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8PL7dxR9m2PXr0iI2NrbStXq+vOKXxpkt0161b16tXL6tfNtbP3gTz7wAAAAAAuM/t3H14/Jf7//qrlRDRwfXLnpeFqLhLgFyQczQ3bYeD60PetZ5Uqp2rqPl3yYodYsWOjebCTu3rfPJ+tzt7F6dOnbJeISws7MUXX3zxxReLi4srrbBgwQLrPbz44otz5syp9JRKpZo0aVKrVq369u1rvZNr164FBATU+DbVanWdOnWsTMEzh3c15uHhsWjRot69e1dVYf369VWdWrlyZQ2uOHTo0NzcXH6Gt4P9ZwEAAAAAQCWKC5KFEKVF6UZDoS2M57PPPhs6dOj27dtzcnLy8vIsy0Irsre3r1hYUFBgJZkSQgwcOHD27NnWx9CnT58JEyZYr7Nx48bbuc2cnBwra3UrbqdbA61bt65Zw7lz51Z1qk6dOlWdysvLO3PmDD+o28H8OwAAAAAAUJ5SKny2v0NetsbFzeNMijY10+8eXLTi2sxyFi9evHjxYvHXKsuwsDBfX9+HH35YCFG/fv1evXr5+/tXtXfqvn37rPTs7u6+ePFi6/uumn388cdff/11ufWnZaWlpdX4CWRmZnbv3t1K50uWLLn95+zg4FCDVmfOnNm+fXulp+rUqRMXF+fh4VFV288//3z+/Pn8rGqM/A4AAAAAgAeBXMWxpUSuHXCme8drkpyXk+dUVOr0xCPXZNkpI+t6/TrHrmRk2Kszfbyk4+d8dxxsIksOVnsTNXtjmaenZ58+fSpusFD2/WhlCy9dunTp0qVDhw6ZS1555RUhREBAwCuvvPLkk082aNCg7FawOp3O0k/FDkePHl39PRZWrFjx2GOPVTW8lStXfvTRRxVPlavm6upaVf8VhydJ0lNPPTVnzhx3d3crNSt9UBUlJCRUegnzQVWLf80BXKWXmD17tru7+4svvjhv3rxKR7Jw4cJJkyYFBgZW536reRcPFNbPAgAAAADwIJD++lf2+O+SmEZHp7x7KDTgUt3a+a2aXO3cOtHJSaReNQQFKDo+rG3d9ExMs+w6tXO6tTn5xrMbZFmuujdJVPY6vWr64IMP5P8lhJArqFhoKbl69erHH3/cpEkTb2/vsq/M27Nnj5W2AwYMqP4gO3XqZGUk6enplpo1vouyoqOjT506tXLlynLhXbnKFf+slFar7dOnj5XrDh48uGKrtLS0L774otLhNWzYsEOHDkKIKVOmWLmLLVu2VDWkmz4TkN8BAAAAAPCgMxnyh/Q+lpxiKCyUU1INKqUoLpF9vJQuzgoPd8XxUwZnR0mlki5dNgYFKCNCtZFBJ+/SSKKjowcOHHhHusrLy2vUqJGVjSDKCg4Orn7PZaf1VaTVau/gA3nuued+/vnnivvh3tSmTZt2VvDJJ5+4ublZWZ8rhHj99dcrFs6YMaOq+patMHx8fNq1a1dVtTfeeIMfWo2xfhYAAAAAgAddWHChXm90d1P4eEu1gjRCiEuXjecvGtZuLO7SQeNgL4XUUmrUUkmJ4UKS0c1VimlRcOHq3RrMsmXLNBqN+T13ty8mJiYjI8PHx+eePUwXF5c72NvixYuXLFkiy/K+fftat25d/bWl5p0uzC8KLFtuvQd3d/dKo8ypU6dW1WT06NGW46+++iomJqbSagUFBYcPH27RogU/txpg/h0AAAAAAA86dzeh18tZ2aa0jBubuhbqZK3WpDfIjeqrE5OMBQWyEMLLQ5GTa3KwlyS54K6OZ+HChfv37+/bt+8d6e35558XQvj5WduCIysry8Y/ozZt2nTt2tVgMNzVq8yaNUulKj/Z69tvv62qfnR0tLe3t+XPqKgoKxvRVroyF9VBfgcAAAAAwIMuJdVUN1IthPDxvhEU+PkqhRCSEGkZJh9vhYe7JITIzjW5ukoZWaYSg/tdHY8kSa1bt161alV6evrLL798m71t3LhRr9dHRkZaqfPLL79Uv8Pjx49bOVurVq279Fi2bdvWsGFDk8l0l/rv0aNHpe8BnDlzZlVNPvvss7J/KhSK4cOHV1X53LlzycnJ/NxqgPwOAAAAAIAHXW6B796DahcX6fhJw869JVfTjMXFcr066qAApUIhwkKVkiRdSDIYjcLXW+Hlodiy2+PeDMzX13fWrFnmTSH279+/devWMWPGdO7cuao9UqsSFxdXdppYRbe0XPfVV1+1ctbyPjjrTp48mZOTk/u/Ll68+Ntvv1mZKnju3LmRI0fejUcdFha2evVqhaJ8UrRr165z585V1apTp07lSsoup63o008/5edWA+R3AAAAAAA8COS//pU9vlEiSaqFa9sbjYrWrTSlpUKplPYdLN28vaRvD4dTZwznE41bd5acPGP09VYIIa3bHna9KKLq3mTx14kaqzjFzNfXt3Xr1l26dJk4ceLvv/9+5coVWZZNJpNOp0tOTt65c2dAQIBUgRDCfLBr165WrVq5uLiULSxb7cSJExMmTKjO2Pbs2bN3796Kl7CIiIiwVLZSLTg42L2CsLCwnj17JiYmmodaads5c+ZYVtFWerPWCyut9vLLLycmJqrV6oofxCeffGKlrUajUfwvjUZjZSQLFy5MS0srd5WbDhjkdwAAAAAAPAikv/6VPf67JCMvWJYc/thf0q61ZvfektBgZdOGqnWbiiIjlNoCk7bAFBqsiD+ir19HtXVPqNXeJPHXiZrJyclRKpWjR4++fv36TW5JkhwcHEJDQzt06BAbGytXIIQwH+Tm5trZ2Q0aNKhsYblq48aN++STT6xfcevWre3bt6/0Ehbdu3e31LdSreJMNwsnJycvLy8rbS9evFiu/0qrWbnZsl599dVZs2ZVOp5z587t3r379i9RtnDixInlrnLT3sD+swAAAAAAQAghRn3a3mQyTl8sRJl9Sxev/7uCJElfzpfVdt7KuzYGk8n08MMPCyGmT58+ffr0gQMHfvnll8HBwTedh3XmzBkrZ80rUkeNGvXjjz9aqfbZZ59t3rx57dq1/v7+5U7p9fpZs2a9+eab1ofh5+d3+/vPGgwG6++JKykpuWknYWFhQgg7OztzZSsdfvfdd998802l+d277757xz/i7777burUqc7Ozvziqo/8DgAAAACA+5xTyfVHTy698YckiXJzmiqWCCEkySjk665Kz+tGgyQUQijkW2jbILyzEN1qMNQvvvii7NvWli9fvmLFitDQ0AEDBvTp0yciIsLR0VGtVtvZ2QkhzOtndTrdvHnzJk+ebKXbxx9/XAjRuHFjPz+/jIwMKzUPHjwYEBDQuXPnjh07Pvroo05OTnFxcUePHl26dOlN5wMKIbZu3Xo7n1RRUdHVq1dvf8sOIURSUlLZP2NiYg4ePFhV5eXLl1fcHLagoGD9+vV34wu5bNkyK9tclDN06FBPT89qVp4yZYqDg8P99xOWmIgIAAAAAMD97dTGzZkD/2U+lissbq1YUthYo0ozqlvZ6YJVTlt11/s628/IszdWq6250Ldf7wbzZ93qOJOTk5s0aaLVassWWmYCluXi4qJUKvPy8qxXsxQaDAalUimESExMjIyMLFfTetvqVxsxYsTs2bMtpwYNGrR8+fKq2oaFhVkmx1lcunSpOiO5evVqQEBA2f4rVivXJDU11bwxbqV30ahRoyNHjpgfkcXo0aOnT59+Nx6Uu7t7bm5u2VN36hL5+fn35cw+3n8HAAAAAABukH0U+ZLwaqzxmeQp+yi7vO+a1c0xqI1dUUs74w8+2fZ3MUbQ6XTNmzcvKCioTuWCgoKy4Z11kydPtiRTERER77333t0Yf506db766qvq109OTj537lzy/6pmWysb1FYlODh4xIgRVZ09efLkhg0bypaYTKYFCxbcpc86Ly/v7nV+XyK/AwAAAAAAN+iDVQ02+V9yUoS2tmv+rpskSb3fd/PyVz4yx1t/Qa9poCkKV9+lSw8ZMqT6kVz1+fn5vfXWW2VLpkyZEh0dfcevsm/fvtt/8111jBgxwsreF1ZY352jd+/eRqPR8uemTZvuxsdhMXfuXH5u1cf77wAAAAAAgBBCZLS085flrKOlfT5wk2VhWdQYFKAUQoR3tpfb2Z98LuNuvF3MZDKFhobe8W5DQkL27dtX7oVoCoVi37597777brnFoTXWuXPntWvXOjk53YPPKDo6etasWTVrGxwc/MILLyxcuLCqCj/++OPIkSPNx4sWLaqqWlRUVNu2batzxY0bN5Z9m2FZe/bsSU9Pr8FEwgcT778DAAAAAOA+d2rj5oy/3n9nhbaJXYMx7sEtNVVVOLy12E4vn/j8esgVvfWuavb+u8zMzLfeemvp0qV35K6jo6O3bt1qZU7chQsXhgwZYmVXh5tydnaeMWPGCy+8UOn2uIMGDVqxYsUd/Byfe+65efPmWdYCW+/fZDJVLDQYDKGhodeuXavqdhITE318fDIzM6tK1pydnZOSkry8vKoz4ISEhFatWlV1duLEiR999JEQombTCStVWFh4X+5fwfpZAAAAAADuf9Jf/8oely25FqxSttDoZbm4RDaHUZJU/l9gI83F/+aHXtFb6U26jUH6+Pj89NNPWVlZr776qpubmyzL5llHcgUVC8uWREZG7tixY//+/dYXtD700EMHDhw4depUdHT0rV7C19d3wYIFGRkZw4YNqzS8M7PS200vYeHs7DxkyJDz588vXLiw3BYTVtpWOh6VSvXOO+9UNRKtVjtmzBghhPk/K6324osvVjO8E0K0bNnSvFtIpbc2duzYm97FLT0oIUTZJcD3E/I7AAAAAAAgfFMNPkWm7JN6lbLqOv6K+tO98h+9u/ObPD09v/3226ysrPj4+Ndee636Dd3d3d96661jx46dOXOmQ4cOVmK1surVq3fgwIFjx4699dZb7u7uN71Enz599uzZk5KSMnToUHt7+7v3HKKjo8eMGbN169a0tLRFixZFRETckW6t7GIhhPjxxx+3b9/+448/VlXBPGOu+qZNm2bl7MqVK/npVQfrZwEAAAAAuM+d2rg586/1s3KFKXLmkiwHyaW7Y9tJHmq1JIQo+/47iyMHSy+8leWaZ3IpkavqzVxYs/WzVTEYDKmpqWlpacXFxRXP2tvbu7u7h4SEODo63v61iouLk5OT09LSKl6lXr16Nw34/hEqPkaFQmFZb6tWq8vN8sP/O/avAAAAAAAAwrtIzr1oWPtMZtg7blGt7SpWKNTJgeEq01deJUMy7vHYVCpVWFhYWFjYPbiWOaerV6/effxZ39Vpg7gbWD8LAAAAAACEEMLuaEloB/vaXooT8aXlTuXlm+w0Yt8r2dfey+FBAfcY+R0AAAAAABBCCAeTSFmlS3gy3SDLp/eXCiF0RXJWtjE72xi3oejs1Ote0Xae1ww8KOAeI78DAAAAAABCCCEJEXhJn62RSnYXX/k671KSYf34vLRU49mXslrG2J1cXlgyN5+nBNx7vP8OAAAAAID7n1zFccWSUK3J+H2+FKQ693ZOwPHSPCeF4kjpnsGZwTrTTdsCuBvI7wAAAAAAuM851lG3SaxlPq64sWylW83+T+EnbrfaVmnvfauDfPPNN2JjYys9FRwc9Npro/r162dlX9Rhw4bt3r2rqubvvffvrl272tnZ1WwAZr6+vvv3H6hZ27Vr1zVq1KhcoVarbdasqfXHEhQUvHv37kpPRUSEV1Vh69atI0e+fEvP//jxE+U28J0yZfKcOXOEEAcOxPn4+FTV8MSJE08+2VsIsXz5iqioqFt9PrVr137ttdeefLKPQlHdRaLXr19v0aK5+fjw4T/d3Nzu+58w62cBAAAAAHiAFOr+Z8JcUXEl8+fytaZKGhaWLyyu0DYz23g3xpyaeuXDDz947LFuqampNWv+5ptv9OjRPT+f9b82Jykp6d133+3WravBUN1XK65YsbzS4/sY8+8AAAAAAPjHO79nn3beYvuWzRu89lLFs5aYbdlOceSyemzfUmdnhRAiMdX09Ra7JoHGlx+/kc1pC0w/7VPvv+zwYlTRI3/NDMvOMS3Zp4q/av92x+LmdW4Unrpo+nqbfeta+gvtKwUAACAASURBVOGP3+g+dp+89LDDuF7FkSEKg0GuNHFIPHjItCr2dMLhx9et0Dg4VHovmzZt9vPzs/x5+vTpMWM+SkpKSkpK6tmzR3x8gkplLc1Yu3ZdSEiI+bikpDghIeGTT8ZlZ2clJSU99VTf33/fdtOHWW4AFlZm/1msWPFLZGRkxXInJycrrdq0afPdd9/fwe/Do48++uefR8oV/vLLismTJ1d1g+Um390lBw8eUqvV5mODwbBr187vvvvO/OGOHPnynDlzq9PJ8uXL//peS8uXL3/xxeHVn7v3D8X8OwAAAAAA/vEi27U5vSb2j08mJF1MrHg2O8dUqpdXbDOuSXVLUbl8slylLTCdv2iYsNEx19F5V67bjDWiVC+npRsnxtrvznHVO9nPPuIae0AWQiReNk3c7BhX4GZ0dfjyD+fNB0xCiP2n5Kl/uOhcnLZlus2LNQohlu+QF511k72dvtzllHRFPvSnvuIwjEbjpL5PX/1+ju/gp6sK74QQQUFBrmXExMRs2bLVvDBTq9VOnTrV+qMIDw+3tPXx8X388Sd27drl6uoihEhKSrpY2fOxPgAL6xmcWUhISKVtrWd/np6erlWrwfdBpVJV7CckJNTKDd6bL6qXl5flip6enn37PrVu3W/mhHnHjh3V+XQOHoxLSkoSQrz++hvmzzQ+/tB9/wMnvwMAAAAA4B8vLfXy6ccezvCWDq5bW/Fso8bt3vpOXp3upVAphBBpTm7jNjh9tsdd73IjRIsr9vhglcP7m1wvixsRlUmj/CnJ46MVmg+3uKVLf2VtjuoFSZ5vz1fOOOxusNMIISSV9HuB9+tzVGuueagclEKIQo3959scc/UPVxxGbm5OA2fjMh/leWNJSVFR9e9OoVDMnv2j+Xjnzh23+nAcHBzGjv3YfPzX1C3YCkdHxy++mGY+Tky8eNP6S5cuE0K0atVq1KhRZUvub+R3AAAAAAD8s3069JkfO7cJ+XOfvyTrLyUKIXQ63bXU1LVTPv+pdYfZXsFr3/63nXtTSfH3ThNpJnuDRl22kzTZwRzJWUiSlGxyUjmpyhWmObiac0CLHGeXsp3nK+3Obdw5P7zB/PAGq14fHbd+Q25OjhAi+cwZN0m0UJu00yZ80T7qwtmz1b9Hyx4F5rlXt6pt23Y3bjMtjS+MrfH19a1mTa1Wu27dWiFEly5dVSpVkyZNhRDr1q0tupU4+J+I998BAAAAAPDP5ivscgrEebVSlmXl7gPfP9Hb4eyFoKzrqlqBHnpDxHtv+TVtcnr2t70/fONIcvzp7BMFhhvbOJj0ptoeDzXxa9GobhNZNp2+cOrotYTEnPNKzY14TipRNgls3iykZVBgcElJycGT+w9fOVSo+HsXCA+VV1O/li3qt3JwcLicmnI45dDZzJNFJzMiHBWaV15UTpmhT0ktfm/c5rS0NE/X/LDg7CKFvRAlsngo77ryFt9Z5urqWuMNKNLT080Hzs7OfGFsTXFxcTVrbtmyxXzQo0cPIcSYMWMGDhwghNiwYUO/fv3u40dEfgcAAAAAwD9b6yHP5q3dmh1ZS3Vd6/FIl1qRkQm6X/Lee6PLE08k/DAnN/WKZ5NGbYVTRKlbt/5js3Oz45MPyEpZKSkC7Gs1imwshDAYDJIktYyIHiJeOJt0Jjk/UZZkpVEZ/dDDbi7uf1+oXhuTybTr6Ha9qkSWhcZg165xB7VaLcuyXq9vFtail+iTkZW+6cl+qsc8g4r0V599Orhvr5LMLP8Rb/kV6VVR0SWpWQVFOoWne2l2TmhERKW3YzRWsont6dOnzeFdmzZtrD+NSrcyGDt2jPng+edfuOnzrHQANkuvL73VJtW8QbVac0vdVmd/j4pMJtPcuXPMx+Hh4dYrjx8/TghRp06dgIAAIURUVJSjo6NOpxs/flzfvn3v410syO8AAAAAAPhna96ty5Rafv2WzEl46llFenrQy8Pc1v4m/v1ZokKt3new9OiJ7KaN638+Ia5Tj1Vjnn2y+6DHW/Q0N8zKztp9Yse6g6vOXT0tm+T6tRt2jOzaLKzl4+E9ZVmWZVmSJEmScnJz1setO5V91EXj1rneY480edS8A2xpaemhU3Hbzm1KOHvIpDAFe9dqFfJwraO5oSeTPad2OP7h+JbjPgyObnXq65klKqXff6fX7fzori07nF4Y5Ozqeu16XlVpS8UYKCMjo0eP7pIkCSFeffU1608jMzPTsh5TluWMjIwxYz46deqUEGLQoEF16tS56fNs3769q6urRqMuLf17F45Jkya1b9/+pm0//nhscHBwucJ//evFwMBAK61++y3WvF1suYtu2rTpptvC3mrKJqodtN1qMlidWLCoqMjyuRsMhpSUSx9++OHx48eFECNHvhJRRaRr9scff+h0OiHERx+NsRROnz7jpZdG6HS6vXv3VucD+ocivwMAAAAA4B+vdeuY/ORL0rV0Q6leqVLpD8Q7C6EJDjx7/oKnJOVu21X3kXbFQhi/Wfzvwn2Osouvm19Rqe5