuIHnZuG/atLeridn8QyKZNXOWrv+UNWuU01+2NFka1q0nibMTlZBuWL9B6tSuI5F9I+XsubO6x5cuXaqEBzUjgTFD/P0b+6s+H1seagzWHnr8M2fOSpfwCN2DSN+srUkTJ0rLZi1ky+bNiohhpMBpixcvlpevXsnS5GS1I4E7dqSmCqpN2itTurTMmD5D3n94r+0uWrBQmjRurBexQBhWr1otzfybyMzp09UeFRISIg0bNtR+4yUGbmsbGKiXsJw7e07XfMeQkI/sZ9mAzGN0jkgcERgkXrtmLV3ILOLhw1wcUXr6ATXGFP3tdxk0cKAiBAYyN3GO/Puf/9JFRauIX2xGuB4mGKBjaf71518kJSXF6hgcSY2qf+vEEW3gbqFeiFZnz5zRDQSigIMl2BcM3BOEAq4TEd0EJhTEDtVlY8CNNKxfX/tr8ixYsEB++fEnWbl8uUYlLVoopYqXUN0bi9u+OUwZOP+ypcvI8GHDTZQ8evxIIlQnXlduXL+uC7NN69ZS26+GnD55SpHu7rTdUq1KVWnfrp1y6FUqV1FEgK7vwf37LvH83VvltkH+/fr0tTYQCKBHt25SvOgfcij9oG5kOLy9e/YqYjxx7Ji0btFSpQg4PjZqdKY6Bc6AgPpo5YoV2jcIEZw2MNu0aZOmP7j/QJEOelAD52fPMgQkCAeG+gQREt1s2dKldX4MAEDGZ06dlv1790n1qlWVmIDQb9+6rVx/iT/+lLiYWEVMW7dsVY5a1WAXLmrepk2ayIWLF7U6OGd0uOj0zTyvSUmRP4v+oZvTtAmBKV2ytCxZvESj8MYpXaKkwL0/ePBQdcCoC5grDHbAEKkPDhNVEYGNzW1INar7yelTLoP9jRvXlctv3rSZpUqYOmWKlChW3JKWKIvE0aSxvwS1b6/rizjTX56bNm6U8E6hekG1Niai9XEDU2xsrDI57BkQwMRJE2Xnzh3KVSKJQBhOnTxl1cd8gVAH9OunHD31sW5QSaLiMe2adszTExL/69Vfuu7KlykrS5IWm6xy6uRJRXBw2gvmz5cqlSvL9KlTLTUmkhzqFQjerUwdM+2yR1hzqv7KdGulv/zBGGU8z7DWMY1dvHBRiWuLZs0EqZxxbN2yRWr51VSJ+tXLV6p2aNakqXLkpoNwuRo3ZqxGcf0ge455QnVFYN3DfMAgsnYx6FLmzOkzygxibGzXJlARLet53RqXRAIDAq5JP3hQ6tevr0yccfFl32BXQLXz1+u/dOwwUEiHEA4CZVljaCfANUiNAS1byvlz53SvIiEizTIfZ0+fUULePrCt9ony2c2fVp7Nv3/kVMjoxNFVz541WykeOju4JQIW9p/+86N07dJFFxwqDJAaRpvNmSL98mXLpdgffwoX+BLYMFFRUcodHzp8SOP4B8ARX3v36mXFQRR27Nyhm4a6EfPQ0QEEAv03YwBofXr11sm6edMFVPLArZX4s5iKhFcvX1G9e7cuXeTlK5fumTxY73/64UdVcyCSzps7T8qWKaMIz7TD0x7gUiBOcLYmIAaGh4ZJ/Xr1VIRCHQUirlnNTxJmzlICN3HCROnUsZMaVeCK4KpLFSuuks2sGTOsBQEhqo9OPBPpmTYo/0eRIrJh/XqNun3njuzcsVPoDxxAvZq1tA8gYBazu06cRUnda9aulcVLFqt6hvndtm2b1seCZHHCIZiAuNq3T19dxKQ/evRYkW4tPz85f87lumjy8kRML1mipHLmcDnc+xk9YqSEhYaqREKe+w/uK3cKsp09O1Gt+AEtWloGq/379ikSnxo/RatGvbZi2XIpXbyEqo5MeyDxUiVKKWPw9s0b6dOnjxJgvHqQgqZOm6YqJlRVbHLg0j8yUhkCOGkC62n82HF696hhAC5fuaKSAd4LrEOYiiFRUVKtcuUshAukFti6jdSrXUcunneJ2mZNspYwaiJlHDjgIqJG08I+YB9B4PAigsNbnbJaPSXwpkAVwNjRp6P/J6Aymj51mhoXQXq+Bk9InLWBGqxC2XK6Lt9nGiNBkkhzPbp3F7je6lWqyqTxEywEjASCnQBnB4O8YHQYC8wQqgVUjHi78Dd+3HgZN26cSh8gdBMOHjyk3C/Ge1RTeOjgPtg5PEJVDaiLuAMWDhvbhJEUUDX5N26se5W6zpw9q1I0KitwgHuAScALBQYBOCNx1qlZy8Uxz5yp2gH2GPsQ1QprCMYRu9bkiZMsOw0cPWqdAQP6676C2CGxgK8gXu4B3Td4Di0FtgcCBAOJESkYlU1z/yYqRSMdEsy60R8+/suREwcJlS9bTjqHhqlBiIk3wKQNRN7//OvfEj95klJgjDwsaqix4V7ZZCBxREcCCwqOufiff8rBQwetrrI4EN2MdwrICX04eqXNmzcL4jSbAdVBtki8d29p6t/EoshUDkcHZ4au6srlK1KtUmXBAo/YZAIc/4//+UGNT2w8uCS4TIyVBE/ATV6yVIr8+qvAtZtw7/49tR80yETiiIBwk4jgTNTNGzcVPkwmyBSVB9wgm6l1y1ZS5NffVGUAokHNU69uPdWl210M0TMX/+NPRbogF6QgjGTop48dPSZhHTvpHwYZ5gvxG04bdQrjQJ3Tvl17VSvBNaDPrV2jpsKYcYBUOnUIkQ7BwfLuvUvHyoJUJN64sSI07Apw5lUqVtZ+mvHr88MH3bAQJvTFEFSMhzevXVf1A31ifaAXZj7hQI8dOy4D+w9QGMDFEPbv268GNCQoAgZtGALmEqJgwvLkZVKqRElFIBgYUe9VKl9BuTrgg5EaZMNGY/y0DRKHcyOdgGEXJF6ndm3BxY9AP9i0zfybKpcL0mUN+VWpqpKPZhLR+US1WK9OXblkNmNmIu1t3rRZJRu7YdmU5Um97CPsGaiIQGLYVthnlEU3m7Zzpxah72PGjlUbjifEYa/X/g4ii41xqVPY0wTW+ZqUNSr94rb39p3LOLtr5y6VvEcOH+FCZvXq67iNTvzYkaOq4gPpPXrkutqPcUIgsW0g+WG4RZ/NHwZV/lavXGXZDWgfwx7whuFDyqY8cwVnbYz7GDtB4hAGg3coB2HFrkQ4c/aM/kYSMi6ZmsCakQ9KtGFkUP2BxHft3Cm1/GpIt85dlAGhXbQAGDOZC8Lu3btVYp8wbpz8lRmHKob1gEqPNUxd7HMkFiQNewAeEBRF4i1QNZ9TSYNxqP0iJUUOHz6sThwwpWg8CJTLbfCJE0fc6hIWLsbDw94Qrj6oIYYMjrLaJh1kDmAIq1asUCSelrZbf4PcMSb+87/+RxYumG+VYyIrl6+gXAaRWKZ/+eknGT9+vOZBzA9u117atW2bBYmbCljUUMVaNWvKxUsuMZk0uEI4ZoxqABYqjqh018bJzJkzR3756WdVM1AGPSPjhgAQ7GPWCBHZvm27FP31N9UB4yNOQEcYFBSsOmU4k/v37ikC96taPYu3CpsRP3sMdEggBOK6desq5cuVk2Mnjgs6M9RY6JwNQQTx9+reXXXYUHf0qSB0EDsB4oD7F4QOQsDGQx1RqWJF3TQsUoyjIO07d13c3dLFS6RapSqKMKgDsRxDJhcrm42jnHjvPkog4QARGzFoFvnlN0HFYQLwBUlwsALungX78uXfxPImXgLXrytBqVypshqbgB1zh468eZOmqp6gPjYw44+fNFmrZw5QA5UuVUo5NdMmEkiZUqVU9CcuLiZGShYrrq57Jg9IgX7RDtwgGxG9OWMlwBRg3EX/jRhOQDXUpmUr5dhMPiSd0iVKqQ+/ZhJRURk1Ey63lqHPthd37dqlklHaLhcTY19LIFLUcniuMJ9Xr15TSRPOlCpYY6x31AyE+/fvCTanocOGWid5nz57qmvowaNHWsbWtOmi5kWlgCoR6doEvCSwyfTt29eqLzk5WWr41VAuHAQX3L69RISGybNMbpN9iXSJRAgyIzAm+7hM/d6erO+WLVpo+3ZPLqQjCChrj/2HjhlOGUmMgISCLcUgcQh0cHCwqsLg3E0gnjln7mKjR2sZJN9TJ0+If6NGKk2g8jQBaedKZrvMSeOGDdWl03i0MD9IH6ji2FcwJm3atJEG9etb6ltgQLswbIxj6JAhLk787Fk99FOtajWXkfj1a10rkX36SFDbdpY0m1sY0vd/GOpqBmKeVEYa3FuR34ooNbx27aq6UtkbwnULTgFxFhEBVx7EFcQQKBV1TImPl//881+q5zOUDvesqpWrKLKDQwd4GDl++Ne/pGNwB6XEiDQlihdXSg0A0SWhs0RHhw7Q3g/6DdICKD//+KOqX0B4ABOrNEYOCAsB/R6cGsgLDoVFDUeIjo9Fy4Zn0YD4N63foAjLIDPKm3bR9YaGdFRVCG5ZV65clbVr1mjdIE3EcvJymAM9Lvox+oNrExZ0kB8qIrxVWMRQ8zGxsdK2TRs15KK/Q3eOHg7EgusVEgm/Y6Kjte/ADm8YkC7jSN2eKjVr1FS1FNztvfv31ZjyR9GiWhaY9OnZS8qWLKVqjYsXL6kR95cfflRkCTyANfpDiJ1BXlj12wW2lRrVqls6WlQ4zCHcSfr+A4p84bbwSWZzIG3BNS+YO09we8QQiggJJ4WUUbdOXd2guAmyaZBWkH62bNmqHBEnVsuULK02GNYNhAODV5HffpOxY8fp2gKJsG6wryC6M0/YHCCaGJAQvdFZc5gFFRkECOYiLCxMasN1Zx5qQepDH4rUyTqjHjjC8E5hahRGf//s2VPdDyB/uC+M7RAFjKMgNfyB7e6vBpmiSyX/8kyPLbN+WEusNxga+kc8awAkgQqF9ZqQkKCqSsOpkR+f6RkzZihhpw2YFOwui5KS1PvGvkZ5B26sO7yaqlaurL7oSIC0x3yD3Fu0aKFiPpIi3hRB7YMUkbJ/0c0jjWzbskUlF4z9SI1wkvkJeMwgZZUrU0btKxcuXNR9PWdOoq5V9uGWzVt0zaFegsmhPxg7q1apquuL/rMGUJtVKF9eOVv2HcZsvEaQZFjjGBT9/PxUsnj85LFER4+SCmXKqufUpUuXVW3D2uL0JrYCJBSM/XhuMSesB3z4a9eqrT707AvgOnPWLG0XRot9w1zjMAHxxdW6a9cuKm2AR1EP1q9bV1oHtJb9Bw5IWlqatGzeXNVV7GsYNfva8BW2/7AjJ3shKmPBwKHiHYDIs3jJEkv8NHkRV6CWERERykEgtsTFxqkxh06xeHC7QXQdN3acDpI2dTI2bHB5DYSFy5RJk1VEDg0NVR90FghImZNU/v7+KpZjucfTAj0UJ93s+jX6AxcIN/fzjz/JwIED1JkfjgYAgyRMQOSaMXWaDBowQAkLLo5DogarFwV5mAiMF2wMdJIQIzgmApvGAJonebt36yYYJ9gMGKjoQ3BQkBptQT4gUrgGqDaqD8Ywf/4CRZAQIzwNGE9S0iJVnaRu266LBg59yJAhumjiJ09WewRleYfjJrCwscCDdIcPHar6eThkOFqQAwsPV6uAVgGqM378+JF66UB4IVzqujl7trRr10513Dt37ZR169dJx44dhbnAEMNG2ZG6Q3WGENiVy1fo3GB4wv2Kenr16KWEb8G8eZbEcerUaVXB0BbGcNYFm4N5hZjMnztPWjZrrp4HGLqBEQgyZnSsclsQOBY83AzIFskG18iAVq3UIAi3xhpFUoMAYyQEQdOvZcnLlLnA3RL3V2Bx4vgJTdu2fZt07dpV8ByA4ABDVDdIcW3btlM4sUaYczyKIFIgzl270hRpA4tBAwaqWyMnmocNG65SHgjdWiP65vrHhmfeRo4YobA0edgHcJXogo1+mz2zd99ehQV7D93yhnXrtC+sN7j5nt16WOoc6kDF1KxJE+2DkdhM85SBALN3cL1FRQYsDqSnW1w0cKQd9NaodOgnYzS44eatW+oCy/qG+YAZ2bBxg1XetJWrZyaFu3btuu4buP1Bg6Jk9OjR6moIzLAvAZv27YOkf//+quKAsBGHNxn7DCLNPKHew2UP1QTxqHFQ0+GmCAJF0oBbx1DM3CJl4T3F2hwyKEpVTawZpH1UbNgnMFiyd3BRZH7Q9wcFBWlde3bvVqQLt83e1Xb7D1A1EswZ6xIJrEePHoo7mSM4d7yB2Iv9IvtlukuOloCWrbScUe0Z/OIrPL3qxBEx4e4A3KXLl1RkM7po9wYAIgZEqA1lDBcCFQORUwdPkI+9kwwWIOsBmIwMFUFAXgZJQY3hQnG0h+s3v6F6vNsDSDyyT1/l7uGmyANVtqtNTH6ICKIWRhw2t12XxsRony+7+sxv02fzNPXwZOy41x05clj7j+oByQK1gRE36SsGGIgJhwoMHFmAICdgB6ICHhBGAgSAfiGeYQ/gIAHioF2XTz4QIu6IuPLBPXLwBXdM4EZ92AH4UwSXqd+7eeOG5sdq/uL5C124x48e0z5ThjnQAzE3bugY6APeBMwjixEuhAA84N7S0w8qZwZCtIfHmYfAWBfA2xzmIQ/jg8MEkdEmJ+toF6LJQSOkE9Yd/WATQUxoH9sJT+YbOPJ+6fJlfRrCDgJivPQLzt9IFMDbiLuo3GgD+LHeLl50rVMTRx8ZJ+1DbNHtm3WN6I3+mj+QoDvyVBhkZqYv6GH79O6tZxwMcuTJ/jAI3MBNYXrzhq5dxsZaJbCeULtAxLF3EMgL8TBSgUa6/YNoAlfWNH1lHkAYwMIEbALsF8aDhOm+zs2aOnb8uPYDH/P8BEBj1jnziioVQsp+NXuDebly9YrCn/4zb8w588qcYEtiXg082WvEGXxCeYJrbl3rGXia+IxnGarSxFZx6vRp4dMfBGtN0calS0pM6CPE8NLFiwpD6jRzruv4wgVtl7XLXqdPwNjsI9YUB8vIe+78OcGhA+JIW0ggwB7JJC/BKxLPS4Wfs8yTp0+lV8+e6kvuvjHs/TIb0R7ny7v7wvaljLc8ee0HdZoN4K3+z53mbXze0j53v037+emje1k2Lwew4MRu2vSwVls5GLTY7NhP4AYheAUZclrXOaUXZF8Kui73eSjw+rOZt8Ju1z4OC4lnN1HE2//she3v2eWxx/PuKdjjTX57PhNnz0e6/TdUEU4XsQY3RdQIhlLa81n12rpiTzfvPM2fYb9MmlVH5gsI1cpr4jLHamtGEa89n6nPxJnfVGHe9WmDm4l374MpY9J50ranvpmymsfNIGWPM3V5y++eZv3OfKHrpk6TZuDJ00pzG6P23T4HVn2eYW3V4yWfad/ktT9Jc/9tz2/eP3pmjuGjeA8RcL4cCHOXIE279iL28RMPNw4X6l7WlPFYhztMM+FpOFerbOaLpzpMHn3a5ytLQtYfOdaTNbtLR2lb8/ZkUxdPEzzFuaeZ3+bJmDGM2ushzf23yW/a0HKZbZs4j2XIY/L9XYly5Kacac/8ttdjG54p7fPTQuI+lyikjH9Pke8NGGBQAhEpbXeafs8BPTZGVruKxKrV1pB5tQPTQjCKAK1SH72YslZCZoSpyzyt9MwXsn1U1lMm9zj3314q8dq2Ljb3ynLx21u7HqrJri8KBNa9Wxn3327JHn+aMjzNu8eMeYwslDrzs2vzOA6nWO4hkO36zX1VhVbii0HiBTHCrwHgBTFOp47vEwLO+v4+5z2nUX9TSDynwTrpDgQcCBQOBBwCUzhw9aXWbwqJs5CcxeTLtDt5HAgULAScfVew8MxNbd8UEjcDdxaUgYTzdCDgQOBbh8A3icS/9UlzxudAwIGAAwEDAQeJG0g4TwcCDgQcCHyFEHCQ+Fc4aU6XHQg4EHAgYCDgIHEDCefpQMCBgAOBrxACDhL/CifN6bIDAQcCDgQMBBwkbiDhPB0IOBBwIPAVQsBB4l/hpDlddiDgQMCBgIGAg8QNJJynAwEHAg4EvkIIOEj8K5w0p8sOBBwIOBAwEHCQuIGE83Qg4EDAgcBXCIH/D2Qn/SnYUVQ1AAAAAElFTkSuQmCC)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
I, III
II, III
I, IV
I, II, III
II, III, IV
A empresa Alpha está configurando uma linha de montagem para produzir 210 unidades por turno de 8 horas. A tabela a seguir traz os elementos de trabalho, tempos e precedentes imediatos.
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)
Posto isto, responda:
a-) Qual o tempo de ciclo desejado (em segundos)?
b-) Qual o número mínimo teórico de estações?
c-) Qual é a eficiência e a perda por desbalanceamento da solução encontrada?
Seguem as fórmulas:
![](data:image/png;base64,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)
Assinale a seguir a alternativa que traz corretamente as respostas às 3 perguntas acima, na sequência em que aparecem:
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
143 segundos/unidade; 6 estações; 88% e perda de 12%.
137 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 5 estações; 96% e perda de 4%;
