diff --git a/exercicios/projeto-guiado/clima.db b/exercicios/projeto-guiado/clima.db new file mode 100644 index 0000000..81fe693 Binary files /dev/null and b/exercicios/projeto-guiado/clima.db differ diff --git a/exercicios/projeto-guiado/projeto_leticia_vidal.ipynb b/exercicios/projeto-guiado/projeto_leticia_vidal.ipynb index bd72b6f..f6e2b24 100644 --- a/exercicios/projeto-guiado/projeto_leticia_vidal.ipynb +++ b/exercicios/projeto-guiado/projeto_leticia_vidal.ipynb @@ -2671,562 +2671,6 @@ "df['Data e Hora'] = df['Data'] + ' ' + df['Hora UTC']" ] }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)Data e Hora
001/01/202000:000.00.00.00.970.011.00.001/01/2020 00:00
101/01/202001:000.00.00.00.880.010.00.001/01/2020 01:00
201/01/202002:000.024.00.00.880.0345.00.001/01/2020 02:00
301/01/202003:000.00.00.00.830.0332.00.001/01/2020 03:00
401/01/202004:000.00.00.00.890.0316.00.001/01/2020 04:00
.................................
877931/12/202019:000.00.00.00.970.032.00.031/12/2020 19:00
878031/12/202020:000.00.00.00.910.0355.00.031/12/2020 20:00
878131/12/202021:000.00.023.00.890.0315.00.031/12/2020 21:00
878231/12/202022:000.00.00.00.880.0291.00.031/12/2020 22:00
878331/12/202023:000.00.00.00.940.0132.00.031/12/2020 23:00
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8784 rows × 10 columns

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" - ], - "text/plain": [ - " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", - "0 01/01/2020 00:00 0.0 \n", - "1 01/01/2020 01:00 0.0 \n", - "2 01/01/2020 02:00 0.0 \n", - "3 01/01/2020 03:00 0.0 \n", - "4 01/01/2020 04:00 0.0 \n", - "... ... ... ... \n", - "8779 31/12/2020 19:00 0.0 \n", - "8780 31/12/2020 20:00 0.0 \n", - "8781 31/12/2020 21:00 0.0 \n", - "8782 31/12/2020 22:00 0.0 \n", - "8783 31/12/2020 23:00 0.0 \n", - "\n", - " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", - "0 0.0 \n", - "1 0.0 \n", - "2 24.0 \n", - "3 0.0 \n", - "4 0.0 \n", - "... ... \n", - "8779 0.0 \n", - "8780 0.0 \n", - "8781 0.0 \n", - "8782 0.0 \n", - "8783 0.0 \n", - "\n", - " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", - "0 0.0 \n", - "1 0.0 \n", - "2 0.0 \n", - "3 0.0 \n", - "4 0.0 \n", - "... ... \n", - "8779 0.0 \n", - "8780 0.0 \n", - "8781 23.0 \n", - "8782 0.0 \n", - "8783 0.0 \n", - "\n", - " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", - "0 0.97 0.0 \n", - "1 0.88 0.0 \n", - "2 0.88 0.0 \n", - "3 0.83 0.0 \n", - "4 0.89 0.0 \n", - "... ... ... \n", - "8779 0.97 0.0 \n", - "8780 0.91 0.0 \n", - "8781 0.89 0.0 \n", - "8782 0.88 0.0 \n", - "8783 0.94 0.0 \n", - "\n", - " VENTO, DIREÇÃO HORARIA (gr) (° (gr)) VENTO, VELOCIDADE HORARIA (m/s) \\\n", - "0 11.0 0.0 \n", - "1 10.0 0.0 \n", - "2 345.0 0.0 \n", - "3 332.0 0.0 \n", - "4 316.0 0.0 \n", - "... ... ... \n", - "8779 32.0 0.0 \n", - "8780 355.0 0.0 \n", - "8781 315.0 0.0 \n", - "8782 291.0 0.0 \n", - "8783 132.0 0.0 \n", - "\n", - " Data e Hora \n", - "0 01/01/2020 00:00 \n", - "1 01/01/2020 01:00 \n", - "2 01/01/2020 02:00 \n", - "3 01/01/2020 03:00 \n", - "4 01/01/2020 04:00 \n", - "... ... \n", - "8779 31/12/2020 19:00 \n", - "8780 31/12/2020 20:00 \n", - "8781 31/12/2020 21:00 \n", - "8782 31/12/2020 22:00 \n", - "8783 31/12/2020 23:00 \n", - "\n", - "[8784 rows x 10 columns]" - ] - }, - "execution_count": 28, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)Data e Hora
001/01/202000:000.00.00.00.970.011.00.001/01/2020 00:00
101/01/202001:000.00.00.00.880.010.00.001/01/2020 01:00
201/01/202002:000.024.00.00.880.0345.00.001/01/2020 02:00
301/01/202003:000.00.00.00.830.0332.00.001/01/2020 03:00
401/01/202004:000.00.00.00.890.0316.00.001/01/2020 04:00
.................................
877931/12/202019:000.00.00.00.970.032.00.031/12/2020 19:00
878031/12/202020:000.00.00.00.910.0355.00.031/12/2020 20:00
878131/12/202021:000.00.023.00.890.0315.00.031/12/2020 21:00
878231/12/202022:000.00.00.00.880.0291.00.031/12/2020 22:00
878331/12/202023:000.00.00.00.940.0132.00.031/12/2020 23:00
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8784 rows × 10 columns

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" - ], - "text/plain": [ - " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", - "0 01/01/2020 00:00 0.0 \n", - "1 01/01/2020 01:00 0.0 \n", - "2 01/01/2020 02:00 0.0 \n", - "3 01/01/2020 03:00 0.0 \n", - "4 01/01/2020 04:00 0.0 \n", - "... ... ... ... \n", - "8779 31/12/2020 19:00 0.0 \n", - "8780 31/12/2020 20:00 0.0 \n", - "8781 31/12/2020 21:00 0.0 \n", - "8782 31/12/2020 22:00 0.0 \n", - "8783 31/12/2020 23:00 0.0 \n", - "\n", - " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", - "0 0.0 \n", - "1 0.0 \n", - "2 24.0 \n", - "3 0.0 \n", - "4 0.0 \n", - "... ... \n", - "8779 0.0 \n", - "8780 0.0 \n", - "8781 0.0 \n", - "8782 0.0 \n", - "8783 0.0 \n", - "\n", - " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", - "0 0.0 \n", - "1 0.0 \n", - "2 0.0 \n", - "3 0.0 \n", - "4 0.0 \n", - "... ... \n", - "8779 0.0 \n", - "8780 0.0 \n", - "8781 23.0 \n", - "8782 0.0 \n", - "8783 0.0 \n", - "\n", - " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", - "0 0.97 0.0 \n", - "1 0.88 0.0 \n", - "2 0.88 0.0 \n", - "3 0.83 0.0 \n", - "4 0.89 0.0 \n", - "... ... ... \n", - "8779 0.97 0.0 \n", - "8780 0.91 0.0 \n", - "8781 0.89 0.0 \n", - "8782 0.88 0.0 \n", - "8783 0.94 0.0 \n", - "\n", - " VENTO, DIREÇÃO HORARIA (gr) (° (gr)) VENTO, VELOCIDADE HORARIA (m/s) \\\n", - "0 11.0 0.0 \n", - "1 10.0 0.0 \n", - "2 345.0 0.0 \n", - "3 332.0 0.0 \n", - "4 316.0 0.0 \n", - "... ... ... \n", - "8779 32.0 0.0 \n", - "8780 355.0 0.0 \n", - "8781 315.0 0.0 \n", - "8782 291.0 0.0 \n", - "8783 132.0 0.0 \n", - "\n", - " Data e Hora \n", - "0 01/01/2020 00:00 \n", - "1 01/01/2020 01:00 \n", - "2 01/01/2020 02:00 \n", - "3 01/01/2020 03:00 \n", - "4 01/01/2020 04:00 \n", - "... ... \n", - "8779 31/12/2020 19:00 \n", - "8780 31/12/2020 20:00 \n", - "8781 31/12/2020 21:00 \n", - "8782 31/12/2020 22:00 \n", - "8783 31/12/2020 23:00 \n", - "\n", - "[8784 rows x 10 columns]" - ] - }, - "execution_count": 29, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df" - ] - }, { "cell_type": "code", "execution_count": 30, @@ -3949,7 +3393,7 @@ "outputs": [ { "data": { - "image/png": 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UlBS4uLhg//79GDp0qGwYtHT94cOHK/Vtkapfv77asnz33Xfo1asX9u7di6ioKMyYMQMLFy7EiRMn0KhRI53eD/m4UbBCeK1p06YA2GYJAKhatSoYhkHlypVNOhNn1apVcfv2bXTs2FHrPB9CoRAdO3ZEx44dsXTpUixYsAD/+9//cPLkSXTq1EnvvKtUqQKAvbAZsr0hYmJilJY9efJE1tmxYsWKAIDHjx8rrffo0SN4enpqHZqclpaG6OhozJkzBzNnztSYtzotWrRAixYtMH/+fGzduhXDhg1DeHg4PvvsM5XrS8sdExMj268AWzOgWMO0c+dOtG/fXmmitPT0dHh6enKWOTk5ISQkBCEhISgsLET//v0xf/58hIaGah02PGzYMKxZswYRERF48eIFBAIBhg4dKnt9165dsLe3R1RUFGeI84YNGzSmq01ERARGjRqFefPmyZbl5eUhNTVVad2QkBDMmTMHu3btgo+PDzIzMzFkyBDZ615eXnBxcYFYLDb4GK1atSqmTJmCKVOmICYmBg0bNsSSJUuwefNmg9IjHxdqBiK8cPLkSZU1ANK+EdLmiP79+8PKygpz5sxRWp9hGKUhsboaPHgw3rx5g3Xr1im9lpeXJ2vyUHWib9iwIQBobaJQx9vbG+3atcPatWtlQZm8t2/fGpSuJnv37uX0g7ly5QouX76Mbt26AQDKlCmDhg0bYtOmTUhPT5etd+/ePRw9ehTdu3fXmoe0lkfxc1q+fLnWbdPS0pS202U/d+rUCTY2NlixYgVne1V5WllZKeWxY8cOpf5BiseUra0tateuDYZhdOpP06pVK1SqVAmbN29GREQEgoKCUL58eU45BAIBxGKxbNnLly9lI9AMJRAIlMq3fPlylTVatWrVQr169RAREYGIiAiUKVMGbdu25ZRxwIAB2LVrl8oh7pqO0dzcXOTn53OWVa1aFS4uLgZ/Z8jHh2pWCC9MmDABubm56NevH/z9/VFYWIgLFy4gIiIClSpVkrWLV61aFfPmzUNoaChevnyJvn37wsXFBS9evMCePXvwxRdf4Pvvv9c7/08//RTbt2/HV199hZMnT6JVq1YQi8V49OgRtm/fjqioKDRt2hRz587FmTNn0KNHD1SsWBHJyclYtWoVypcvL5tbxBArV65E69atUa9ePXz++eeoUqUKkpKScPHiRbx+/Vrl3B/GqFatGlq3bo2vv/4aBQUFWL58OUqXLo2pU6fK1lm8eDG6deuGwMBAjB07VjZ02c3NTafJ7FxdXWX9E0QiEcqVK4ejR4/ixYsXWrfdtGkTVq1ahX79+qFq1arIysrCunXr4OrqqjFQ8vLywvfff4+FCxeiZ8+e6N69O27evIkjR44o1Zb07NkTc+