qQaraSSVkYeeuEUIkXb+QFH/BsMfoqfb2cPJsFdBmUM9nMrIypqwZf7koSQghZHE4Lc64Tg7zDZdN8uWcS5KTLCShdlcKocwsTdv6++KB85IcheTk56srKDD6+e5+brjrw9FO7406c/WKR0Z68cUkdcJR95bNI/s/XdW9xMbGhoaGWv7ctu33uXPnmsO7Jk2axsTEWH8UHTt2qLS8Z8+e48d/Wp2HqdXma7XlF+pWc43n1q1bKxY+8cQT1vM7SRJXrqQ+CF/URo0aVvGpdXznnXest/3555+FEELIzZo1sxSaNyY2nyW/AwAAAAAAtuuaUuGWk6fx8wkLDcs8dsJZFkIIhSxLGo2Ll7fUtvWJ/84Lzi8Mzhdnt6Tl91KklFwUQqidKokFVPbKfJFbWlDyVLenhRDfrf3PjfDuL0pX6XJxkhBCchZC/ru84Kru6cWXPIxyvp06f8YPftcyvZwc/X789ui7YxzdXJt2aB8YGHSpSWN9o/oFGZmBbq5V3cuHH35Qafnw4cP//e8ParZG8scf53Tq1KmaladMmRoaGiqELMTfm3JUZ+KeEOK5557z9vYxz0+0CAgItN6qbt2648aNF0KUu6i9vf2D8O2NjV1fr149c0RblczMzC1bNgshRo581cXFxVLu5ubWu/eT69at3bJlc1FRkYODw335iMjvAAAAAAD4x/Ns1aIk9UpwcC2FUinJN0K1M/MWe+gN6QXaonmLcvQlpW4KjZAdzuTZt41Oc7usUFqLSwL8AjQajRDiSHq82uXm6YFbsZf+oK5IbTpsryg1mowpl/Kd7ON6DHB2dZHOXigR4vKlywVdOpaeOuPyxkuX5i6qXXVXXbt2LbcE1dHR8YUXhnl4eFiPeMw2bdrs5+dnPl616tfPPvtMCLF7967q53c9e/a86arVqrz22us+Pj632ioyMvKm8wrvDwcPHlKrb2x8PH/+vG+++UYIcfbs2fr161tv+N///td8sHfvnpKS/5kLmZR00Xxw7Nix+/Uxkt8BAAAAAPCP51Q79MqcRT5X0nV6Q861KzkqyRBWK6BNdNMvJ3oEBDg6On7/1uuOm9YIIRoIU2jLJz383Kdv/Vx2MVTVYV5e3o0j000iM2OpqXdk/15t+kxY1tHeRQgh5wrRJ3ZVaWlpoVZ7eMOmrIPx19dttPtjr/HQYcdSffY3PxzPze5R9T6wX3/9nxrHZ0KIoKAgS/MBAwZOnz5dq9UuWrR45MhX/P39+arUQE5OjpVQMisrs/pdeXl5WY5HjHhpwYL5+fna8ePHd+vWzcqHbjKZdu7cYT4+fvy4+X15FS1cuID8DgAAAAAA2Kj2nTtv0ulyU1Lt3F0jGjZo4x9QLqtyMJSas7piISIjI+vWrduoTuPpK6b9eT1OpalkNwNflxvN5bJLZCtwKnJ984n3WjSJMhqNkoubKMwTQrgIUaTTOTg6ary8Oj/3rHjuWf3XX5w8eaIoOzf9zFmTs9Og6Kh7s87R0dHxnXfeGT9+vCSJMWM+mjt3Hl+V6gsKujEL8sSJE3Xr1q2q2qlTp80Hnp4et/rpPP/8CzNnztRq8ydNmjhp0uSqap4/fz4pKUkIERUV9fbb79z4YpZZaPz111/Fx8dv3rz5fv0syO8AAAAAALgfPN6rl5Wz1/b+4S2EXkjXChWHH+6c+vH7D788fNyIz4qLi09cPDZr9cwcTYbS7sar5dwkj5Fd35BlecXWpRpX1f8keLIQsjBki2faD23TqF2Qf7Asy8d377kw8fPGx1POeCnrKIxKIR+JP/TwI3/vI6FWq5s1ay6EEJ1vvoi1Zm+4syi3C+qQIc+tXr3m6NEjO3fu3L179yOPPHK3B3CPaTTqW21SzRvs16/fp5+OF0KMHz+uV69e5vXU5RQVFX3//XdCCEdHx/DwiFsdyeuvj1q1atWVK1eWLVvWu/eTVc2eW7Nmtfngxx/nuLpW8ubE//xnevv27YQQixYtHDr0+fvv101+BwAAAADAfe7yxUSVTlsoRJ5W9Cg0FkU19S417Hh51IWszI5jP2ga3WrumMUmkykx6YJOLky9luqp8j574uzmbZtXxC9W2EkOCkdPjXdMi4cbhTd2VblF1q5rZ2cnhEhNTd02e87h8ZNjCks9hfAUwjVTjneXHrKTj2/ZVDa/uyUmk+l2blap/J/phJIkzZkzp1WrKCHEm2++sXv3H2V3P7gbA7jHSkv1d+kJOzk5DR8+fM6cOTqdrk+fJ5cuXebm5la2Qm5ubv/+TxcVFQkhpk+fUYPBq1SqpUuXmkPVMWM+2rRpc7mtP8yjnT17thCidu3alYZ3QojAwEAXFxetVrto0aIhQ577ZyWw1XpQ/LcYAAAAAAD3t9TExByTFJArOpWa8tWqJzavPfr79o6vveS+Ljbrif7LVIrL9SNiRo8KbFg/MrRu04eaWxoOf3ZE2X5kWb50KflYfPzheQu1u/Y2z8hzenHIgG0bzrXuYieEEMLPKHfLln93VzUu1NrO7Xt6eo4aNWrmzJn5+fnvv//+rFmzrNf/5JOPH3ooUqVSGQz/835Ag8HQs2ePsLDad3yE+/cf+OGHH4QQFS8qhBg2bJg5ML333n33vSNHjsTHx589e7ZFi+Y9e/YcMGCgSqUqLCycP3/evn37zNUGDBjQuXPnml0iKCjY/OkkJSUtXrxo2LB/lauwY8eNN99Nnfq5lX5mzfphyJBnk5KSjh8/3rRp0/vsJ0x+BwAAAADAfa60uKRBthxqkMVf21FkLlmeNvVrvyEDCyThG17bu0HD0u/mHDx6fLskcsJDQrt2ktVqtbOT2slJkkVhZoYQIj/1asm23W752mA3j4ge3Upc3FUZedlr1jf88B31K8PErPnma6mF6HbduHrzzmdt6Qm8/PLIBQsWaLXaAwf25+bmeHh4Wqm8evXqqk7VrVv3buR32dlZX375RVVnn3322f+v/E6tVi9Z8tPnn38+f/48IURsbGxsbGy5OiNGjHj//X/fzlVeeunlb775RpKkiRMnPv10/3ITJFeuXCmEkGXRsGFDK500a9bMfLBlyxbyOwAAAAAA8A+Te/iYObwTQrjqjbsmf9lkwpj4Nl2vvz1Wbt64XewvGZmZtWvX3jH5C+Xn32SVGP19/TN37VHs2udmMGZ5e7g3beRYNzK0dnie6Q8PvXw9qukTM79Ku3gxocUjztm5B8ZNfHjKhC2xm7wvXzMJkatSeBpMLYpveQlqhw4dzZuc1mzxY7du3SIiwoUQlb6mzcHBYcmSn8yvUTt+/Pgjla3ttQzAipCQEOuDv6V9OTQazbBhw6pTrdJyc9vq79UbEhJibnJLT1itVo8dO9a8kHb58mU6nc5c7uLi8vTT/YcPH16dXX2tP1tHR8d58+bv2fOHEOLPPw+X/XSMRmNQUOCwYcPq1Klr/dk6ODh8+umnycnJJSXFRqOx3DLqfzpJlmX+iwwAAAAAgPtYTnb25u5PBZ6+oHthkLJAZ9iwpWHctvPvjCnatrtp3Lb0Fat1X3xT2rd7p3k//O4Z4vzcwFZfT71+/XqpTnfusaeKHnm40zfTziQcdnB0NOXkpvcdYnqkTdTPc/PSM9KPHc//1yiFLAdtWlmamX3qs6kNJo/XFxenDh3pvmhW+969ePLAHaHgEQAAAAAAcH/z9PLqv3fbscc7GPPzO8ya7jL5k8DAIFlX5NOqZa3IyEuLlwohtFeuKpXKUiE8goNOxSdsb942MCTEIaK2+lp6YWFhUo/+hzv1DI6OylZI7ibZ1dV1/eDn63TpZPfGCIUQia+8XbvLowPi9xRcubLn/bHhW1YT3gF3EOtnAQAAAAB4AP7/v0o1asXP8Tt2zh8+sveQZ+M+nmDcGye1e7ioqEjKvS6ECO3W5fKFRFdZXPf3bdiooevGXzMzM3NPnfauW8fLy6vZL4vUXl5XDsW7m+TC/HwhRNepn8kmU9N339qzebvjmQtHxnx6PfVKujAN3LnJtxoLKgHcwu+XRwAAAAAAwAMi6tGOjR9u/fvsOfnrNgQIKffUmdzUK5GzZ+ivptUe9HTCsFeMCim4TUzO8lXn9+3vNu8HTXjtK5cvR8lyztET3l065sbFK4W4nJIiy7JRoUgYMcq5cUOXZwdkjp9yPSWl49TPuteJ5CEDdxzrZwEAAAAAeIDY2dv3eOP1/sfi3H9bmhEZtv2xJ6+fPivZ2+16vK9mx55iP5+IOnUKa4doGjcQQihLSoxXruXn5+fu2pMwZES9l/5VGBJon69NSUk5OWGqYsuO4/MW5srGTsknX1i1LIzwDrg72L8CAAAAAIAHlCzLuTk5u35edmHC1OYlJrUQejcXfZ/u7lEt7GqHZi1Zrlq2WhIi7/vPi+f/HHjoaG7rlqpLl52uZRzxccsO9H1+5ozQBvWr2h21BvLz8xcvXqRUqnr27BkcHGwymQ4dOiSELIQkhBwT09pcLSUl5bff1pWUlPTo0bNu3bpCiNzc3HPnzgoh2dlpGjduYt579MKF89nZ2UJIQogGDRrk5uZeu3bNfN+WQhcXFyFEXNwBS+dCiLi4OHO1OnXqenh4CCH0ev2lS8kPPXQjoNRqtVevXjVfuqwLF85nZ+cIIdvZ2TVp0kSh+HsL1MLCwtTU1LJNLl68uGrVr4GBQQMHDiy7WeqRI3+WlJSajxs0aGBvb5+Tk+Pn56fX6w8fPhwTE2M+lZubq9VqLfvh5ubm6nS6oKAgyyNycHCwbPl64cL58PAI87azBoNh69atCQnxAQEBgwc/Y9m+Njc3NyMjo+wI//jjj127doaHR5QbIe495t8BAAAAAPCAkiTJ08ur76jX3su8XO9UnNf2tcUvPR9/4MDa9z/a3e/ZayvXXFFJqSop/c0Pko8d/z3AIzvAx/eriYGHtr95/sTEP3ZGNmt6B8O7nJycLl26dOrUuV27dvPnzxNCFBcXf/31V05Ozq6uLq6uruZqP/zww6efju/QoWOfPn0OHoz79ddfhRDx8fHx8fGuri4HDhx49NFHzTVnzpyZm5vn6uri6uoihNBoNK6uLikplyZOnGgudHBwEEKkpaUNHz48Pj7eMpJnnhlsb2/v4OD4r3/9y1yel5c3c+ZMS4XRo98aMWK4TqcrdwszZ85MSbnk7u6RknK5RYuWFy8mWk6tXr164MABlib79++fNGlir169fXx8Dh48WLaTN998IyXlkmWEeXl5W7duMY/hmWcGb9myxVwtPj7+p5+WWFo9++wzw4e/aPnzp5+WxMTEpKWlWQZWXFwshDAajUOGDHF2dh42bFizZs3eeeedoqIic50pUyaXHeG8efMOHTr4zDPPVBwh7j3efwcAAAAAAERwcHBwcHCjqKieH39oLikpKTEfqNVq89Stu+rixYt169apX7++EKJRo0bmQn9/f8uxEOLkyZM7dmxfvnyF+c/w8AjLqQ4dOtav36B+/QZHjx67fv26m5ubEKJt27bmGXZCCBcXF39/f29vn7i4g/XrN7A0XL169QcffDB37tyoqChLYdOmTYUQb7/99tatW8qWCyF0Ol1CQsIHH3wYGxs7YMCAsqecnZ07dnzUx8enbt26HTp0aN682alTp+ztHYQQa9asnjhx0vbt23v27CmEiI39rW/fp+rWrVtxEp8QwtxJxfKoqKgvvvi8RYvm3t7/czYnJycwMLBVq+icnBxPT09zYfv27V555ZVff/217Gf34YcfvPPOO61atRJCBAUFt2x549aMRuPWrVvLjjAhIf7jjz/x9/cv+5Dx/4X5dwAAAAAAoBJ2f7kH4Z0QokWLFkKIr776Kj8/31J4/vz5uLgDcXEHzNPEfv75p379nq60+bVr10pKSs6fP3/y5AlnZ2dz4caNG+PiDhw58mdVFzWZTLNn/zBo0OCEhITr169byouKigoKCjZu3BgdHVOuyU8/LRk7dmz37t1nz/6vyWQqe6qgoMBy7Obm9vTTT2u1BUKItLS0Tp06dejQYcKECeaz//73B3Pnzv3llxWWkLSslJSU/Px8y8w4C39//9mzZ3fp0sVoNJYtX758+RNPPNG2bdvvv//eUjho0ODBgwetXr2qbM2tW7c0bNiw4hWPHz82duzYsiN89933XnnllY0bN1Y6Qtxj5HcAAAAAAOD/n0KhWLx4Sf/+/Z9//nnz+lkhhJeXl3lWnZ2dnRCioKBAqaw8yli4cMGYMR89/vhjCxYstLysrVGjRvXrN7Ayg+zPPw83atS4sLBw6NChv//+u6V8ypQpQ4cODQwM7NSpU7kmP/44p0WLlkaj0cvLKzk5qewpS25oZg7vhBCLFy8OCQk1Go21a4eZF9W6urquXr06JCS0QYN6R48eLXeJixcTr1xJLZsnWoSHR3z33XdffTXNYDBYCqdN+7JFi5ZeXl47d+6wFKpUqqef7r9hw4acnBxLoaura7nsz2z58uVhYbXLjrB27d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MUNICÍPIO DE SOBRAL - PODER EXECUTIVO