150 segundos/unidade; 6 estações; 96% e perda de 4%;
137 segundos/unidade; 6 estações; 88% e perda de 12%;
Uma das decisões mais importantes na hora de projetar a produção é a escolha do sistema que será usado. Dentre os tipos de sistemas de produção está a Produção contínua, que tem como característica principal:
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
a produção desordenada e o volume de produção elevado.
a produção discreta e o volume de produção elevado.
a produção em fluxo e o volume de produção elevado.
a produção discreta e o volume de produção reduzido.
a produção em fluxo e o volume de produção reduzido.
Mudar é preciso. Vivemos em constante mudança, e quem não muda fica para traz. A Gestão da Produção tem basicamente três estratégias para mudar, a saber:
I – Reengenharia de Processos: é a reformulação radical do processo com o intuito de melhorar drasticamente o desempenho em termos de custo, qualidade, agilidade e serviço. Ela reinventa o processo, não melhora paulatinamente. Ela é como se fosse um remédio amargo para curar de uma vez a doença.
II – Melhoria de Processos: é a reformulação gradual, não radical, do processo como um todo, onde tem-se como lema a melhoria contínua (kaizen), iniciando pelos gargalos, e assim balanceando as capacidades e eliminando os desperdícios existentes.
III – Análise de Processos: se inicia com o entendimento do processo como um todo e nas partes, passa-se posteriormente ao mapeamento do processo, a documentação do mesmo em fluxogramas, e só então se inicia a análise dos defeitos e falhas para elaboração de um diagnóstico.
Com base no exposto, faça uma pesquisa no livro indicado e em outros livros disponíveis na sua biblioteca virtual afim de assinalar corretamente a alternativa que define o que é gargalo.
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada
Gargalo é a fase do processo onde se concentra o maior número de funcionários
Nenhuma das alternativas
Gargalo é uma ferramenta de mapeamento do fluxo do processo produtivo do lean manufacturing
Gargalo é tudo que restringe o fluxo produtivo, causando desbalanceamento e desnivelamento das capacidades produtivas
Gargalo é a etapa do processo de maior capacidade produtiva instalada