fOxejRo9GyZUvcvXsXW7Zs4dTIAECXLl3g6+uLVq1awcfHBw8fPsSff/6JHj16wMXFRet7EQgE+OSTT7BgwQIAwNy5czmv9+jRA0uXLkXXrl3xySefIDk5GStXrkS1atU4Mx/rq0ePHti8eTPc3d1Rq1YtXLhwASdPnlTaD1IhISGYOXMm7O3tMXbsWFnnY6lFixbh5MmTCAgIwOeff47atWsjNTUVN27cwPHjx1UG8gBbY9exY0cMHjwYtWvXhrW1Nfbs2YOkpCRO7Q0hGllgBBIhSo4cOcKMGTOG8ff3Z5ydnRlbW1umWrVqzIQJE5ikpCSl9Xft2sW0bt2acXJyYpycnBh/f39m3LhxzOPHj2XrBAUFqR1yqjh0mWHY4aK//PILU6dOHcbOzo4pVaoU06RJE2bOnDmyoafR0dFMnz59mLJlyzK2trZM2bJlmaFDhzJPnjzR+b2qGrrMMAzz7NkzZsSIEYyvry9jY2PDlCtXjunZsyezc+dO2TrSIb6KQ3qlw4cVh1SPHDmScXJykv0vHVa6ePFiZsmSJYyfnx9jZ2fHtGnThrl9+7ZSWY8fP860atWKcXBwYFxdXZlevXoxDx480ClvhmGY169fM/369WPc3d0ZNzc3ZtCgQUx8fLzS+1ccunzjxg1m6NChTIUKFRg7OzvG29ub6dmzJ3Pt2jWN+5ZhGEYsFjNz5sxhypQpwzg4ODDt2rVj7t27x1SsWFFp6PKUKVNk67Vq1Yq5ePGi0rGxdu1apm3btkzp0qUZOzs7pmrVqswPP/zAGY6szf379xkAjJ2dHZOWlqb0elhYGFO9enXGzs6O8ff3ZzZs2CDbr/IAMOPGjVOZh+I+TU1NZUaOHMl4enoyzs7OTPfu3ZknT54o7QepmJgYBgADgDl37pzKPJKSkphx48Yxfn5+jI2NDePr68t07NiR+euvv2TrKA5dTklJYcaNG8f4+/szTk5OjJubGxMQEMBs375d804jRA5Nt0/IR+Tly5eoXLkyFi9ebFANFCGEWAL1WSGEEEIIr1GwQgghhBBeo2CFEEIIIbxGfVYIIYQQwmtUs0IIIYQQXqNghRBCCCG8RsEKIYQQQniNghVCCCGE8BoFK4QQQgjhNQpWCCGEEMJrFKwQQgghhNcoWCGEEEIIr1GwQgghhBBeo2CFEEIIIbxGwQohhBBCeI2CFUIIIYTwGgUrhBBCCOE1ClYIIYQQwmsUrBBCCCGE1yhYIYQQQgivUbBCCCGEEF6jYIUQQgghvEbBCiGEEEJ4jYIVQgghhPAaBSuEEEII4TUKVgghhBDCaxSsEEIIIYTXKFghhBBCCK9RsEIIIYQQXqNghRBCCCG8RsEKIYQQQnjN2tIFMJZEIkF8fDxcXFwgEAgsXRxCCCGE6IBhGGRlZaFs2bIQCjXXnZT4YCU+Ph5+fn6WLgYhhBBCDBAXF4fy5ctrXKdYg5VFixYhNDQUEydOxPLlywEA+fn5mDJlCsLDw1FQUIDg4GCsWrUKPj4+OqXp4uICgH2zrq6u5io6IYQQQkwoMzMTfn5+suu4JsUWrFy9ehVr165F/fr1OcsnTZqEQ4cOYceOHXBzc8P48ePRv39/nD9/Xqd0pU0/rq6uFKwQQgghJYwuXTiKpYNtdnY2hg0bhnXr1qFUqVKy5RkZGQgLC8PSpUvRoUMHNGnSBBs2bMCFCxdw6dKl4igaIYQQQniuWIKVcePGoUePHujUqRNn+fXr1yESiTjL/f39UaFCBVy8eFFlWgUFBcjMzOT8EM02nH+BoMUn8Tot19JFIYQQQvRm9mAlPDwcN27cwMKFC5VeS0xMhK2tLdzd3TnLfXx8kJiYqDK9hQsXws3NTfZDnWu1m3PgAV69y8XCw48sXRRCCCFEb2btsxIXF4eJEyfi2LFjsLe3N0maoaGhmDx5sux/aQcdop1ILLF0EYgGYrEYIpHI0sUghBCTsbW11TosWRdmDVauX7+O5ORkNG7cWLZMLBbjzJkz+PPPPxEVFYXCwkKkp6dzaleSkpLg6+urMk07OzvY2dmZs9iEFCuGYZCYmIj09HRLF4UQQkxKKBSicuXKsLW1NSodswYrHTt2xN27dznLRo8eDX9/f0ybNg1+fn6wsbFBdHQ0BgwYAAB4/PgxYmNjERgYaM6iEcIb0kDF29sbjo6ONLkhIeSDIJ20NSEhARUqVDDq3GbWYMXFxQV169blLHNyckLp0qVly8eOHYvJkyfDw8MDrq6umDBhAgIDA9GiRQtzFo0QXhCLxbJApXTp0pYuDiGEmJSXlxfi4+NRVFQEGxsbg9Ox+Ay2y5Ytg1AoxIABAziTwhHyMZD2UXF0dLRwSQghxPSkzT9isbhkBSunTp3i/G9vb4+VK1di5cqVxV0UQniDmn4IIR8iU53b6KnLhBBCCOE1ClYIIcQCkpOTERwcDH9/f9SvXx99+vShSS5LgMWLF6Nnz54oKCiwdFE+Khbvs0IIIR8jb29vREVFWboYRA9paWkQCoXYvXu30UNxiX6oZoUQQgjRQalSpTBlyhTeBSpt27bF1q1biz3fwsJCVKpUCdeuXTN7XhSsEEIMMmrUKAgEAggEAtja2qJatWqYO3cuioqKALCd6aWvCwQCeHl5oXv37kpzL8mnI//TtWtXzno3b97EoEGD4OPjA3t7e1SvXh2ff/45njx5AgB4+fIlBAIBbt26xflf+lO6dGl06dIFN2/elKXZrl07fPfdd0rrqvrZuHEjACAvLw8eHh7w9PRU2xSwa9cutGvXDm5ubnB2dkb9+vUxd+5cpKamctbLycmBu7s7vL291c5evGnTJjRr1gyOjo5wcXFBUFAQDh48qPZzUdzvqn6kAx3y8vIwa9Ys1KhRA3Z2dvD09MSgQYNw//59WXqVKlXSmNaoUaNk6wYHB8PKygpXr15VKteoUaPQt29fteXWRvHzlSf9HOXdv38fgwcPhpeXF+zs7FCjRg3MnDkTubncZ6TJvz9HR0fUq1cPf//9t8oybNu2DVZWVhg3bpzSa/oc74r7IS4uDmPGjEHZsmVha2uLihUrYuLEiXj37p3W/bJ//34kJSVhyJAhWtc1NVtbW3z//feYNm2a2fOiYIUQYrCuXbsiISEBMTExmDJlCmbPno3Fixdz1nn8+DESEhIQFRWFgoIC9OjRA4WFhSrTkf/Ztm2b7PWDBw+iRYsWKCgowJYtW/Dw4UNs3rwZbm5umDFjhsYyHj9+XJZ/dnY2unXrpjRbsJ+fHyfvKVOmoE6dOpxlISEhANhApE6dOvD398fevXuV8vvf//6HkJAQNGvWDEeOHMG9e/ewZMkS3L59G//++y9n3R07dqBZs2aoUKEC9u/fr5TW999/jy+//BIhISG4c+cOrly5gtatW6NPnz74888/Vb7fli1bcso9ePBgpf3bsmVLFBQUoFOnTli/fj3mzZuHJ0+e4PDhwygqKkJAQIDsyfdXr16Vbbdr1y7OZ5qQkIDff/8dABAbG4sLFy5g/PjxWL9+vcbPxNwuXbqEgIAAFBYW4tChQ3jy5Anmz5+PjRs3onPnzkrH39y5c5GQkIB79+5h+PDh+Pzzz3HkyBGldMPCwjB16lRs27YN+fn5KvPW5XiX9/z5czRt2hQxMTHYtm0bnj59ijVr1iA6OhqBgYFKAa6iP/74A6NHjzbJlPaGGDZsGM6dO8cJcM2CKeEyMjIYAExGRoali8JbFacdZCpOO8h8vumqpYtCFOTl5TEPHjxg8vLyLF0UvY0cOZLp06cPZ1nnzp2ZFi1aMAzDMCdPnmQAMGlpabLX9+/fzwBgbt++rTEdeTk5OYynpyfTt29fla9L03/x4gUDgLl586bK/xmGYc6fP88AYCIjIxmGYZigoCBm4sSJSmnOmjWLadCggcr82rVrx6xZs4ZZvXo107lzZ85rly9fZgAwy5cv11hWqTZt2jAbNmxgli1bxnTv3p3z2sWLFxkAzB9//KGUzuTJkxkbGxsmNjZWZT7y1O3fRYsWMQKBgLl16xZnuVgsZpo2bcrUrl2bkUgknNdUfaZSs2fPZoYMGcI8fPiQcXNzY3Jzc3Uqh65UfZ5S8p+jRCJhateuzTRt2pQRi8Wc9W7dusUIBAJm0aJFsmUVK1Zkli1bxlnPw8ODmTRpEmfZ8+fPGQcHByY9PZ0JCAhgtmzZwnnd0OO9a9euTPny5ZX2V0JCAuPo6Mh89dVX6nYJk5yczAgEAubevXuc5QCYNWvWMD169GAcHBwYf39/5sKFC0xMTAwTFBTEODo6MoGBgczTp09l20iP+bCwMMbPz49xcnJivv76a6aoqIj55ZdfGB8fH8bLy4uZN2+eUjnat2/P/PTTTyrLqOkcp8/1m2pWCOEZhmGQW1hkkR/2PGc4BwcHtXeRGRkZCA8PBwC92vyjoqKQkpKCqVOnqnxd8ant2soHQOOdribPnj3DxYsXMXjwYAwePBhnz57Fq1evZK9v2bIFzs7O+Oabb7SWNSYmBteuXUP//v0xdOhQHD9+HG/evJG9vm3bNjg7O+PLL79USmfKlCkQiUSymg5DbN26FZ07d0aDBg04y4VCISZNmoQHDx7g9u3bOqXFMAw2bNiA4cOHw9/fH9WqVcPOnTsNLpsxbt26hQcPHmDy5MlKtQ0NGjRAp06dOLV28iQSCXbt2oW0tDSlY3TDhg3o0aMH3NzcMHz4cISFhWkshy7He2pqKqKiovDNN9/Ijk0pX19fDBs2DBEREWq/l+fOnYOjoyNq1aql9NrPP/+MESNG4NatW/D398cnn3yCL7/8EqGhobh27RoYhsH48eM52zx79gxHjhxBZGQktm3bhrCwMPTo0QOvX7/G6dOn8csvv+Cnn37C5cuXOds1b94cZ8+e1bg/jEWjgQjhmTyRGLVnWmaUyIO5wXC01f+0wDAMoqOjERUVhQkTJnBeK1++PAC2fwYA9O7dG/7+/px1Dh48CGdnZ86yH3/8ET/++CNiYmIAQGkbfaWnp+Pnn3+Gs7MzmjdvblAa69evR7du3VCqVCkAbB+NDRs2YPbs2QDYAKRKlSo6zdS5fv169OrVC66urnB1dUX79u2xadMm/PjjjwCAJ0+eoGrVqiovdGXLloWrq6usv44hnjx5gvbt26t8TXrxe/LkCRo2bKg1rePHjyM3NxfBwcEAILuYf/rppwaXT52WLVsqBSF5eXmyckr3iaoLuHT5uXPnOMumTZuGn376CQUFBSgqKoKHhwc+++wz2esSiQQbN27EihUrAABDhgzBlClT8OLFC1SuXJmTli7Hu1RMTAwYhtFY1rS0NLx9+xbe3t5Kr7969Qo+Pj4qm4BGjx6NwYMHy95fYGAgZsyYIfuMJk6ciNGjR3O2kUgkWL9+PVxcXFC7dm20b98ejx8/xuHDhyEUClGzZk388ssvOHnyJAICAmTblS1blhO0mwPVrBBCDCYNMuzt7dGtWzeEhITILtxSZ8+exfXr17Fx40bUqFEDa9asUUqnffv2uHXrFufnq6++AgCja3tatmwJZ2dnlCpVCrdv30ZERAR8fHz0TkcsFmPTpk0YPny4bNnw4cOxceNGSCQSvcoqFovxzz//YNiwYZy0NmzYwFnP2PeujanSX79+PUJCQmBtzQa6Q4cOxfnz5/Hs2TOTpC8vIiJC6Vhp2rSp0nr6vLcffvgBt27dwokTJxAQEIBly5ahWrVqstePHTuGnJwcdO/eHQDg6emJzp07q+ybo8vxbkxZ5eXl5cHe3l7la/Xr15f9LT3e69Wrx1mWn5/PmdunUqVKcHFx4axTu3ZtTjDk4+OD5ORkTl4ODg5KHZdNjWpWCOEZBxsrPJgbbLG89dG+fXusXr0atra2KFu2rOxiJa9y5cpwd3dHzZo1kZycjJCQEJw5c4azjpOTE+fiIK9GjRoAgEePHhn0NPaIiAjUrl0bpUuX1qvJSFFUVBTevHkj62grJRaLER0djc6dO6NGjRo4d+4cRCKRxtqVI0eOID4+Hv3791dK6/Tp0wgKCpKlVVhYqFS7Eh8fj8zMTNm+MUSNGjXw8OFDla9Jl+uSfmpqKvbs2QORSITVq1dz3sv69esxf/58g8uoip+fn9KxIt+EIi3zw4cP0ahRI6XtHz58qPS+PD09Ua1aNVSrVg07duxAvXr10LRpU9SuXRsA27E2NTWVk49EIsGdO3cwZ84czsVcl+Ndqlq1ahAIBHj48CH69eunsqylSpWCl5eXyu09PT2Rlpam8jX540865b2qZdJAW/F16TqqlslvA7DHgLoymgrVrBDCMwKBAI621hb50fc5HtIgo0KFCioDFUXjxo3DvXv3sGfPHp3z6NKlCzw9PfHrr7+qfF1xZI8iPz8/VK1a1ahABWAvWEOGDFG6qx8yZIis/8Inn3yC7OxstQ9jlZZ1/fr1KtPq16+f7G59yJAhyM7Oxtq1a5XS+e2332BjY4MBAwYY/H6GDBmC48ePK/VLkUgkWLZsGWrXrq3Un0WVLVu2oHz58rh9+zbnvSxZsgQbN26EWCw2uIyGaNiwIfz9/bFs2TKli+rt27dx/PhxDB06VO32fn5+CAkJQWhoKADg3bt32LdvH8LDwznv7+bNm0hLS8PRo0fVpqXteC9dujQ6d+6MVatWIS8vj/NaYmIitmzZgpCQELXfy0aNGiExMVFtwFJc7t27pzIwNCWqWSGEFBtHR0d8/vnnmDVrFvr27Ss7CRcUFCAxMZGzrrW1NTw9PeHk5IS///4bgwYNQu/evfHtt9+iWrVqSElJwfbt2xEbGyvryGgub9++xYEDB7B//37UrVuX89qIESPQr18/pKamIiAgAFOnTsWUKVPw5s0b9OvXD2XLlpUNR23dujWGDh2KgwcPqkzr008/xfDhw7FixQoEBgZi4sSJ+OGHH1BYWIi+fftCJBJh8+bN+P3337F8+XL4+fkZ/J4mTZqEffv2oVevXliyZAkCAgKQlJSEBQsW4OHDhzh+/LhOwWtYWBgGDhyo9F78/PwQGhqKyMhI9OjRAwDb6VRxnpTSpUsb9T4UCQQChIWFoXPnzhgwYABCQ0Ph6+uLy5cvY8qUKQgMDFSak0XRxIkTUbduXVy7dg3nzp1D6dKlMXjwYKX90b17d4SFhSnNCSSl7niX9+eff6Jly5YIDg7GvHnzULlyZdy/fx8//PADypUrp7FmqlGjRvD09MT58+fRs2dP7TvHTM6ePYuff/7ZrHlQzQohpFiNHz8eDx8+xI4dO2TLIiMjUaZMGc5P69atZa/36dMHFy5cgI2NDT755BP4+/tj6NChyMjIwLx588xe5n/++QdOTk7o2LGj0msdO3aEg4MDNm/eDAD45ZdfsHXrVly+fBlt2rRBpUqVMHnyZNSrVw+ffvop/v33X7Vpde3aFQKBQBZ8LV++HKtWrcK2bdtQt25dNG3aFGfOnMHevXuVOjLry97eHidOnMCIESPw448/olq1aujatSusrKxw6dIltGjRQmsa169fx+3bt1XW8Li5uaFjx46cUTOnTp1Co0aNOD9z5swBwE6W1q5dO6Pek1TLli1x6dIlWFlZoVu3bqhWrRpCQ0MxcuRIHDt2DHZ2dhq3r127Nrp06YKZM2di/fr16Nevn8pAY8CAAdi/fz9SUlLUpqXqeJdXvXp1XLt2DVWqVMHgwYNRtWpVfPHFF2jfvj0uXrwIDw8PtWlbWVlh9OjR2LJli8b3Y04XL15ERkYGBg4caNZ8BIy5e3CZWWZmJtzc3JCRkQFXV1dLF4eXKk0/BADoUtsHf41Q7ohGLCc/P182okBdRzlScmVmZqJr1644c+aMTs1kH7OgoCC0b99eqYM20SwxMRF16tTBjRs3ULFixWLPPyQkBA0aNJCNYlOk6Rynz/WbalYIIcQMYmNjkZycjPj4eKUp1wlXRkYGnj17hu+//97SRSlxfH19ERYWhtjY2GLPu7CwEPXq1cOkSZPMnhcFK4QQYgYRERGoU6cOvL29Ub16dUsXh9fc3Nzw+vVrpbl2iG769u2LNm3aFHu+tra2+Omnn5QmtDMHClYIIcQMfvjhBxQUFODKlSt0ESbESBSsEEIIIYTXKFghhAdKeD93QghRyVTnNgpWCLEg6eyQ5p6qmhBCLEH60FArK/1mx1ZEY+kIsSArKyu4u7vLnrXh6Oio9yyyhBDCRxKJBG/fvoWjo6PRQ/cpWCHEwnx9fQFA6eFghBBS0gmFQlSoUMHomzAKVgixMIFAgDJlysDb2xsikcjSxSGEEJOxtbXlPOjRUBSsEKJG2LkXOBvzFms/bQI7a+PaW3VhZWVldLsuIYR8iKiDLSFq/HzwAU49fotd199YuiiEEPJRo2CFEC1yC4ssXQRCCPmoUbBCCCGEEF6jYIUQQgghvEbBCiGE8IBILMHQvy7hl8hHli4KIbxDwcpHhCZ0J4S/jj9IwsXn77D61DNLF4UQ3qFghRBCeKBQLLF0EQjhLQpWPiI0iTshhJCSiIIVQgghhPAaBSuEEEII4TUKVgghhBDCaxSsEEIIIYTXKFghhBBCCK9RsEIIIYQQXjNrsLJw4UI0a9YMLi4u8Pb2Rt++ffH48WPOOvn5+Rg3bhxKly4NZ2dnDBgwAElJSeYsFiGEEEJKELMGK6dPn8a4ceNw6dIlHDt2DCKRCF26dEFOTo5snUmTJuHAgQPYsWMHTp8+jfj4ePTv39+cxSKEEEJICWJtzsQjIyM5/2/cuBHe3t64fv062rZti4yMDISFhWHr1q3o0KEDAGDDhg2oVasWLl26hBYtWiilWVBQgIKCAtn/mZmZ5nwLhBBCCLGwYu2zkpGRAQDw8PAAAFy/fh0ikQidOnWSrePv748KFSrg4sWLKtNYuHAh3NzcZD9+fn7mLzghhBBCLKbYghWJRILvvvsOrVq1Qt26dQEAiYmJsLW1hbu7O2ddHx8fJCYmqkwnNDQUGRkZsp+4uDhzF50QQgghFmTWZiB548aNw71793Du3Dmj0rGzs4OdnZ2JSkUIIYQQviuWmpXx48fj4MGDOHnyJMqXLy9b7uvri8LCQqSnp3PWT0pKgq+vb3EU7aPCWLoAhBBCiAHMGqwwDIPx48djz549OHHiBCpXrsx5vUmTJrCxsUF0dLRs2ePHjxEbG4vAwEBzFo0QQgghJYRZm4HGjRuHrVu3Yt++fXBxcZH1Q3Fzc4ODgwPc3NwwduxYTJ48GR4eHnB1dcWECRMQGBiociQQMY7A0gUghBBCDGDWYGX16tUAgHbt2nGWb9iwAaNGjQIALFu2DEKhEAMGDEBBQQGCg4OxatUqcxaLEEIIISWIWYMVhtHeS8Le3h4rV67EypUrzVkUQgghhJRQ9GwgQgghhPAaBSuEEEII4TUKVgghhBDCaxSsfEAy8kTIyhdZuhiEEEKISRXbDLbEvAqLJGgw5ygA4NmC7rAS0kBlQgghHwaqWflApGS/fxJ1nkhswZIQQgghpkXBioFEYglCd9/BoTsJli4KIYQQ8kGjYMVA4VfjsO1KHMZtvWHpohBCCCEfNApWDPQ2M9/SRSCEEEI+ChSsEEIIIYTXKFj5iGh/+AEhhBDCPxSsGIgu/IQQQkjxoGDlI0IzrxBCCCmJKFghhFhcRp4It+PSLV0MQnjj1bscxKXmWroYvEHBioEYagcixGQ6LjmNPivP4/STt5YuCiEWl1coRtDiU2jz60mIxBJLF4cXKFj5QMjHTgxFUqSEkc7AfPR+ooVLQojlpeUWyv4uKKJgBaBgxWAMdbElhBBiZmIxXWsAClY+GPKdZwUC6kpLCCEfgqgHVNsIULDywdClGYjic0IIKVkK6MG0AChYMVhsap6li0AIIYR8FChYMVBMUpali8ChSzMQNQ4RQggpiShYMZCQ+oUQYnLUVEk+Fmk5hej95zlsPP/C0kUpEShYMZCQ9hwhhBADrTz5FHdeZ2D2gQeWLkqJQJdcA1HNCiGE8NuN2DRce5lq6WKolEcdZ/VibekClFR8DlVoUjhCyMeuoEiM/qsuAADuzQmGsx1d7koyqlkxkFD4PlwpKcFBySglIYQYT37m1+z8IguWhJgCBSsGkm8GEkssHwYwav4mpCS5+oKfVfaEEMuiYMVAchUrEJeQmhU+N10RAgAxydmWLgIhhIeoEc9A8nOZSHjwnCkKREhJVCSWYNeN15YuBiGE56hmxUB8q1nhTrdvsWIQopetV2IxbdddSxeDEN6i0zmLghUD8a3PCvk4lJTO3Lq6+jLN0kXgjQ/so7U4VfuzJH5/SmCRzYKCFQMJOc1Alj+aqBnIfF6n8eM5UGeevEWDOUdx5G6CpYtCTKygSIzvIm5ZuhgftOiHSWgw5yiOP0iydFGIAShYMZCAx81AVG9oWhsvvLR0EQAAI9ZfQWZ+Eb7ecsPSRSEmdi4mxdJF+OAozts5dtM1ZOYX4bN/rlmmQAYqibVB5kDBiglISsjBVDJKScjHhWEY/HvplaWLQYwkkTDYcP4FbsWlmyX9w3cTEHnP+FrVnddf48yTtyYoUfGi0UAmQKOBiLk9TebXU76J6UQ/TMapxyXv4sF3xX0PefBuAub895yfl4t6mCxdBkBmvgjf/Fej+nBuVzjYWhmUVkxSFr7fcRuAactYHKhmxUDyXwRLNAMViSWcvjLcSeFUl4cCmpIrKbPA0kUgZvL0Lc0tYxZmPC0XFinfocYkme6GQnHQRm7B++cIqcpbHcV1S/J5hIIVA8k3/RR3B1uRWILWv5xEjxXnijVfQgj52G04/wI1fjqCU4+TzZK+SCxBm19Pyv439F74f3vuouaMI3iRkmOiklkWBSsmUNxDl5+9zUZiZj4eJmTKOl9RrQkhJRN9d81DXQ2zsaRNPZPMNHrLVMHFlsuxYBhg7elnsmWKnY5LEt4EKytXrkSlSpVgb2+PgIAAXLlyxdJF0khdM1BaTiF+jXyEZ/9V7Z54lIS/zjwzW49uaZxEk8IBGXkiLI56ZNLqWL7Yfi2u2PM8+TgZa06b79gFjB/p8DotF79EPkJSZr6JSlT8PtKvq9kV93nQXPlF3k/EhgsvTJKWvrFKkViC5cef4AoPntnFi2AlIiICkydPxqxZs3Djxg00aNAAwcHBSE42TzWbKchH7fLNQD/uuYtVp56hxx9nAQBjNl7DgsOPzPZh04R078098AArTz5D52VnLF0Uk8rIE2Hfrfhiz3f0hqtYdOQRzj99Z7Y8rr407nvxadgVrD71DF/+e91EJSIfCvkzozlG6AiKqZriyotUrD393CRpCeWmXi8Sa+/7sv3aayw/HoPBay+aJH9j8GI00NKlS/H5559j9OjRAIA1a9bg0KFDWL9+PaZPn26RMonEErx6l6v2dfmOSi/f5coO3GP/TTiUL5LgqdxD2a69SkNpZzuTlE2+XDHJWbCztkJy1vs7y+cpOXDLKVTaLjmrgFOmD83xh+8nezL1+7TkfnuXrdwprjjLc+VlKnzd7M2StqoOf/q8N2mV+a249BJ7bCcbuQ+Iahl5Itnf119xg2JT7N/UnEJOOgkZ78/BuqQvf+zLr6/pugOwHbLdHGx0LmdSZr4s/TS568LdNxlwsdeczvmn7+f/eZmSg0qeTjrna2oCxsIzzhQWFsLR0RE7d+5E3759ZctHjhyJ9PR07Nu3j7N+QUEBCgref8iZmZnw8/NDRkYGXF1dTVauxIx8tFgYbbL0CCGEkJKqjJs9LoZ2NGmamZmZcHNz0+n6bfGalZSUFIjFYvj4+HCW+/j44NGjR0rrL1y4EHPmzDF7uQQCaIxeC4rEyBex1Wjy68lH824ONrL/XeysOVVwxpKmqypvxXIrlulDZer3yaf9Jl8WoHjKI83T2c4aViY8dlXlIU+f98anz8hQDMMgM7+Is6ykvhe+kZ1/7a2RJbePjdm/6o45ddcEdXILiyASMyrXV/W9UJWnLuW0FgrgZGettFyXdPIKxSj8r7nIxd6y4YLFgxV9hYaGYvLkybL/pTUrpubjao/bs7qYPF1CCCGE6MfiwYqnpyesrKyQlMR9uFRSUhJ8fX2V1rezs4OdnWn6fhBCCCGE/yw+GsjW1hZNmjRBdPT7/iESiQTR0dEIDAy0YMkIIYQQwgcWr1kBgMmTJ2PkyJFo2rQpmjdvjuXLlyMnJ0c2OkgTaf/gzMxMcxeTEEIIISYivW7rMs6HF8FKSEgI3r59i5kzZyIxMRENGzZEZGSkUqdbVbKy2AnAzNFvhRBCCCHmlZWVBTc3N43rWHzosrEkEgni4+Ph4uJi8kl6pJ134+LiTDosmhiPPht+os+Fv+iz4a+P9bNhGAZZWVkoW7YshELNvVJ4UbNiDKFQiPLly5s1D1dX14/qACpJ6LPhJ/pc+Is+G/76GD8bbTUqUhbvYEsIIYQQogkFK4QQQgjhNQpWNLCzs8OsWbNoXhceos+Gn+hz4S/6bPiLPhvtSnwHW0IIIYR82KhmhRBCCCG8RsEKIYQQQniNghVCCCGE8BoFK4QQQgjhNQpWCCGEEMJrFKwQQgghhNcoWCGEEEIIr1GwQgghhBBeo2CFEEIIIbxGwQohhBBCeI2CFUIIIYTwGgUrhBBCCOE1ClYIIYQQwmsUrBBCCCGE16wtXQBjSSQSxMfHw8XFBQKBwNLFIYQQQogOGIZBVlYWypYtC6FQc91JiQ9W4uPj4efnZ+liEEIIIcQAcXFxKF++vMZ1ijVYWbRoEUJDQzFx4kQsX74cAJCfn48pU6YgPDwcBQUFCA4OxqpVq+Dj46NTmi4uLgDYN+vq6mquohNCCCHEhDIzM+Hn5ye7jmtSbMHK1atXsXbtWtSvX5+zfNKkSTh06BB27NgBNzc3jB8/Hv3798f58+d1Slfa9OPq6krBCiGEEFLC6NKFo1g62GZnZ2PYsGFYt24dSpUqJVuekZGBsLAwLF26FB06dECTJk2wYcMGXLhwAZcuXSqOohFCCDGn3FTg4irg9GIg6YGlS0NKqGIJVsaNG4cePXqgU6dOnOXXr1+HSCTiLPf390eFChVw8eJFlWkVFBQgMzOT80MIIYSndo4BokKBk/OA1YGWLg0poczeDBQeHo4bN27g6tWrSq8lJibC1tYW7u7unOU+Pj5ITExUmd7ChQsxZ84ccxSVEEKIqT0/aekSkA+AWWtW4uLiMHHiRGzZsgX29vYmSTM0NBQZGRmyn7i4OJOkSwghhBB+Mmuwcv36dSQnJ6Nx48awtraGtbU1Tp8+jT/++APW1tbw8fFBYWEh0tPTOdslJSXB19dXZZp2dnayzrTUqZYQQgj58Jm1Gahjx464e/cuZ9no0aPh7++PadOmwc/PDzY2NoiOjsaAAQMAAI8fP0ZsbCwCA6ltkxBCCCFmDlZcXFxQt25dzjInJyeULl1atnzs2LGYPHkyPDw84OrqigkTJiAwMBAtWrQwZ9EIIYQQUkJYfAbbZcuWQSgUYsCAAZxJ4QghhJhZYS4gEADW9uxvU6Vp62iatAj5j4BhGMbShTBGZmYm3NzckJGRQf1XCCFEV3d3ArvGsn9X7QB8usf4NE8uAE7/AgzfDVTryC6b7cZdZ3aG8fmQD4I+12966jIhhHyMpIEKADw7YZo0T//C/j4y1TTpEfIfClYIIYQA538vnnze3CiefEqKa+uBm5stXQreo2CFEEIIcGwm8Oa6+fNZ1978eZQUOSnAwUnAvnGAKN/SpeE1ClaKi0TMPiODvMcwQM478+cjLgLy0syfDyElXU6KYduJ8oF8nj36pCCL/wFAYfb7vxmx5cpRAlCwUlz+6QP8WhlIum/pkvBH5HRgcRXgvgk69mmypjXwSyUg44158yHkY7WkBrDIz9KleK8wB1hYHvituqVLQkyEgpXi8vIs+5vaJt+7vIb9fWymefN5+5D9/eSIefMh5GOVz7MRPsn/fecLeFbbQwxGwYqhbkcAx2ezTRnaPDpsWB4SCXD0J+DeLsO21wfDsHnd3Wn+vAghpnVnBxv0qzsfpT4H9k8A3j0r3nKp8+4ZtzwPDwBHprPN5R+6NzeA/d8C2W8tXZISxeKTwpVYe75gf1dpD1QJ0rxu+FDD8ngSCVxYwf5dd4BhaRiSV72B5s2LEGJauz9jf1dqC1TvpPz6v/2AtJdAzDFgyqNiLZpKm3oDma+BZ6eASXeBiOHs8jINgIYGni9LCmkH4+xkoNsiy5alBKGaFWPlmbHTbE6y+dJWFH+r+PLSRiIBUl9YuhSElDy5ajrIpr1kf2clFFtRNMp8zf7OiOUuT7pnWHq5qdwBDJkm6J+mmKapJT9Q/1p6HFBUaLq80l6xAw2U8ok1bT5mRMEKARJuA6d5FOHv+wb4oyFwfZOlS0IIKU4X/9S//4u4iB288Gtl9sL79gmwfYRx5SgqfJ+mWGRcWuowEtXLX18Hltc13RDvx0eA3+sDWwdzl7+6ACyvB6wPNk0+ZkbBCgHu7bZ0Cbhub2N/n1ls2XIQQopfSox+68t3os1PZ5u0jZUj15+kMMf49FRRF6zcCWd/G1rLpOjSavb3s2juculgj/iSMUkfBSuaZL8FdowGnp/Wb7uY48DOsfyY2+P0YuDEPM3rWNlw/097CWwNAVY0BR7sN1vR9JJ0H9g+kr1rUiTKB3Z/AdzaWvzlUqeoENjzNXVYJqzcVGDnGOBptPZ1dZWZAOwYxd4hf8iyktjz8Mtz3OWy79gO7nJTPERRlPv+b6GZunZmvgGSNDQFaZIey54P466wnXVv/Kt+XaGV8rLkR8CtLYblbSEUrGgSOQ24vxv4p7d+220ZANzbyY4WsqTCXODkPLaGIltD/xfFL+P2EezdybsYYPun5i2jrsK6AA/2Av/2VX7tTgT7s/fr4i6Vetc3ALe3cp+/Qj5ex2awo/o29zddmge+Zeco2tDNdGny0aHJ7Hl4Yw/u8pv/st8xxecQWdsbn2dRMU0mZ+jgi51j2fNhWGfgxiZg/3j16wpUXOY3djcsXwuiYEWT9FjVy9VFw0kPgAK5GQkz47UPFWQYIOEOd6ZFhmE7vBrbVio/I6JYoRNVXrpcLYXCo+HNPbwx6b7+VavSmR4z37CdxbKS3r+WnaR6G03SXmkO4IyVo2JYIsMAiXf1n1WzMIcmEyzpMl6bPk1pp9kPXfor1ctz1c1+LVCz/AOSqsc5WqCiZkXVvpNI/rvuqOiIywM0dFlfz06wwwAVPT/FzlLrXuH9sozXwIrGmtO7HQ7s/QqoEAiM+a+t9cIf5p8obYk/UJQHfH3RvPkoijkGbBkIlK5meBq/12d/G/qo+bw049MwxJ3t7JD38s2Bz47pvt2aNuzJafguoJqKYamEEKKOqmYgVU78DJxbCjQeAfReYd4yGYBqVvSlboI26ZTx8rUxmoamSV3fwP6OlQsaLhTDgVKUx/5+fhIQFOOdiLR9+d1TEyaqZ/lTn5swbz3c+G900+sr+m0nvYviW0doQvjIFOczXSb7LDF03B/nlrK/b/xjvqIYgYIVXUX9T/XyjDfAv/2B6xt1S6eoAAgfxj4WXJW1QaqbENRJvMfW9Mg/LfVJFLB5ANsBT5Eoj81fKupH4OR83fNTlPaSff/PT71f9uoiW8u0Ngg4/4fhaWfEGb6tyvTMUBVvqEtrLF0CIu/INHYGZ3N4EsX9fhSnB/uALYPMl35+BtsZX5ExNyPSNO/uBCJD2aZTY0kkwK7PgXPLtK+blQSsbSO3QIfA5XY4sHUI+/BEzvII9r0oLjfGmd80NIGpYkTgdWkN24mbB01D1Aykq4t/Au2mKy8/qiaIUefmZkBcADw6CDQdo/x6wi390vunN3vgPjsJzE5nl0nH0yv2UwHYIOnRQf3y0GT3l0DcJXZYnLRJZUPX968n3AJafWu6/FTR9Ubq3DKg02xzlkSOlkJFTgNafFU8RSGaZSW+f05Vu1DA1sm06SvOb1GcjJ1vRJuzS0wzVJiT5lLg1Tkd0tWjBuXFaeDuduAugNaTNK8rnU1XH3u+ZH9fWAG0/1Fu+X8znZ9bBnQ0UdP+iZ9Nk44uIqexv2v1Mv8s6lpQzYo+1I2L14e4wPg05MkibBXRs6pnT+gy4ZL8Y8sB9mT+6gLw4gy302/2WzZQkUq8x3ZcLS7SjsCWqrIV5SnvE1XePi6e8hgj8Z76DuWmlHAHeHqcP8+oAbhBvbHfcVE+e0wUFbKfu7neZ847IEXFMP7CHODFWc3P2EmPU13rCrDbvTjLHSigiV53+DoyJk1171uf0T3qOvQqKshW3tfqpqvITtZ+PEiPHU3nE4M6VZugWcxcc83ogWpWiHZLar7/u+UEoMs85eUAsKaVDomZsH/MisbAzFTNcwyY086xwOND3H2iysrmQOgbGP3ezTX6IzP+/Wdnzg7Haa+41esz0wDhB3a/tPcrtv9ao0/ZobXmsqyO6uWHJrO/2/8EBP2gep3lddWne2kV+4R4fTuB88WVtYBnTRUv6PHdk+jY5PFPb7b5vYNc86Gq2myAPRa0HQ+7P2MHcGjyewP1ryU/BLxrad6+BPvAzhTE7C6vff83o+HurbhIipSfL1JcHh9if8vvE3VM8QypRBPNaKlI1R26OSjOyMmH48fUpB3tzRmoAO87yKsj7cytr5dn2d/6dgLni1vbVC9XNdeIOroGK9J+ghf+fL9M32kJ5GkLVLR5fdW47TXhQYdjClYs6cBEIO5y8eR1bxc7sZopHvBlLgzDdoIzxvPTwGw3YH5Z4x6G+O4Z8Hcn9rka2ogLgbBg9kR5eS2b/5lfuessr8e2w8t7eABYVBFYXJ0d0v0hOv0r29nbXM9XMdT5P4CfvYDVrQ1/iGf8LfZOd7YbMMeD/c0XGXFAtIn6NtzfC/zdmR1Ft3kgcOoX06QrJd/h3xRUjQZSFawk3gP+as+eK6Lnvl8u0bcp0PIXcrWurHt/UwWwgzGKVHRF4NPs32pQM5Al6TqCyBSk87YUV3BkiNTnbCc4Y0hnGxblAPvGA6MPaV5fnd1fAG+uAduG6NY0EneJ239HF/Id+bYMLN45X4qLdKTZo4OAla1lyyLv2Az2d9Jdw2dp/rfv+z4KfKwlOvubadLZMZL9/Ucj9vfTY0C7aaZJG1Du8P/2oenSllLVCrQ15P3Tn88ued8BVrFmhQe1CgY7/D33/2cnVD8ChE+zf6tBNSt8ouq5N4okYvZuPycFyM9Ufl2kpXrYVOIMqCbOS9NcU6Fr9auuku/r/uTmuKvcWWJVNdswDFsDkhlvmvKZ0vPTwKPDQGwxB6OFOcDDg+yjHaTEIuDRIe6cRKru5sxJIgYeRxo/S3HGG/bk/vAg9z3kpfPj2V9ERyqildwU1asaE3jKN5+lm3jqBVPR1oTIU1Szwicrm2lf58o6djiZsy/gWV359YNahuUZi2HYC0BYZ/233dgTKCjG2oO8NPb5KdpkvwXC/psZVlPtxqOD72tD+FQLEn+L+/yqyQ8B17LFk/eer4CH+9lhjQP/mzvo3DLj5u4xhRub2O+CgwcwzYjmwGW13/8d8DXQbRH7t6pZrAl/6dVnxYhgJfU5O3rSxVdzR+YSx/K1S1SzUtJIq0yzE993hpN3W00HM1MydLI2Uz3y3NSkVcHaWGpiL20U5+YpjiHIUg//eyq3fC2Kulmei5O0Bs8UHZulbsu168ffMF26xDBqB/io6rOiz0g8Iy/MfJp88gNCwUpJkaOmyrK4GTKV9dq2QIoOM1oWRydTPs3vYQqpz9mO2ny350sgVs8+PYSYg7YmScU+Kqq+X+aa7dgYGToOnuDpdPraULCiD0t2tDpjos5ylpBwG/izifb19J0N2BAl4cKuj0NTLF0C3V0w4tELhOhK2w3Vg336pXdfxTO5iuP5bfo6vUi39RJum7ccZkLBij7SXrDT5VuCITPfmqNXPQC84VEVeMxR/dbXZyZLRcbMoWAuxdWhWhevr2tfRx5fm9UIS9UM2PJyU9XPa8Jnpu7Ib857WEOfKZTxhn0u0QeEghVNFGcM/audJUrBLwyjPBzOkgx5joehblkoUC0p/u6g3/pbBho/WoeYj/wzvlTZGqJ55Iz8CDGLK8Y+K6a09xvDtlvV4v1ziT4QFKxoos/Tjwkh+qPvGH9pe3KytlluRTwKVlQ1DZWE+VOkHdj1VaBiWosSjoKVkuLRYeC3mqpHAEn93tD85ZAU80yk67Xc3enr9VV2sjhjXVpjfBrGurkFiL2ovHx9MDub6t+dzJOvuIid+XPHaOPTWt0SuLRa/+2OTANWNOU+cO/oDHbisrx048ulDsPwa6baj82xWex5Li8N6mtLFJYv8efOoWSojDfsZ6/4+RfHdAyZCcCyetrXYxjTDKs/NrN4rid6oGBFHb5F3dmJ7I8maUbMJ8FXqi7Gxkp+YHwakSacwdNQ+7RUEZvrWSFvrrFDd1V1PDRE5HT9t7m8BngXwx2qf+EPdnTUtTDTlEsVPtUWfIzOL2fPc5f/0n2brATVx5i+IxtPaHhYqbmdWqjbM9By3xn/jCEAOP8793rCg+shBSvE8tJjgatmvMDoQ90MsPk8mAROlMuepNN0fIS9Nqn/nfT1mV32xVng2nrT5G8Kqqq7GYVnu/DgRGuU3FS2Js8S0xc8PKh9HUu48If6JkRdbkYYRv/O9vrMbPvyvH5pmzLvDxQFK4QfpI+2t7T1XVQvN/fMwLqQiIAjPwCrAk2T3oombHqn9Xgw3aaewB0ejTKQfwCdOo8MfD4UX+wYxdbkbRtS/HlHmPghg6ZSmM3WrqlybqnmbRlG/+HL+trY3bzpf4QoWCFE1VNWFe/On+g5RNqcRDmGbSc/jTjDvL9be6PnkOPioGnKc32nQzdFs5+pSd+DLu/lxWn29+ur7OfGtydY84qOtWiGzKZtzDT8xpCIDXgStKlZvnaSghV1SnrV8Yfk1QXzpZ2bqjzkNiVGedi6Ps8W4ZND/w0zf3QYmO/7fir8Tb30T8ucNRTyU/S/fQIsLA+cXKC8nlgE/NnUfOUoDru/ABZXBZ6dBBaUY5+lpKttQ4CfPc1XNl290NDRn/cMOLe/ugjcU/G04uIw14P7qIePVAk9A5OPyq7PzJf2zX+Vl0V8qrzMkMcM8MHVdezv8KGAuBDYOYb9X9OoMnXCPzFduRRJywUAx2ex/XNUNU8l3GY70ZZkdyLY0Sz/9mWfgHt8tu7bPok0V6n0s13Fd4QXzPQ9/cDmLCmJzBqsLFy4EM2aNYOLiwu8vb3Rt29fPH78mLNOfn4+xo0bh9KlS8PZ2RkDBgxAUlKSOYtFyHu6zGaZ/BDITzd7UXBxZfHU6CXeNV/ary4Abx+ZL31DvDjD7ttzy4ybfdmcH83TaGDfOLaMYhPPsGopD/ZaugSqGXJ8WjuYvhzmcGe7pUtgNmYNVk6fPo1x48bh0qVLOHbsGEQiEbp06YKcnPdt7pMmTcKBAwewY8cOnD59GvHx8ejfv785i0XIe7o81GtVC/OXAwCifgQeHzZ/Pmtamy/tDd3Ml7ahXp5l9+3x2cC69prXtVTz7+b+7KM8js8Grm+wTBlM7dAUfvavMeS5PjZ6BCuW7EIQFWq5vM3M2pyJR0Zyqyw3btwIb29vXL9+HW3btkVGRgbCwsKwdetWdOjA9hvYsGEDatWqhUuXLqFFi2K6SKhEfVY+Cop9UwDLzqVR0ps4iPHMWfNV3PQZFl+c9H2mVknts/YBKdZPICODnavCw8MDAHD9+nWIRCJ06vR+pk1/f39UqFABFy+qngysoKAAmZmZnB/ygcvU8dHnppJuonlMiOXo+4BLKU19k4qr2xIfayMMJS60dAlUu/in+dIuqf3beK7YghWJRILvvvsOrVq1Qt26dQEAiYmJsLW1hbu7O2ddHx8fJCaqnq114cKFcHNzk/34+fmZu+iEEFJ8ivuRFuZEoyqJiRRbsDJu3Djcu3cP4eHhRqUTGhqKjIwM2U9cXJyJSkgID1zQ8Y4v2YydWLOSgMgf2Y7FAPD2MXD0J/PlJy/1ObffTvyt93/nvAP+7qg9jYsrNb+e8dqgooEBcNu485dOSkLNisXn/Shm+tSWHJtpvnJYCg+CTrP2WZEaP348Dh48iDNnzqB8+fKy5b6+vigsLER6ejqndiUpKQm+vr4q07Kzs4OdnZ25i8yLD4d8hLQ9/0nKnJ1+j89m53V4eRb46iybl+IkeeayXqGD7l9BwOz/HnVw4Fvd0shL0/z6ViNmgi2OmZZ1GaFmaTo/vO9DOY/qEay8MvFU+wSAmWtWGIbB+PHjsWfPHpw4cQKVK1fmvN6kSRPY2NggOjpatuzx48eIjY1FYKCJphQnpKTRdrEFoNdFQN/AWzqXR+Kd/7YvxrtoTcHa0+OmySPpA+rAynd000dMxKw1K+PGjcPWrVuxb98+uLi4yPqhuLm5wcHBAW5ubhg7diwmT54MDw8PuLq6YsKECQgMDLTwSCBCLOiXSsDE20CpSqZJ74gRT4h+dtI0ZTDW5b/0f/CcsTIUOnbrXJtgpA/qAl/c7+VD2ndEnllrVlavXo2MjAy0a9cOZcqUkf1ERLx/ENqyZcvQs2dPDBgwAG3btoWvry927zbRo+cJKalM+aC1K2sN31bbQ+GKy5Efij/P4pjzhpQMNMLH4sxas8LocIdgb2+PlStXYuVKLZ3iih1F6OQjdHGVpUtAiBHMFVRQsGJpxdLBlhBSQkSFAla2li4FP1jsbvoDulH6oJq0PmaW/xxpWj5C+CgrCSjItkzeJWE0irnIX1zTLTQtwgd1gS9B78WS3zmiFQUrhPDRpZXAr1Usk3dxjv7hq2cngPPLLV2Kku/UIkuXQHdLagCLKqh+jfqsWBwFK4TwlZinz1X5kEkvStfWW7AQJag2QpuS9lBGRqzmBQpWLI2CFXU+qKpYQkiJ8SQSmO0GFOZoX5eQjwQFK4QQwkcXVli6BISweHDzTsEKIXwm/2ycj1VxPytHIgESbhdvnqpkJ1m6BESK+qxYHAUrhPDZX0GWzZ8Hd1T42bP48mIYtmNtemzx5UlKAApWLI2CFbV4cJImhBQ/GgVUgtF5+0NFwQohRL3irP6e7WbYdv/2A16a8km3dBdNCN/QDLaEkJLt2Qn2hxBzBZrUZ8XiqGaFEELk5adbugTviT/i2YR5hYIVS6NgRR0+dCwkhHzczv5m6RIQwgsUrBBCiAzPblIsOpMuIfzx0fRZEYvFEIn0mK9BVAA4+5mvQISUBLaeH9f3oKCQP+/XyhWwKQU401OwdeboBcDG9Onae3GPC4aBTf47WInzTJ8XUemDD1YYhkFiYiLS09P13RBotcQsZSKkxLC2ByoNsXQpis+bZP587+2cAfeWli5FySK0AiTqnu9jBGt7oNJQ7jJxIdxfHYFvzFYI+FYj9wH64IMVaaDi7e0NR0dHCHTt1S2RACn55i0cIXxn4wiIci1diuLjWRFI4ckDJO3cgIIMS5eiZBFYA4wZOiUrfA8YBsgVAcm2AwEAZWK2mD5PPuFBH84POlgRi8WyQKV06dL6bSyRANbUA5x85GysAOYj+h7Y2/Pney/O5E9ZSgqhEJCYYZ+p+B442ACAO5IrdoP3893UJGRmH3QHW2kfFUdHRwuXhBBCyIfG0QaAlS1E9nreDBO9fdDBipTOTT+EEEJKsOJtrpBdWugaY3YfRbBCCCGEkJKLghW1LN+hiBBCiD6ohuNDRcEKIYSQEi1s2150GfqNSdNs0XMEdh2KNmmaJZflb94pWOEhQbnGGn9mL1mDl3Hxal+/dP0OAGBjxH4IyjVGraD+SnnsOHAMgnKNUSmgh2yZdH1BucYQlm+C8k26YvSkWUhOSdVatvB9UQCAUxeucZZ71euA7p9OwN2HMSrfa/An38DKrymu3roPABrfl/RnY8R+bIzYD/dabdXuv72RJ1Wm51GnHYIGfIazl2+o3PbLqfNg5dcUOw4c0/YxKaXtUqM16rQfiHE/LkTM81il9fPy8jHrt9Wo0bov7CoHwLNuBwz6YiruP36mNS8pxf0lb9R3s2RlsanYHJVb9MTUecuRn2/8UFz5Y0NQrjGcq7dCk66fYPdh7sm8UkAPLF+nPIxz9pI1aNj5/Xwto76bhb5jJqvNr1JAD1leVn5NUbZxF4ydMgdp6Zmc9VLTMvDdzMWo2Lw7bCs1R9nGXTBm8mzEvknQ+p7WbdmNBp1C4Fy9FdxrtUWjLkOxcNEvnDKrOv7823K/T09fxGL0pFko36Qr7CoHoHKLnhj6TSiu3X7AWe/gsTMIGvAZXGq0hmPVlmjWfTg2RuzXWk5Fuh77+uRryu+J/H6z8msKv6bd8MXUn5Gaxh2Gre5YWbhiPaz8mmLx6k0a94NUfn4BZixehVmTv5AtE4vF+CZ0Ico06oLun07gnMMAIDMrG/9b9Cf82/aHfZUW8G3YGZ1CvsLuw9Fg/hum+9PEzzB9wR+QSCSgGhvLo2CFhxJuHpX9LJ/zPVxdnDnLvv9qhGzd4+GrOa8l3DyKJvVryV53cnRAckoaLl67zckjLHwvKpTzVcpbmtfra5FYt3gGjpy8gE+//Ymzzoals5Xy7BvcjrPO4zN7kHDzKKK2rkRBQSF6jJiIwkLuDMKxbxJw4dodjB8dgvXh+wAAfmV9OOlO+fJT1KlZlbMspHcXvfepdD+d2fU3yvp4oefI75D09h1nndy8PITvP4qp34zE+oh9eqd9+1g4Fkwfj4cxL9Cg8xBEn70sW6egoBCdhnyN9eH7MW/qN3hydg8O//sHisRiBPQcIQswNVG1vxR1bd8SCTeP4vmF/Vg2ewrWbt6NWUvW6PxeNJE/Dm9GbUNwUCAGfzUdj5++NEn6iuZ+/zUSbh5F7JXD2LJiPs5cuoFvZ/wqez01LQMteo3E8XNXsGbR//D0/D6Er1qIpy/j0Kz7p3j+6rXatNeH78V3s37Dt2OH4tbRbTi/dwOmfjMS2dnZnPUUj72Em0dxbm+Y7PVrtx+gSbfhePI8Fmt/+R8enNyJPX8vgX+1Spgyd6lsvRXrw9FnzGS0atoAlw/+gzvHwzGkdzC+Cl2A7+cuM+Fe49I3X1N9T6T7LfbKYWxYOhuRJy/i69AFOpV5ffg+Nm01x7iinYeOw9XZGa2aNYS0BiB8XxRi3yQgasufaFzXHz/9ulK2fnpGFlr2GY1/dh5C6PjRuBG5FWd2/Y2Q3l0wdf7vyMhkj4FuHVohKycXR06c16kcxLw+6HlWVGIY3Sa5kogBkYnHzVvb69Rr3NfbU/a3m4szBALuMgBISU0HAJQu5a70GidLayt80q8r1kfsR2DTBgCA1/FJOHXxOiZ9Pgzb9kZy1pfPq6yvF74dMwQzFq9GXl4+HBzsAQDubi4a8wQAb08P2XrfffYJeo+ehEdPX6B+7RqydTZE7EfPTm3w9YiBaNFrJJbOmgwHB3tO2s5ODrC2stKanzbS/eTr7YkfJ4xB+L4oXL55D727BMnW2XHgOGpXr4zp40ahbONgxL1JhJ+KgE5d2gBQpWJ59OrcFh0Hf4Wx38/Fswv7YWVlheV/b8XF63dwM2obGtRh90HF8mWxa91iBPQcgbHfz8W9Ezs0jlxTt7/k2dnaysriV84XndocwrEzl/HL//TeZUrkjw1fb2DetHH4be2/uPMwBjWrVTI+AwUuzo6y/MqV8cbIQb2wbd/74/V/v6xEfNJbPD2/T7ZehXJlELVlJaq37otx/1uEI5v/VJn2/qNnMLhXZ4wd2le2rE7NqoBvPSDxrmyZpmOPYRiMmjQL1Sv74eyeMAiF7+/9GtatiYljPwEAxL1JxJS5S/HdZ59gQegE2TpTvvoUtrY2+HbGrxjUsxMCGtfTcw9pZki+pvqeyO+3cmW8MahnJ2zYrr0W6fTF68jLL8Dc77/CPzsP4sLV22jZrIHGbcL3RaFX5zacZWkZmajkVxZ1/avhYcwL7Dp8Qvbaj4v+xMu4eDw5uxdlfb1ky2tUrYihfbvC3o59vIGVlRW6d2iF8H1R6NG9u9ayE/P6+IIVUS6woKxl8h59BLBxKPZsxwzpg3YDv8Dvc7+Ho4MDNm4/gK7tWsLH00Prtg72dpBIJCgSGzaFdUZmFsL3HwUA2Nq+f2YHwzDYELEfK+dPh3+1yqhWyQ87Dx3HpwN7GpSPrvLy8vHPzoNseWy4h39Y+F4MH9Adbq4u6Na+FTZuP4AZkz7XOw+hUIiJnw1Fv7FTcP3OQzRvVBdb9xxB57YBskBFft1Jnw/DsPH/w+37T9Cwbk2VaRqyv+49eooL1+6gog4Bl77EYrFsPzau52/y9BW9SUjGgeNnENCoLgBAIpEgfH8UhvXrphRMODjY45uRg/DTr6uQmpYBj1JuSun5epXG6UvX8ep1PCqWN+x8cOv+Y9x//AxbVy7gBCpS7m4uANg7f5GoCN9/9anSOl8OH4AfF/2JbXsjTR6sGJOvKb8nL+PiEXX6ImxttD+zJ2zbXgztGwwbGxsM7dMVYeF7tQYr567ewqcDpM3ZbLA/vH8PdAz5EnaVW8DH0wOH//0DAPe4kQ9UpJyduHNyNW9YF4tWbtBabmJ+H1+w8oFp2Wc0hELu3Xh2DLfaslFdf1SpUA47D0bj04E9sHHHfiydNUVjNTkAxDyPxZp/d6Fpg9pwcXaSLR867kdYKZycH5zaiQrlysj+L9+0KwAgJ5etnerdJQj+1SrLXj9+9jJy8/IR3C4QADC8f3eEhe8zW7Ai3U+5eflgGAZN6tdCx9bNZa/HPI/FpRt3sfvv39jyDOiOyXOW4qfvPjNonh7//2oaXsbFo3mjunjyIhbtWzZVuW6t6ux+efL8ldpgRdf9dfD4WThXb4UisRgFBYUQCoX4c940vcuvSkZmNpyrtwIA5OUXwMbGGn/98hOqVjLPg/+mLfgDP/26CmKJBPn5BQhoVBdLZ00BALx9l4b0jCzZvlNUq3plMAyDpy/j0FxFsDJr8hfo/9n3qBTQEzWqVERgk/ro3qEVBn5Wh9M2fvfRU9l7lhrevzvW/PI/Wb8kfy21Sk+ex8LN1RllfJQvjra2NqhSoRyevFDu46SJ/GdhynxN9T2R7jfpZwcAS2ep76MEsP1Idh6KxsX9G9m0+3dHm/5j8fvcH5SCCKn0jCxkZGYrBR7ubi64HrkVickp8CpdClZWVgDYGum09Eytn5lUWV8vxMUnQSKRUJ8JC/v4ghUbR+DHeO3rScRA0j3T5m1tr30dPUWsXqj2hC1vzJA+2BCxHxXK+SInNx/dO7TCnxsilNaTngQlEgb5BQVo3bwh/l48k7POsllT0KlNc86ysgonxLN7wuBob49LN+5iwYr1WLPoR87r68P3IaR3F1hbs4fg0L5d8cO83/HsZZxZLn4RqxfCv1pl3Hv8FFPn/Y6Ny+bARu5Ob33EPgQHBcLToxQAoHuH1hg7ZS5OnLuCjm0C9M5P2klP/gRuTH96XfdX+5ZNsXphKHJy87Fs3RZYW1thQI+OatPdsvswvpw2X/b/kc0r0Cagscp1XZydcCOS7RCZm5eP42ev4KvQBShdyg295JoJTOWHr0Zg1OBeYBggLj4RPy76Ez1GfIszu/+WrcMY+MySMj5euHhgE+49eoozl27gwvXbGDlpFv7edRyRGxbJakpqVq2I/Ru4fTtcXZyNytsU5D8LedVb9zUqXVN9T6T7Lb+gEJt3H8at+48xYYzmB2Ju2xuJqpXKy2ofG9atiYrlyyBi/1FOc528vHz2+W32dnYqX1esddP3M5PWLBcUFMLBSq9NiYl9fMGKQADYOmlfTyK2SJONvvzK+qJa5Qpa1xvWrxumzv8ds5euxacDussueoqkJ0GhUIgy3p5KfSIAwNe7tNY8K/uVg7ubC2pWq4Tkd6kI+Xo6zuxmOyampmVgT+RJiERFWP3PTtk2YrEY68P3Yf708Vrfj6uLE3Jy89k7HrlanvSMLABsXx95fmV9Ub1KBVSvUgFFRWL0GzsF907sgJ2dLcRiMTbtOIDE5HewrtCMW56I/QYFKw9jXrD7oUI5AECNyhVky9StW6NKRZWv67O/nBwdZJ/N+qWz0KDzEIRt26v2ZN+7S5CsaQUAyvl6q31PQqGA87nXr10DR89cxC+rNsmCFVcXJ2RkZSttm56RBTdXZ6Xlmnh6uMvyq16lApbP+R6BvUfh5Plr6NC6GdzdXPDwqfp9KhAIUE1L4FvXvxrq+lfDN6MG46tPb6JNv7E4ffE62rdijwNbGxu1x3qNquzn9ejpSzSqq74prEaVCsjIzEZ84lulGoDCQhGevXqtttZNHcXPwlT5mup7Ir/fFv34LXp8+i3mLP0LP09VP7w4LHwf7j9+xklbIpFgffg+tcdv6VLuEAgESMvIVPm6Iq/SpeDu5oJHOnYKT03LgJOjA3seVBggQIoX1Wx9JDxKuaF357Y4ffE6xgzpo3Y96UmwSsXyKgMVQ4wbNRj3Hj/DniNsJ7cte46gfBlv3D4WjltHt8l+lsycjI07DkCsQ/+YmlUroaioCLfuP+Ysv3H3IQD1F34AGNizE6ytrbBq03YAwOHoc8jKzsXNqG2c8mxbtRC7j5yQBUC6kkgk+GN9OCpXKIdG/zXrDOkTjONnL+P2/SdK6y5btwW1a1RR6s8iZej+EgqF+HHCGPz06yrk5al+griLsxOqVa4g+9H3M7cSWsnubgGgZpVKuH7nodJ6N+490viZ6JTXf1X5efn5EAqFGNyzM7buiURicgpnvby8fKzatAPB7QJV9ldRp3b1KgDeN11q07BOTdSuUQVL1v773/BWLulxM6BHR9jYWGPJ2n+V1lnz707k5OZhaN+uOpdTV8bma8rvyU8Tx+K3tf8iPvGtytfvPozBtdsPcGrnX5y0T+38Cxev38EjNUGpra0NateoggdPnv+3RHPNiVAoxJDewdiy54jKsmTn5KKo6P1Tm+89fsZ+hz/2kcs8eOoyBSsl3Lu0dCQmp3B+1M2rsXHZHKTcPcHpO2KI9IwspTw1neAdHRzw+Sf9MGvJGjAMg7BtezGwRyfZXa30Z+zQPkhJTUfkyQtay1CnZlV0CWqBMZPnIPrsZbyIfYPIk+fxzY+LENK7C8qVUV9DIBAI8O2YoVi0ciNy8/IQFr4PPTq2RoM6NTjlGdyrM9xdXbBlz2GNZZF+Bs9fvcb+o6fRKeQrXLl5H2G/zZRdYCd9PgzNG9ZBr1HfYceBY4h9k4Crt+5jwOc/4GHMC4T9NlNt3xhj9tegnp1gJRRi5X8XHGMwDGSf94vYN/hr8y5Enb6IPnLD1id9PgyHos9h/u9/42HMc9x79BT/W/QnLl6/i4ljh3LSy8jMxq17jzk/cW8SZa9nZeciMTkFCUlvceXmPfwwbzm8SpdCy/9GtS2YPh6+3qXReeg3OHLiPOLeJOLMpesIHjYOoqIirJw/Xe17+Xr6Avy8bB3OX72FV6/jcen6HYyYOANeXl4IbFJftl6RWKx0rEuH8goEAmxYOhtPnseiTb+xOBx9Ds9fvcadB08w//e/0WfMJADsCKVf/zcRy//eiv8t+hOPnr7As5dxWLp2M6bO/x1TvvzU5J1rTZGvKb8ngU0boH6t6liwIkzl62Hb9qJ5wzpo26IJJ+22LZqgWcM6CNu2V23awUGBOHfllq67BfOnjYNfWR8E9ByBf3YcxIMnzxHzPBbrw/eiUZehyM55fy47e+UmurQN1DltYj4fXzPQB6bTkK+Vlm1btRBD+gQrLXdwsDdJbcnoybOVli0MnYDp40er3Wb8qBAs/WsLfl21CbcfPMG6xTOU1nFzdUHH1s0RFr4XPTq1UZEKV8TqXzBryRp8OX0+4hNTUL6MN/p1a48Z32kfwTNycE/879eVWLE+Aoeiz2Hrn/OV1hEKhejXtT3Ctu3DuFEhatOSfgaODvaoWL4M2rdsir9+/YlTTW9vb4cTO9ZiwR/r8eOiP/HqTQJcnJzQvmVTXDqwCXX9q6lM+/qdB0btL2tra4wfHYJfV23C1yMGwcnR8KbNzKxslGnEznFjZ2eLiuXKYO73X2HauFGydVo2a4Ajm1dg7rJ1WPLXZggFQtTzr4boiNVK7/HUxWtoFMwNYMYO7Yu/f2P7SM38bTVm/rYaAFt936xBHRzdugqlPdwBAKU93HHpwCbMXbYOX06bj8S3KfBwd0O39i2xecU8TodvRZ3aBGB9+D6s/ncH3qVlwNPDHYGN6yP6aBRKyw2Su//4mew9S9nZ2SL/+SUAQPNGdXHt8GbM/yMMn0/9GSmp6Sjj7YmWTRtg+ZzvZdt89/kwVKlYHr+t+Qe/h22DWCJBnRpVsHphKEaHcGs6KwX0wKjBvTB7yldqy68rffJVxZTfk0mfD8OoSbMw7ZtRnKHOhYUibN59BNPGjVS53YDuHbBk7WYsmD6e039GauzQvmjabTgyMrPg5q59hKNHKTdcOrAJi1ZuxLzf/8arNwko5eaKev7VsHjGd7LmyjcJybhw7TY2/zFPa5rE/ASMJXuJmUBmZibc3NyQkZEBV1dXzmv5+fl48eIFKleuDHt7PS/SEjGQqH2iLkI+aLbOQKFyH5QPlk89IOmu9vXMJDcvD6XrdsCRf1egnZ79WD5mg76Yisb1/BE68UtAYpq+JdPm/460jEz89esMwM4FKFBu5sovYvDizVtUPj8F9tlxJsmXl7ouAloo3xgbS9P1WxE1AxFCCE+cPH8NHVo2o0BFT4tnfKd2eLOhvEt74OcfTPu8IWI4agYihBCe6NGpjU5NoISrkl/Z/4ZGm66hYIqKyfSI5VDNCiGEEEJ4jYIVQgghhPDaRxGsqJoDgRBCCDGGhAEAhh2QQcyKN31WVq5cicWLFyMxMRENGjTAihUr0Lx5c+0bamBrawuhUIj4+Hh4eXnB1tZW9+e8SMRAUYkeKEWI8QQf2fcgP//jer8fGgFjngnMBBLOccEwQKEEeJuRD2FeKmzzkk2fJ+HgRbASERGByZMnY82aNQgICMDy5csRHByMx48fw9tb/eRe2giFQlSuXBkJCQmIj9fheUDyGAmQoXq2RUI+Gtb2QJHq2W8/SFl2QCZ970ssoZV5ajlssgGRwsSXkiI4vr2JCo82QMgUqd6OmAwv5lkJCAhAs2bN8OeffwJgm238/PwwYcIETJ/OnYWyoKAABQXvZ2jNzMyEn5+fxnHaDMOgqKhIp2ncZdJfA5v76v1eCCElWPnmwOsrli4F4TuGgZUoC9aFmRCYcAQSbzn7AlXbA/3WmDRZfeZZsXjNSmFhIa5fv47Q0FDZMqFQiE6dOuHixYtK6y9cuBBz5szRKw+BQAAbGxuVsx+qZWcDfMiT/BBClD2i7zwhSrITgRdnLFoEiwcrKSkpEIvF8PHx4Sz38fHBo0ePlNYPDQ3F5MmTZf9La1ZMzskTaPsDcGk1ULktEHcFyP3vgWkuZYG8NKAoDyjbGLBxZKsfX5wGanQDPKoAl1YC1bsAKTEAGECUD7j4ApIiIOke4F4BqDsQSHsJ5L5jZwl19ASS7gOZr9l8yjcDSlVmZ06s0QWIuwq4+wF3trNVkv49gPt7ANeygLM38O4pULUjm17MUbZcDYayZZGysgW8awMJtwB7d7Zs+Rnq94NnDSDlv4fvOXoCdfoCr68CCbfZ9L1rAzlvgRbfABlx7HvzrQ9c+IPdptnngLiQ3Q8CAZAZD3hWBxLvsfuw7gCgXGO27KWrAbfD2e3SX7Gzp7r7seu8PAfciQCENkDlNuz2OclAxdbAuxggOwmoHMTu+0eH2Nf8WgBxl9j9WJgLJN8HrB2A1pOAO+FAViJQpT2bl6SI/Xn3FKjWiW2UfhYNdP4ZeLiffc9S7f8H3NsNWNmwn3ud/sCjg8C7Z0ClVkDSA8C3Lru/rq5jt6nQkj1eGIbd91LlmwFOXmxzy5NIQJTLLre2B6q0AxxKsbNnXvnrfTr2roDQmt1/sZfY8uamsGWXSIDCLMDOlf1sHEuzZXy4/32eVdoBz0+x+6JURaB8UyA7GXh1gT0Oyzdn91+FQKBSa/Z93d0J+DUDnkSxn5/ACqjRFXDxAR4dBvLTgTc32LRenWfzcfAA8lLZv71rs+lZ2wE5KYCNPZtneiyQ/AAo24j9jogLgdRn78vqUQXIeMMepw4e7ElTyqEU0HEWcGMTYGXHfr/e3AAaDgUyXgNPj7NlzE9n1097yX5WSffY40WUzx67ldsCbx8B5ZoAPnWBzDfA02igVCV2O4kIuLeL/e6IC7nfD0dPdjvfesDFlexnDLDfrfx0dkZcr5rsMSrKZ5uXGw1j91mNLkDMMSDuMuAXwJa5Zjf2/8S7QO0+wJub7PezIIPd517+7HFsZcd+tlnx7OfYaiJwextQI5j9vqY8BSoGAm5+bB4+ddhjHgCCprHnmdxUIPa/50o1Hcsel+4V2HNKpTbs+3f0AHLeAbc2s8dNbipQqzf7Gd3eBiUdfgLOLGH3g18A0PAT9jg9PptN09mH/Z75BQBRoUCdfuw+zEtlz3NCa3b/J9xm96lHFXa/Jz9ij1WAPZeUrsaeT6Sf250IwL0ie87OTwceH2GPQ/+egL0b+33KSgBenmffk3et9+8t4zVQqxe7nx3cAbEIuLWF/W5a2bB5ufkBT4+x52Cf2uz5tWJroHQVtmzS2rimY9njDAyQ+pxNXygEPGuy67T6jj3vxN94f17VpnoX9tiPu8Sm7VKW/SxubwVq9gAeH2LXC17AfqeS7rF5pMSwx1jCHfa8YusMVO/MriMuZM8Bolz2/FOlHXB3B5tO3QEABOwx4lmNPZYrBAI2hj+qwxQs3gwUHx+PcuXK4cKFCwgMfP/AqKlTp+L06dO4fPmyxu31qUYihBBCCD+UqOn2PT09YWVlhaSkJM7ypKQk+Pr6qtmKEEIIIR8LizcD2draokmTJoiOjkbfvn0BsB1so6OjMX78eK3bSyuGMjMzzVlMQgghhJiQ9LqtSwOPxYMVAJg8eTJGjhyJpk2bonnz5li+fDlycnIwevRordtmZbFPwjRLvxVCCCGEmFVWVhbc3Nw0rsOLYCUkJARv377FzJkzkZiYiIYNGyIyMlKp060qZcuWRVxcHFxcXHSf8E1H0s67cXFx1B+GZ+iz4Sf6XPiLPhv++lg/G4ZhkJWVhbJly2pd1+IdbPmMOu/yF302/ESfC3/RZ8Nf9NloZ/EOtoQQQgghmlCwQgghhBBeo2BFAzs7O8yaNQt2dnaWLgpRQJ8NP9Hnwl/02fAXfTbaUZ8VQgghhPAa1awQQgghhNcoWCGEEEIIr1GwQgghhBBeo2CFEEIIIbxGwQohhBBCeI2CFUIIIYTwGgUrhBBCCOE1ClYIIYQQwmsUrBBCCCGE1yhYIYQQQgivUbBCCCGEEF6jYIUQQgghvEbBCiGEEEJ4jYIVQgghhPCataULYCyJRIL4+Hi4uLhAIBBYujiEEEII0QHDMMjKykLZsmUhFGquOynxwUp8fDz8/PwsXQxCCCGEGCAuLg7ly5fXuI5Jg5UzZ85g8eLFuH79OhISErBnzx707dtX4zanTp3C5MmTcf/+ffj5+eGnn37CqFGjdM7TxcUFAPtmXV1djSg9IYQQQopLZmYm/Pz8ZNdxTUwarOTk5KBBgwYYM2YM+vfvr3X9Fy9eoEePHvjqq6+wZcsWREdH47PPPkOZMmUQHBysU57Sph9XV1cKVgghhJASRpcuHCYNVrp164Zu3brpvP6aNWtQuXJlLFmyBABQq1YtnDt3DsuWLdM5WDE3hmGQI8qBs60zZ7lIIpL9bS2whkAggEgigo3QRvZbKq8oDw7WDjrlJZKIYGtlq1PZ8ovyYSWwgkAgAANGtlw+b32JJCJYCawgYSSwFiofHgzDoIgpMioPfTAMg3xxPuyt7HU6oPOK8mBvZV+sZdSH4rGhj7yiPFgLrVVurypd+c+qSFIkO1Y0lS1XlAsnGydYC61RKC4EwJ5IrAXWZtunIokIDMOwxx0kSnmIJCKV+YslYjBgVB6nUoXiQp2/T5YgloiRL86HnZUdxIwYAgggYSSwElpZ9Pg15jg1ZRrFkaYuiiRFYBgGNlaq85ae4yWMRHY821vbG52vSCKCSMxeE6wEVlq/g9LvPADZdwbgXhN03YfS9cQSMcSM2OLfI4v2Wbl48SI6derEWRYcHIzvvvtO7TYFBQUoKCiQ/Z+ZmWmu4gEA6v9THwBQybUSDvQ7AAA48/oMxkWPk63To0oPNPZujJ8v/YyfAn7CvMvzEFIzBD+1+Am99/bGi4wXGF1nNCY3naw2HwkjwfQz03H69Wns6LUDFVwraCzXjic7MPfiXJWvfdPgG3zd8Gt93ypeZLxA7729AQDeDt6IHBCp9OWcdnYaIl9E4sTgE/B08NQ7D319euRT3H57G50rdsbSdks1rrvl4RYsurIIAOBu546oAVFwtHFUu74uFztT+uvOX1hxcwU2d9+MBl4N9Np25a2VWHN7DQDg2MBj8HXylb126PkhTD87HUuClqBLpS6y5RNOTMCN5BvY33c/BuwfgOru1fF38N8QiUVKn+vj1McYeGCg7P+wLmEYe3Ss7H8HawcwDIOogVHwsPfQq+yapOWnoW1EW9n/1gJr9KveDzNazIBAIEBafho67+yMAnEBnG2cETkgEm52bpAwEgw+OBhFkiLs6r0L1kJrpff1KPURPj38KfpV74cfA340WZmNJS1nkaQIjf5tpHa9Xb13oUapGsVYMtam+5uw5NoSrA9ej6a+TQH8dxGUFKm9WCvaeG8jll5fig1dN6CJTxOTlGvWhVk4/PwwDvY7CB8nH522USy3Id95kViExpsbA2C/e6XtS8NaaC0L/FffWo1Vt1ehjFMZJOQkyLb7o/0faF+hvc75KNr5ZCfmXJzDWWYjtMFfnf+SfS6Kvo7+GuffnAcAlHMuhzfZbwAA05tPx7Baw5CWn4buu7ujVblW+C3oN7V530q+hZGRI/FF/S9k550FrRegV9VeBr8fY1l06HJiYiJ8fLgHnY+PDzIzM5GXl6dym4ULF8LNzU32Y87OtQzzvrbiZeZL2d/fnfyOs96h54fw86WfAQDzLs8DAEQ8jkCBuAAvMl4AADbc36Axr7FRY3Hk5RHkFuViZ8xOleuIJWKIJCIceHZAbaACAKtur9KYlzq/Xv1V9ndyXjJi0mOU1jny4ggYMFh4eaFBeejr9tvbAIBjr45pXVcaqABAekE6LidcRoG4QOW6DMOg++7u6L67O4okRZzXJIxEVqtgSiturgAAg/ad9IQBAN9Ef8N5bfrZ6QCAKaencJaffn0aWYVZ+O3ab0jNT8XlxMu4nnQdjTc3xro76zjr/naNe+KSD1QA9s4xX5yPA88O6F12TfY/28/5v4gpwo4nOzDrwiwAwL6n+2SfYbYoW3YcZBVm4UnaEzzPeI6k3CSce3MOjTc3xuYHm2Vpbbq/CfnifGx7tM2kZTZG5MtINN7cGHuf7kVsZqzGdZdcW1JMpeL67dpvYMBg5oWZsmVzLs5B4LZAJOYkAmBrGuRrlxUtub4EDBili60xdsfsRr44H+GPw3Xe5tuT36LF1hZIy08DwzDov78/eu3pBbFErHMaO57skP29+OpiNNvSjPNdk55v5QMVad7GULXvRBIR53NRJA1UAMgCFeD9uXHf033IFmUj6mWU2n2w48kOfHrkU0gYCee88+M5ywb8JW6eldDQUGRkZMh+4uLizJJPkaQII46MUPmahJHolEaLrS04/+cVqQ7AAOBa0jXZ3xkFGUoXUIZh0G9/PwRFBBl00OQX5XOCL1XOvTmnlKc6R18d1bsMxS3yZSSabm6Kf+7/o/TajPMzEJ8Tj4ScBCTlJnFeGxM1Bi23tURWYZbG9EUSkeyEremzVSTfZGeImDQ2iBRLxDoFVfLrSIPcP27+wVlH23s1FwFUN0vteboHABCfE89ZbiWwAsBthu26qysmnJgAAPjl6i+y5fp8JsXlh9M/AGCPv7d5bzWumyPKMVs5RGKR0jlGkXRfA8CumF0oEBdg66OtYBgGPff0RPDOYK1pmKPWUszoHmicijuFQkkhol5GIUeUg+cZz/E6+7XWfS/vz1t/yv4++uooxIxYFjQ/TXuqczqm4mTjZPC2J+JOyP5OzU9VuY6mG2FLsmiw4uvri6Qk7oUiKSkJrq6ucHBQ3cfDzs5O1pnWnJ1qU/JScOvtLZWv6RqsKH6Rm29pjnmX5mndbnfMbvTc05MTLEhraQy5qLzNfYtmW5rh62j9moZ0fZ/monjXra/DLw4DABZfW6z02r5n+2R/KwZl15Ouo0BcgLOvzyK/KF9l2kWSInTa0QnddnXDujvr0HxLc0S9jNKpXC8zXmp8XcJItF5oLyVcwsADAxEUEaQ1P/lgRT5Qkn/f99/d15qOtGympK0fkmJ+0oufYpCm6qKp7UJqadqOb3MFWxkFGQjaHoR++/ppXE8oUHF5YIDcoly8yX6Dt3lv8TZX80XfWmB8sFIkKcIvV94HoU/Snui0Xa4oV/Y3AwYX4i8YlL+m/h1/3f3LoDSN4Witvmlbm5vJN2V/WwmtNKzJPxYNVgIDAxEdHc1ZduzYMQQGBlqoRO+p+qKKJWIwDGPUnXHE4wid1nuT/QaZhe/741xJvKJXPtKOwQDbTAVwqwh1IQF7ocgV5VokcPnfuf+ZLC1N5VdXgzTt7DQ029IMGQUZSq8l5yYjNT8VSblJslqK6Wem61SW3KJcja9/dvQzNN/SHO/y3qldZ8HlBXia/hTZomyt+XGCFbn3OvXMVB1Ky6VpP2YXZiNHlKO1Bk+eyguihvyk6+tSo2TKYEXCSDgXP1PQFqyoC5TVyRXlam3euJl8E63DWyOrMIvTtK2KqouZUCDEo9RHsv+1nQtNUbPSZ28fbH74vnnPVqi9o+fxV8cRsDVA9n9eUZ6saRFQX6OninwNkyJLdPY1tOOu9Dogpc8+4AOTBivZ2dm4desWbt26BYAdmnzr1i3ExrJts6GhoRgx4n3TyldffYXnz59j6tSpePToEVatWoXt27dj0qRJpiyWQVSdRAfsH4DPj31ebGVoHd5aFrQsvqpcO6DJtyfYttq4rDiDI2iGYZCQnYCArQH44ugXKtcpFBdy7gCzC7MtXiOjirryA++DMnUuxl9UWpZekK68oh7f/azCLKX9JA1OryZeBQBEx0YrbSdlb6X7CetignL5AbaZTF8MGGQWZiK7MJtzYbyaeBWB2wLRYmsLvYJMbSdMdcfSpYRLWtM2ZbAy4cQEBGwNQHx2vPaVTUSfmpW0/DQEbA3AJ4c/0bjer1d+5fyvKbCUXqTlmwuEAiH+vvu37H9t33VTBCuxWdy+Pe39tHdanXF+Buf/ZdeX6RTYq6KuyUgkFmkNtvUlloi1Nv+p64enjbRvmxRfm3vUMemevnbtGho1aoRGjdge7pMnT0ajRo0wcybbISghIUEWuABA5cqVcejQIRw7dgwNGjTAkiVL8Pfff/Ni2LKqg/BZxjNcTrhssjwyCzO13gnNuTAHrba10noXpOjU61MAgA33Nhj8JZUwEhx8fhAAcDnxssoahk47OiFgSwAKxAWIy4pD4LZAfH1c/5FI8kRikcnb6y8nqv/ctNUECAQCFIoLZXfWx18dR8jBEOX19IhWWm5rie9Pfy/7f/+z/Wi1rRXW31uv0/bSIYn6UjzxS+la9qMvj6LVtlYI3BaIMVFjwDAMMgoyMCZqjGydA89174Sr7WKmLuCYf3m+1rQ1dQDV15nXZwCwTbTFRZ+aldOvTwMAHrx7oHE9xVo9Tf0/hAIhHqc+5jQ1WgmtOH3btH13NNVKGEpxCK2q85K2c54+/V7UGXZ4mMlrJ4YfHo4WW1tobF6r5l5Nr9pLdY7HHjc6jeJk0t5P7dq107gTN27cqHKbmzdvKq9sYeb4ksmLz45H8K5g1Peqj83dNqtdT91dsa7ke7LrS8JIOH0KWoe35rzOMAzSCtIAALGZsTjy4ggAcNqGU/NT9R7q2m13N6VOr+akrWZFAAE67OiAjIIMXB12FZNOqa750/cuS36Ek7Q2Ytn1ZbJlmubm0beJQErdnbBQINTpBP4w9aHs7xvJNzDl9BStI7UyCjJkc7eoyledq4lXlcokZsR4lv5Mazml65qaKQMgbfLEbM1KXlEeGIbROAxfV4rNNppqRqwEVth4fyNnmeLnZe5mIFXXE/lz8/LryxF2LwyL2y5G18pddU5368Ot+L7Z99pX1OBh6kPU9Kipdb0CcQFEYpHSXF2q3Ht3DwA0jniKeBwBkUSEOS25o4Us1Um+uJS40UDFxdTVe4qkF/Y7b+/odJdoKvpE5NpORPInOgYM526/QFyAJdeWICgiCFseblHaNiUvRW1ZzBWoFEmKkJafpvyCll0iEAhkd2/Soegq1zPiLkvV8aapPdzUzRGGNt1pC1TeZL9B6/DWGHpoKNLz05Ve13RTsPbOWqWaxxxRDnY+UT20X5GqEXUpeSk6bauOPkNejVUkKUKRpAgttrZAq22tNDZr6fq9Vtzf2mpWFI9pxQ6z2o4bXZug3+W9U5mWqhEr8t+VsHthALjTFuhi04NNJumDpMv3puOOjgjcFqhXbfHh54c1vq5Yw5dVmIWW21rqnH5JRMGKGuauWZGvsdC1060pqGo+EIlFKk/iuaJcjRdg+XkApJMvSTXd3FR2V6Z4Itn+eDvab2+PlbdW6lX27ELDmrOkvjj2BdpGtFW6M5cPylRVKctfCLY+2qo2fWOe+q1qP2tKz9S1BsYOp1YkPYkffckOcX+U+ghtItogLpM71YCmO29boa3S8fou753OE5Mpznvx69Vf0X57e60XAoZhkJybrPI1Q5vfDJWanwoJI0ERU6TxYqfr56d4XtPWZ0UxXX1rVnTp1H8p4RLabW+H6Wemo1BcyLmhUDWwQNW52ZCby1bbWpmkOUWTtPw02TlF2ygm+UD4dfZrvfK5m3JX/8KB/Z5qG9HFFxSsqGHOmpUL8RdkkysVt5TcFM6JODU/FV8d/wrttyt3Wht/YrzG/SCdCwNgO6GFP9I+WRPDMLIJ9NbeWatP0RG4LZAz0ZG+pB1XFe9KpBfW9Px0paYugNtMtPfpXrXpqwo4EnMSdTohqgo+iqO3vkgsMsvJKjEnEQnZCUrHj+L8PJqOr9isWGQWcGeoXntnLaJfqe94LLXp/ialu3LpiJKl1zXPhDzj/Ax03NERf9z4Ayl5KRCJ3zf9vM5iLyJp+WnFMo+LfLOTKc5JirWWmoINVbUi8iOBAGgcsaarv++wHXaPvDyC7ru7o21EW9k5StV7VrXMkO9KEVOkNijVlbbmWPnZmbWdB/SZ+wXg3mQaenM9/ex0dNjRAafj2D5PfBwcIUXBihrmrFn58tiXFptVs8uuLui4oyMOPj+IlLwUBEUEaRwWrevBezP5pk7t+dJZXKUKxAWcWh1tX+iuu7riXso9ncqkjuIJWnoCls6Wq7S+jndfuUXcId7hj8LReWdnpdlhdZVekI747HiznkBGRY1Chx0dTJ5u8K5gdNnVRem9K9akaGomeJX5SmXHaHWdhOVp2ud2VnZqX5MwEtkcPOvurkP77e0x5NAQ2eunX5/G33f/RtuItui4o6PWchjrTdb74NyQ4fcA20SQUZCBTfc3KY1i07SdUCBUupgrjiAbHTUaSTnGNdvKnzekwZR0tJeqeVqScpOUmuMMrdXstLOTxqZdbeKyTDMpaXZhNjrv7KzXNoMPDkb77e3xPOO5wTe/0u4I0lnZi7NPlr4oWFHD3H1WLC30bKjK2hRFut49NvNtptN66+5yp3nvvrs72m9vL7tjfZz2WGsae2L2aF1HE8W7sB/P/YibyTfVXgwUmxM0kQ4PFEvEsr5I/zxQnkFXqlBcqLa26OdLPyN4VzA+P6r7cHl9+1TceXtHr/WNpXgTYIpJw/T1Nu+t2v2kav4Wxer732/8DqB4OjTKP/ZAY7AiF4BLa7XiMuMglojRcltLtA5vrTKA01Szci3xmk7zOymuI18TpQtVF0jpd7SMcxml1+Zfno/Jp7jPWTPmfK3LozzU0adZUNO+VvVoE22eprOz5y68vBA/nf9J7+3lSd9HcfbJ0teHfUU2wocerOhK174R8y9p7iSsbm4A6Z3b+TfnkZiTiEEHBmnNy9j+FaqqjFfcXIEXmarvsFTNs6KO9E4l9GwoZ7m6zny99/ZG112aRzHoMyHg/86bbiI9c1D8XhXXxFTyfZHyivI4w8bl8bkaXNN3Uf470XlnZ3TZ1QXd93TXWqun6bukKj9VwaViR3DpQ/90paq/hbSmRF355KeNB4w7XwsFQrzMeGlQ/xVjL+5xWXEQSURGHXe6zDmkq+Luk6UPuiKrYUxnyQ+JrrPeapsHpunmplqrKk05h40mqk5sVxOvcoYNa1tfmyMvj3D+/+KY6knpjOmDo4p0lkpzPlfGGIrV5qbu2AtA5Ygvxb5IquaYeJ31Wuvswpak6WKq7jX5mV/1TVNX5pjFVfjfpUnXG4U32W9kNTT6Tpq2+tZq9NrbC8tvLNdrO8C4ju5nX59F993d8VnUZ2bv6KtNNfdqAKByxB5fULBCNJKfV8NYmtpkj8ce1/nuwugLnJ5xqDEPDpNS1x/GXPRt/y4umx9u5nSQNUewIt+pUVcxaTHotrsbuu/ubvLymIo55o0xBXM8rFB6g6DrMHXg/UMim25uqldehRK26U/XCRnlvcp8pfc2UtufbAfAzldkju+BPkrblwYA9NjTw6Ll0ISCFcILlxIuaXz0uby7bw0bpielb9ODt6O3XusbcwIzhXd573g9QZT8UH2+NLucijsFQP+HBxbnHbGhHWw1MUX5zRGsSL+i+tQ8ano8ha7MWbOgaV9b+nvwNP0pr/urABSskBLocdpjvR/KKE/fZh1Vk9pp0nNPT73WN7V229tZNH9tHqQ+kHXCtHT1t5Shd7bFeUcs7VBpynK8ytIvsFbVp0GfYIVhGDxKfYTnGc81TtAnhFDnJ4GbUpuINsWWV2re+6H1x19Zdur7d/nvsPDKQouWQRsKVkiJpM/zZxRpe34KMa+Mggwsub4EQPFe7DUx9M62OO+Ix0WPUzuxmKH7cfjh4ZzaC0OCx/vv7uu83f5n+zHowCD02dtH42hEoUCIk7En9S5LSSI/Z438nFWWUpyTkxqCghVSIt19e9fg5+PIP7uIWIa0tsqS1d+c+X0MrVkp5pqhP2/+afLqevlmVUOeVL3s+jIcfqF5VmApXS+Iugxw4HNnUF3Iv0dDn6T8MaFghZRIsVmx+PbEt5YuBjFCSl6KRWtW2m9vj1xRLm4l3zI4aLqTcgc3k29CLBHjUeojlc+yMaWTcSfx560/lZYbEzTJd9w1dFIwXR+YqmsTrAACrQFL0PYgja/zHU2PoZ/in5GJEBO5mHARr7Neo7xLeUsXhRig/fb2WNB6gUXLMDZqLO69uwdfJ1+Dth8VOQoA0K1SN9lw9b199qKqe1VTFVFJ2N0wTGw8kbPMmKBPvjbF0GAlNlP7rMKAcjnVNckKBUKttTzFUStnbGd+eYrvvbjmGPpQUGhHSrRuu7tZugjECDeTb1o0/3vv2Ec3GPusLvl5dfru66vygZimoulxAcYypBkIYGcFVveg0bisOMSk/TdDq0JMFXIwROU2AggQdjfMoLKYytXEq/jk8CdmS59qVvRDe4uUeHwZUUL0p2vzQUljzifZ5ovzlYamG/MdkL/jNzRYAYCRkSNVLu++uzv67++P9Px0nWuABAKBxTtfn31z1qzpZ4uMe4r8x4aCFVLiWfqkRogic9Z+AMDoyNGc/435DsgHOsZMt65upJLUq6xXKqfWV8XQWoe4TNM8WBCgZhq+oWCFaGTOp0+bCl9n9iQfL1VPkzblKB7FB34aU7NyPem67G9jala0WXBZ9/5JQgjRxKeJ3nl032O6GYjN2UxDtcH6o2CFaFQSAgH64hO+UVXTsfXR1mLNT1f7nu2TzflhzmBFn/mNhEIh7K3tzVYWSzO0I/PHjIIVUuIdfnEYJ2JPaF+RkGIikSiPVJE+ZNIcjA3Y76WwHY0tPe27lLXA2mLTv19NvArA9DdB8unliw2bI+pjRkOXSYk34/wMSxeBEA4J3l/077y9AyuhlclrKZ+kPUGNUjUAGN9vSzopGV+CFcBytbpjosZgb5+9nM/QFE7EnUATnyawElpZfHr9kohqVgghxMSkD0bMEeVg2OFhGHJwCGd6dVMYsH8A0vLTEPUyyugZUFfcXAGAP8FKVmGWrIbDEmLSYpSGWRtry8Mt2P10NwDg2Ktjpk38I0A1K4QQYmK/XfsNtUvXhp+Ln1nzGRM1RuMDDnWVI8oBAJPXJhjq25OWn53aHKMMz7w+Aw87D5pe3wAUrBBCiBlcTriMiq4VzZqHKQIVecb20+BLzYyxIh5HaB2KbYhTcadktW5EPxSsEEKIGWx9aL7RP+ZibLDxoQQr15KuWboIRAH1WSGEEDPIEmVh7Z21li6GXihYIXxFwQohhBAAxvfToGCFmAsFKzyyquMqSxeBEPIRMzbYsPSDKcmHi4IVHjFkemlCPkTm7phKVDM2WPni2BcmKgkhXBSs6KG8c3mzpi8Q0IOzCCGWQ804hK8oWNGDtdC8g6foKZ+EEEuiYIXwFQUrejB3sGLOp3wSUpLQwymLX3x2PO13wlt0ddSDlUD5se+mRM1AhLDMMXso0WzooaG8mcGWEEUUrOjBSmjeYEVIHwchxEJS81OpGYjwFl0d9WAtoGYgQsiHi5qBiFSAb4Cli8BBV0c9tC7f2qzpUzMQIcSSPoaalanNplq6CCVC9VLVLV0EDgpW9PBZ3c8sXQRCPgrmuMN3s3PTa/01ndaYvAx89zH0WTH3FBTEPChY0YONlY2li6CXvtX6WroI5COyu/duSxdBrfZ+7fFFPf0mLGtVrpWZSsNfH0MzULYo29JFIAagYMUC2pRrY/Y8RtYeienNp5s9H0KkqpeqzruqY6k+1frA1srW0sXgPTEjtnQRzI76BuqGb90SzPKprVy5EpUqVYK9vT0CAgJw5coVtetu3LgRAoGA82Nvb2+OYvFGzyo9zZ5HM99mcLJxwvrg9WbPi3xcNnXdpPa1dZ3XmSQPUw9dFkJIky7q4GOoWanmXs3SRSAGMHmwEhERgcmTJ2PWrFm4ceMGGjRogODgYCQnJ6vdxtXVFQkJCbKfV69embpYJtPMt5nRaRRHZN+2fFsAbHnl54cZUH2A2fMmH7bGPo3VvlbaoTTqlq5bjKXRjVAgNMmd4pH+R0xQGv76GDrYVnCtYOkiEAOY/Kq5dOlSfP755xg9ejRq166NNWvWwNHREevXq7/DFwgE8PX1lf34+PioXbegoACZmZmcn+LUtVJX4xMphhs8dSfmzhU7G5ymi42LwduSD4OHvYfWdUwxH5GpL5qmCFSql6qOcs7lTFAa/voYOtiaY3LPv7v8bfI0LY1vNZEmDVYKCwtx/fp1dOrU6X0GQiE6deqEixcvqt0uOzsbFStWhJ+fH/r06YP79++rXXfhwoVwc3OT/fj5+ZnyLWhV15N/d436MPQAHFRjkMY7avJx+C3oN63r2AiN74jeokwLvdZv7K352DT0uD828Jjsb4ZheNeOb2p7Y/ZaughmZ46a7ea+zU2eJuEy6aeWkpICsVisVDPi4+ODxMREldvUrFkT69evx759+7B582ZIJBK0bNkSr1+/Vrl+aGgoMjIyZD9xcXGmfAta1S5d2yxRdH2v+iZPU0r+RH0n5Y5BaQSVD0J7v/amKhIpoZxtnAEAkQMi1a4jrX00phaiS6UuWNlxJX5p84tO69cuXVvj64Y2A/k6+Sot29tnr97plBSXEy9bughmZ46alQ89iOUDi3eLDgwMxIgRI9CwYUMEBQVh9+7d8PLywtq1a1Wub2dnB1dXV85PcQsoY9zMfqru8oprTof0gnSDthMIBOhXvZ9pC8MTg2sMtnQRShxNgcigmoOwquMqbOuxDUcHHDUofSGEaFu+LbwcvQwtIodAIDD6cRbSzqdV3auaokjEQiiw0K6+p/lung1l0mDF09MTVlZWSEpK4ixPSkqCr6/yHYoqNjY2aNSoEZ4+fWrKovGat4M3XGzN2B9EIP+nYV9UK4HVBzvkr3U5885MrIsapWqYLe21nVQH/uYiFAjRpnwblLIvhTLOZYo1b3VshDZ0kSK852DtYOkiAADWdObfhIgmvfrY2tqiSZMmiI6Oli2TSCSIjo5GYGCgTmmIxWLcvXsXZcrw4yRnLvJ3nPKd2swatBjhQw1UAH7caW3oukGv9Z1snHReV9+ZW3X1if8nZknXHCq7VeZdh0FdNfBqAACo6kY1Oh+6CY0moIlPE0sXAy62Lrz7vpj8CjR58mSsW7cOmzZtwsOHD/H1118jJycHo0ePBgCMGDECoaGhsvXnzp2Lo0eP4vnz57hx4waGDx+OV69e4bPPPuyp7eXvOOVHPhzqd8is+Tb0bqi0zFqo/QGN5mjn5QtLfylthbZwtXXVKyA83P+w2teWt1uO3lV7v19gprc3sfFE3gTX6gLOw/0PY2evnfB08DQ47YZeDQHAYs2gc1vNxbou6/B9s+9Nkp58p2HCLzZCG7Qq+/HNnKwLkwcrISEh+O233zBz5kw0bNgQt27dQmRkpKzTbWxsLBISEmTrp6Wl4fPPP0etWrXQvXt3ZGZm4sKFC6hdW3OHuQ+J/ERMpexLmTWv6u7vZxg9OuAotnTfgpktZmrdjmpWzJ//ycEndd5G0xBiGysbo/tV6cLRxhGBZXSrMbUUPxc/1PSoaVQaazuvxYbgDRhea7iJSqUfR2tHtCjTwiSjrADoHbiZs4mScAkFQgSWNc93anbgbL3Wt/R5UZFZrkDjx4/Hq1evUFBQgMuXLyMg4P2J89SpU9i4caPs/2XLlsnWTUxMxKFDh9CoUSNzFIu3zD23gXzNgUgikv3t4+SD+l710bdaXyxrt0xjGqaYO4OvLF2zIg0EdZnDRBeVXCtx3pOl35+pHRt4DHt679G6nuLwZ0NPvo42jmjq29Ri3wHp52eqWX31vfH4udXPcLdzN0nefDGy9khLF0Gtup51sbTdUpOnW9W9aomeJ+jDvV0uQYpzimv55ifpSUsgEKhsHpKn7gTXvXJ3AGwfiuhB0SrX4TtDao30aa7Ttq4pa63+7fav0gydpgxWDLngd6vczYCM1L/k6+SLaqU0T5neulxr/NHhD4UkP6ygzVD6Hm92VnZazw8lzXdNvkMtj1qWLoZa2obim1JJmZWZghULkJ40pbPJjqozqljyAwBXW1cc6ncIxwce56zjZqu5E6a6Pis/NPsB4T3CcXLwSXg7ehtfWBPSdY4OQy5i+kzZrW5d6URSX9TX72nAmtQpXcdkaamiGFjrcrc/O3A2NnffjHbl25mlTKXsuE2nW7tvxZ8d/uTNyApTsVSwJYAAJn5Uk8VZC61lHZf5xBLPZirvUr7Y8zQEBSsW9EubXxDeMxxj640t1nwruFaAjxN34j4bKxsMqzVM7Taq7sYO9TsETwdP1PGsI7sw8OluRde29uJomx1Sc4jSsoVtFiK8R7hJg1VV78Wc708s0f6UXkcbRzTwaoA6nvoHUrpcoH9o9gNnvXpe9VQ22fCtDV5Xhta81fesb5Lvo0AgMPmDJYlq0v1MtYDKKFgx0MI2C41Ow8bKBnVK1+FN51VfR/Vz4aiqWVFVY/BPt394M/W0rn0MDL2Ijag9Qu1rAb7cDq7Tmk9TWsfOyg51PE37+cs37eni09qfYmqzqQbnJx0ho8vDC811Ai6pI9V29Nqh03rSz1Lf5yWFBYdhUzf1T8jWlQDqg5XP631udPqWwsfg1ZigcHHQYpOUQfo95VvAxI+rZAlkzg5no+uMNlvammj6ouh6QbW3tse6Luuws9dObAjWb+4QU9NlSDYAg2c2ndJ0isrl64PXKz0wUlVZzHGyVHWC0XTSkTASve6+FY+Rdn7tsLfPXmzstlHnNPRhyjt6U1axa3sWkS78Pfx1Wk/aRCtmtNdiybO3tjdJU5hAIFC772p4mG6kkK7BGwBUc9fcZ6mkPljQ0GM0elA0ansY3s9FfoSYqhsrPqBgxUDmbFv8rsl3aOrT1GzpG0Kfu1ehQIiaHjUtPi25rmU2NGhQFcAdHXAUzXyb6ZavGe5cpO9F17SLJEVG51nVvSrsrOy0rie/nw292KsbKq3L+zXlk5zXdVlnsrS0sbFihyyLxCIta5qHppoVU9ZqlXUuq3O/t+29tqs95jwdPC1y7hlTd4zRaRjaDGRof8GQmiEA2Cb9g/0OYmevnRjqPxT/FYJXKFjhIaFAaNK5DXS9GGv6ghjSVOFs66z3NrJtbQzfVkoAAc6GnDVoW0OH+OkzvbwpL56KNH2W8vukSFKE6qWqq13XXOTvfK0F6mvAFN+HMX1RTFlLY2tli9L2pU2Wni7qedXTeV3ZBccENAUrxj5vSYmOH5GN0IYzZ5Q8CSPRKYgy9c3CxMYTzTZbtC70fT/7+u5DaHN2glZHG0dUdK2Imh4135/redZNiYIVA5m7vVM+ODg35JxZ81Jnbsu5sr8NuYOyEdoYHCwMrjnYJEPq3O3dta5jij4j/ar1w8WhF2X/tyrHzkKp6YLmaONodL5SJwefxPmh51W+pnisutu7y57y3bdaX7jZuZl9RBrAPZnaWNnIJllTNTOruhOvqoumrrWcgWUCYS2wRgUX3Udy8Ymng6fSKD5VGnk3wvTm002XsUD9PjbleVAAgV5zTgmFqr+3Ekai03fa1OdwoUCIyq6VjUpDup/NdX2R/15VcatSoubPomDFAnQ5EPtU6wOAHW9vbLRu6B0EZ04WNScGbXQJFlTpXrm7yYbUBZUP0vi6qv2jbzOfp4MnpyapvEt5RA+KRuSASKV1G3s3xrkh51TOSDqwxkDZ3+382umVv6vt+yeQazvGNnbdiKMDjsrmzzBmOnpD/dDsBxzuf1ivZwwZczdcxrkMIgdEYkevHbx8qqwuFEfxqeLn4mfSTtumrnHVRJ/aRnXfUQkjUWoiKimT2hlS2yqbk8XU8Q01A30YzN1T2t/DH9GDorG5+2az5iNP8QInX5uiqapem7JOZQGwk3npYl2XdTpNkR45IBJ+Ln6y/22FtirX0zY7r6oTrimaDLwdvWFvba+03NXOVW0AOqPFDEQNiELUgCj80f4PlesoUve+pVQdqzZCG4OeiGzMflE8voQCIfxc/DQGVqa+w/Rx8oGjjSM2dt2I4wOPaw1kNeHjaBJz0NTB1tC+e2s7rZXV7hmanrr5iSSMROl792ntTwEAHfw6yJbxbbQLYNj3a3O34rtGWBIFKzzm7ehtkueBmOKkquvIGlX299uP0yGn4eXgxVl+uP9hlf0lfBy13z0CbBNLXFac7H9171PaQVGefAfmym7KVbeKJ43vm5rmIXLaCAVClHUui7LOZSEQCGRBjaqnLI+ty87P82PAj0qv6Xsi5uOJWx/6HuM2VjbwcfJBPU/d+4EossQEXpYggACj6o5S+Zo+/Wjk+Tr5oowTN1jWtxmonV87rA9er7RcOmpK/nwTUCYA0YOizTKNvSkZUlMlPb9p+w7r+x3h2zmBghUio3jylf/iGBOs2FnZwcPeQyl9b0dvfNvoW6X1NX1J5IcEWwutDa6Glr/4O1o74sLQCxrXH1lnJOeurLgcH3gc54ac4zTxSE1sPBEnBp3AgBoDjM5H5zs6I67Phow80iUgMKa2R/q4iA+JqS8yAgjQsmxLHB1wVOn5VW62btjXZ5/+aaqprdG3GUTVjY003b1993KWezt6F2sfjW6VuuFMyBm9tjHmPKuLklwbSMEKUYvTDGSCL9E3Db/h/C+EEO382mFcw3Gc5S8yXqjc/uTgk/is3mec8s1pOUdl2oB+X0wXWxfO/6pOpNI8ivMR7vbW9mqbjAQCAbwcvVS+