ORÇAMENTOS FISCAL E DA SEGURIDADE SOCIAL
LRF, art. 48 - Anexo 6 R$ 1,00
RECEITA CORRENTE LÍQUIDA
Receita Corrente Líquida 997.603.477,13
Receita Corrente Líquida Ajustada para Cálculo dos Limites de Endividamento 991.261.744,13
Receita Corrente Líquida Ajustada para Cálculo dos Limites da Despesa com Pessoal 987.895.933,13
DESPESA COM PESSOAL VALOR % SOBRE A RCL AJUSTADA
Despesa Total com Pessoal - DTP 456.321.579,39 46,19%
Limite Máximo (incisos I, II e III, art. 20 da LRF) -54% 533.463.803,89 54,00%
Limite Prudencial (parágrafo único, art. 22 da LRF) -51,30% 506.790.613,70 51,30%
Limite de Alerta (inciso II do §1º do art. 59 da LRF) -48,60% 480.117.423,50 48,60%
DÍVIDA CONSOLIDADA VALOR % SOBRE A RCL
Dívida Consolidada Líquida 53.713.928,31 5,42%
Limite Definido por Resolução do Senado Federal
RELATÓRIO DE GESTÃO FISCAL
DEMONSTRATIVO SIMPLIFICADO DO RELATÓRIO DE GESTÃO FISCAL
JANEIRO A DEZEMBRO/2022
VALOR ATÉ O QUADRIMESTRE/SEMESTRE
Limite Definido por Resolução do Senado Federal
GARANTIAS DE VALORES VALOR % SOBRE A RCL
Total das Garantias Concedidas SEM MOVIMENTO
Limite Definido por Resolução do Senado Federal 218.077.583,71 22,00%
OPERAÇÕES DE CRÉDITO VALOR % SOBRE A RCL
Operações de Crédito Internas e Externas 41.679.720,87 4,20%
Limite Definido pelo Senado Federal para Operações de Crédito Externas e Internas 158.601.879,06 16,00%
Operações de Crédito por Antecipação da Receita SEM MOVIMENTO
Limite Definido pelo Senado Federal para Operações de Crédito por Antecipação da Receita 69.388.322,09 7,00%
Valor Total 4.154.641,64 125.557.898,43
FONTE: Sistema Gestor Municipal, Unidade Responsável: Secretaria do Orçamento e Finanças, Data da emissão: 30/01/2023 às 11:00 h.
MARIA JEANE MENESCAL ALBUQUERQUE SALES FRANCISCO VALDO CEZAR PINHEIRO JUNIOR
Contadora Controlador
RESTOS A PAGAR RESTOS A PAGAR EMPENHADOS E NÃO
LIQUIDADOS DO EXERCÍCIO
DISPONIBILIDADE DE CAIXA LÍQUIDA (APÓS A
INSCRIÇÃO EM RESTOS A PAGAR NÃO
PROCESSADOS DO EXERCÍCIO)
ANA PAULA PIRES DE ANDRADE IVO FERREIRA GOMES
Secretária Executiva das Finanças Prefeito Municipal