Jn+9kr94KU5WV5x6VO4BwDRzlCgy9ALt5+qHvX32GrRtan6qQdvxgXzfKG2k36MyzmVwuP9hLG4rN/mYACjtoP+oKKFAqDrIVFhU1U3zEGT57/iA6mzQ/lOLnwBobx6Vrq+qOUofinMqSVkLrVHKvpTK19QxZkI2Xc53Jbk2kIIVIqOpz4opOtK1Kd8GKzqskMuQ/aXYubNWadWTlHk6eKKKWxUA7PNgBAIB+lbrizMhZ/B1g6/1+oJrW1fVibSmR02cG3IOqzqt0jkfS+E8dVnuc1U3F0RxVPn6ufrh3JBzKqvu1dHlBKxpaK0uVDWx6WJlx5UAgN5Vexuctznosi9mtpipsrZOam3ntSqXO9k4KY1iM6SpWuXkhQJuM1B9r/rY0XuH2lFuADvrtrXAGk42TpgZOBNnQs7IBidoU61UNZwbcg7/dvtX7/JLfd3ga/wW9JvK13S9Wbr0yaX32/Cs6YVPzFvnxBMMw6CoqAhisX4zQJax5bap5ufny/4WFgmVXteVsEjIScuQsmgjn76PrQ8KhAVKyxXZSmw5+XjaeKKSYyXYCe3AiBjkF+VzXtf3PQCAm9BNlkZ+fj7E/2/vvMOiOro//t3CLr1JRwQUxAJBRSHYC4qIisSosWt8jbFEjbEmvlHjq6ixxhhNDIgxiqJBJdYYe0GxgIgKImKlRaVIXdg9vz/47XUvu8vuIkbU+3kenoede2bmTLkz507lS5XiFUqFTNiq4jvz0RkI+ALmtwEMUFZWBluRLSRSCSNfUV6BMoFyOEp6lFfp0dmmM9Ly0wAAlkJLCEQvjTV5XGKIISl/GYc8DAMy0JgfclkzvpnOeWetZw0ofChq8i+QCpj4ZBIZ8z+vkqfSb/UyUIesQlarcpcjhhgVkgpUgH3AWfW4GT0r2M9M+aZKdUMgFcAQhqx6pQtGPCO4GrpCwBMguHEwolOj8aXPlxrDaWfVDidCT4APPi4/uqxTnHI9tcnz6npo8mPMM2b5UdeOuRu7I7MoU8m/v4M/mpm9PF1X09d4bUZdeTye0qJ9AU/Amgb6rfdvEPAF0BOpN4b0BHq4MOwC+Dw++Dw+ayRD0VhQlwb5qGUnx044+0S3YxbOfXJO552armauSiPHRnpGaGPTBtdyr6GHcw8AtZuu0cbQeZungXj0No8LASgsLISZmRkKCgpgaqr8pSCRSJCVlYWSkhKdw67+IjsYOzD/l1eW41nZM90VBmCpb6lyl4guumhCUdes4izmZVV0r05RRREKywuZ33ZGdi+HJf+/kivqUVNY6pBIJXha+hQAYG9kDx6Ph5KKEuSX57PilY/k6BKfYjqBqvls+Rx19fzTF+qjrLKMpQcRIas4C0BVw6l4vLm6uOXhGouMa/xSVZTVF+orzf1rIqckh3VpoKa8KK0sRV5ZHoCqufrcklwAVYuSxULlkz+rl706rA2sVS5YflWql08DgwYQC8Ss+gIAYqGYObtG7sdC3wIV0goUVRQBqF29VDzfQttzOuTISIbs4mwAVfWgSFKklT8HYwet3uvq6fmn5B9UyNSfZmttaM0a7VDXjuWW5KpcR2QgNICZvhm+ufEN0kvTcXTgUZYOZx6fweTjVVO310Zeg4AngPdvut1gfPijwyiQFOCTAy8v+Lw24hraR7VHmbTqvbwx+gbzzGsreyGv4jN1lEvL0fb3qoX024K2Mdv0VSEjmVIamlk2Q8rzFLV+VOkw8tBIJP6TCADo17gflnZaytI9cWQivr3wLWLTYwEASzsuRb8m/SCVSVEmLWNG+XJLctFjdw+NaVTUI7MoE4F/BKqV+73P75h3dh6zKUFTHq69uhbhyeEq46orNPXfirzTIysymQwZGRkQCARwcHCASCTSybKszGO/yK4WL3eNFEuKISiu3WIteyN7nU93ra6LJhR1leXJmOFVRffq5JXlsToGZzNnpa8mRT1qCksdpRWl4BdVdQSu5q7g8XiolFUyXxtCnhAuZi5MOekSn2I6AcDZ1JnpWKvnn5GeEYorigEALuYuTOckzZMyelSS5rjl4VqILWBlWPNZJXJZIz0j3TvUfGilj5wXkhfQK65Ku7OJM/Ciyt3ByAFGIuVpj+plrw4nYyfo6+lmaGtD9fKR61lSUcLUF6DqID356cJyP7ZGtiivLGcM3trUy1eBiMAvqNLRxcwFmcWZKKnQ/HHkauGq1XtdPT0u5IK7+XdVyqoqX3XtGK+Ap9LoMRGZgFfMw9iGY7E4fbHSotfqX/C1mSLm8/ho2aAl1nZbi+knpzNudXmqsy5TKtXTIOQLsTN4J1pta/XKeizrtAxzz87FPN95EPAF+F+H/zE7+OTGiYAvgBH/ZbnVas3KOz6F9E4bKxKJBDKZDE5OTjA01P20UL4euwLr679spCv5leBLareOQyQWQV+sW4NfXRdNKOrKF/GZhWuK7tXRIz3wK1/Go6+vr2SsKOpRU1jqkAlk4JfzGf9yo6SlQcuXcSg0HLrEp5hOubzcWKmef0KRkDkqXF9fn4nTzswOuSW5aGjaEA8LH2qMWx6unlhPs37/LysUCXXOO4FIAJnsZUOuyb+EJ2Hqp1hfDH7Zy//1Rcp+RSRilb06xPri12KsVC8fuZ5SgZSpLwA77+R+RGJRVb2SvSzPfxsP/apzgfg8PoQVQq2OodfX19fqvVaVHn6xan8GBgZK5aOuHROWClVOjeuJ9GCmbwajHCOYC821WgPj2cATyc+SAQAtG7RE6vNUlnFdHfl6OMX1QnweX6ety6+ThJEJrxyGvG0LbhyMbk7dmLU+PB6v1uukqhPWKUx7fd5yY+a9WGBb29NXOf495HPOdX0ipq5YG1qjeYPmSruDNPJ2twMcr4hi3a1+fsjrQD6KZyqueei8Jmq8ZZ3PBw888MFXWu+hanRa8fBKbaa45dOzimHXdPhcbVDsnGu7APv6qOsY3HRwrfwqpqUur9YAgMvDL+Py8Mvo27gv41bX61Hq2/oWrhfneC9QPOlWE7UymN6SlV+vejJvXV4G+K4iEohe++WQtoa2aN6gOQyFmjtBdScVqyvL6u7alLnS+SUa+jl171h9q198Hl+nD5e66uA1haMv1Nd53ePbDmescLwXmIpN4W7hrrRjgIPjdaDH12MWMvN5fDQybfRaLs6rHqaqzt5S3xIigfKZI9qOYtS0jqS2UwvyM1Cq61unN5HrqFqQS5DqYHQot+ojRRx1B2escLw3iAQieFh6KC1ufdvncnXhfUrrm4TH46GJWRO0aNACHpYeMBGZoJlls1c2lCUSCdzc3HDhQtWJy9qWp6JRIJFI4OLigtw7uSply6Xl4IEHkUAERxNHnW+p1sYIkq/Z8LH1gYORw7960KI61I40vd0bZlm8ze8/Z6zUU7p27Yrp06crue+L2gf/Jv7M7w0rNsDT2hMTBk9Qkv3+++/B4/Ewuv9oxm3hwoVo1aoV6zePxwOPx4OdiR06enTE6H6jsW3TNpSXl6vUbdFXi/CB7QfYvXu30jPF8IRCIaysrNC5c2esXbtWKbxu3boxsop/n3/+udp8GTNmDCOnp6cHV1dXzJ49W+ksCk9rT4iEIqWwo3dFAwDizsbB09oThQWat+t+NugzCAQCXL5cdZbG/fv3mfA8rT3hae0JO2M7VjyRkZE4deoUeDwe8vPz8ccff+AD2w+Qk5WjMg53d3fMmDGD+R0XFweBQIDg4GCN+gFV9UUet1gsRrPGzTB5+GQcO3CM9YUpb5APHDiALl26wMTEBIaGhgjoGIB9Ufu0igsAoqKiIBAIMHnyZKVn8nTL/6ytrdGnTx/cuKH7tscW7i2wbZPyoV0LFy7EwK4vrxnggYeCvAIs+2YZnJ2dIRKJ4ODggE8//RQPHz5k+dW2DgHA48ePIRKJ4OnpqVI/xXSampqiXbt22L9/P+vZb1t/g7m5udLUR2lpKdq7t0dHj46ss3tqYtOmTXB1dUX79u0BAGIS4+tJX8PP1Q/BfsE4efwkS/7777/HF198wepwRSIRZs6ciYXfLESLBi2UDmEsqywDj8eDlYEVfuz+Y50fUd/TuScz6iAWiHHoo0PYGLCxTuMA3nzH/G8bOW86va8bzlh5B7C2tUb8+XhkZ2az3CMiItCokeavopYtWyIrKwuJqYmI2BuBXv17YfMPm9GpYye8ePGCJVtaUorDew9j7JSxiIhQfRKpPLyHDx/i5MmTGDRoEMLCwtC+fXul8MaPH4+srCzW34oVK2rUt3fv3sjKysK9e/ewZs0a/Pzzz1iwYIGS3K/hvyqFPWDAAI35oUjW4ywkXk7ElClTmPQ6OTkx4Z1KPoXRk0bDo7kHK54hQ4awwunfvz/MLc2xf6fyPSpnzpzB3bt3MW7cOMYtPDwcX3zxBc6cOYPMTO3O2JHnZXp6OrZFbUMTjyaY9dksTPqcfRXB+vXrERISgg4dOuDSpUtISkpC6KBQfDfrO3y/4Hs1obMJDw/H7NmzERUVpfbwtNTUVGRlZeHo0aMoLy9HcHAwJBLtOmVdyXueh2G9h+HimYvYtGkT7t69i507d+Lu3bto164d7t27x5LXtg5FRkZi8ODBKCwsxKVLl1TGvWXLFmRlZeHKlSvo0KEDPv74Y60Msz/++ANuHm5wdXPF8UPHNcoTEX788Ud2Pfk1HGnJadh+eDs+HvUxxo4ay3SSGRkZ2Lx5M5YsWYKGxg3B5/GZbd/Dhw/HuXPncOvWrRo7OVWGyqt0ipNaTcKqLquU4pAbL69yu3tNvIrh8Camc16H4fG2X2763hkrRISSihKt/soqy1h/is9KK0uVnmv6e12WtqWVJdp3bc/qCC9cuICnT59q9WUuFAphZ2cHOwc7NG3RFMPHD0fk/kjcTL6J5cuXs2T/iv0LTTya4D/T/oMzZ87g0aNHasNzcHCAl5cXvvjiC5w+fRrJyclY/T371lNDQ8OquBX+NB0OJBaLYWdnBycnJwwYMAABAQE4duyYkpyZuZlS2Lpua90btRddenXBxIkTERUVhdLSUggEAiY8K1srGBoZvszD//8zMDBghaOnp4d+g/qpNFYiIiLg5+eHli2rtm8XFRVh165dmDhxIoKDgxEZGamVrvK8bNiwIdr5tcOMb2dgwcoFiPg1AnGn4wAAjx89xldffYXp06dj6dKlaNGiBdzc3DB52mR8teArbP1pK5KuJtUYT0ZGBi5cuIC5c+eiadOmiImJUSlnY2MDOzs7tGnTBtOnT8ejR4+QkqL+kK1XIWxRGHKzc/Hrnl8RFBSERo0aoXPnzjh69Cj09PSURoC0qUNEhC1btmDkyJEYNmwYwsPZB2TJMTc3h52dHZo2bYrFixejsrISJ0+eVCmrSHh4OPoO6ou+g/oiZofqPFTk6tWrSE9PZ73Tt2/fRv/+/eHWzA1DPx2Kp/88xdOnVeflTJw4EcuXL4epqSmMREZoZtkM5vrmAAALCwt06NABO3fuVIpH1fqWumKi98R/rfOvq862tu32v23kvOtrZN7pc1ZUUVpZCr8db+Yyt8jAyNe2gjt0WChWL1qNCTOqpoMiIiIwfPjwWofX2L0xevfujZiYGPzvf/9j3GO2x6Dvx31hYmqCoKAgREZG4r///a/G8Jo1a4agoCDE7ovFqK9G1Vqv6iQnJ+PChQtwdnauszDlEBH2Re3DN8u+QbNmzeDm5oY9e/Zg5MiRtQrvo+EfYevGrbh0/hIaBVWNeBUVFWHPnj1Ys2YNIxcdHY1mzZrBw8MDI0aMwPTp0zFwQu1uVg75JASrF67G3wf/hn8Xf+yL2YeKigrMnDlTSXbw6MFYt2QdDsUcwgc+6i9327JlC4KDg2FmZoYRI0YgPDwcw4YNUytfUFDAdIoiUd13hDKZDPv/2I++H/eFlS37YD4DAwNMmjQJ8+fPx/Pnz2FpqXxysLo6dPLkSZSUlCAgIACOjo5o37491qxZAyMj1WdkVFZWMgaNpnQ+zHiIuLg4LNm8BCBgxX9XIPNRJhyc1B8WePbsWTRt2hQmJi93p3h7e2Pbtm0YN2Mczpw5A3t7e1hZWWH79u3Q19dHaGgoI1u9M/P19cXZs2eV3J1MnIAazqrTZAQI+cJaGwqvazdQfdtl9KZ4mw2a925k5V2lS68uKCoqwpULV1BSXILo6Gh8+qnqS+u0xaOZB+7fv8/8TktLw/Wr19F7QG8AwIgRI7BlyxatvzyaNWuGBw8esNx++uknGBsbs/62b99eYzgHDhyAsbEx9PX14eXlhdzcXMyaNUtJbuTwkUphV1+/UBNxp+NQVlqGDt2rFv/JO+ba0sSjCbzbeiP692jGLTo6GkSETz55eex4eHg4RowYAaBquqKgoADx5+NrFSefz4e7uzsyH1ZNJaWnpcPMzAz29srbWfVEemjo0hAP0h8oPZMjk8kQGRnJ6PfJJ5/g3LlzyMhQvim7YcOGMDY2hrm5OXbs2IH+/fujWbNmSnKaWL14Ndo5t0M753Zo4dACxsbGWLp0KfP8ae5TFOQXoLF7Y5X+mzdvDiLC3bsvT33Vpg6Fh4fjk08+gUAggKenJxo3bqxyndbQoUNhbGwMsViML7/8Ei4uLhg8uOazOfbu2IugoCCYmZvBzMIMHbp1wN6ovTX6efDgARwc2MbMp59+Cm9vb/Ty64WItRGIjo5GXl4evv32W6xfvx7z58+Hm5sbAgMD8eTJE5ZfBwcH5n00EZlALBSjeYPmGj+oNHX82mynVoeB0ECzkJa86Y753556qm/TNnXNezeyYiA0wKVhqueeq3P72W3Wb8WFaMUVxawTTrVBLFC+k6Wu0NPTQ7+P+2Ff1D48fvAYTZs2xQcfvNrV50TEemkiIiLQoVsHWDSo2tHQp08fjBs3DidOnECPHprvsageHlA1d/7NN9+w3GxtbWsMp1u3bti4cSOKi4uxZs0aCIVCDBw4UKm8Vq5aicBe7Lsyqjf2NbF3x170DukNobDqNRk6dChmzZqF9PR0NGlS89X16ggdFooV/12BFy9ewMTEBBERERg0aBDztZyamor4+Hjs3VvVcQmFQgwZMgR7ft+DNu3b1CpOIqqzQ+uO/30cxcXF6NOnDwDAysoKPXv2REREBBYvXsySPXv2LAwNDXHx4kUsXboUmzZtqlWcYyePxYBPBgD4/+P2TRzxww8/4K8Tf7HkdPl6VleH5OTn5yMmJgbnzp1j3OTG6pgxY1hhrVmzBgEBAbh37x6+/PJL/PDDDypHcORIpVLE7orFhvUbGLe+H/fFyoUrMXHmRLWHWJaWlipNY+rp6WHDhg0st7Fjx2Lq1KlISEjAvn37cP36daxYsQJTp07FH3/8wcgZGBgwd6Y1Mm2k8v3UhGIHOavtLPx26zfM9p2NkH3KNx9rc37Rjz1+xKzTszDPb55OenC8+7x3xgqPx9P6NMHqXxiK/mQke62H8piamqKgoEDJ/UXBCxibqr5XKHRYKIYGDkVaShomjZ+kUkYXUm6nwNW16h4RqVSKrVu3Ijs7G952Ly/8kkqliIiI0MpYuX37Npxd2EPtZmZmcHNz00kvIyMjxk9ERAS8vb0RHh6O9gPas+Rs7Wx1DlvO8+fPcfzQcVRWVGJX5C7GXZ7eJUuW1CrcoNAgrPjvCkRHR6Nz5844f/48wsJeHpkdHh6OyspKllFFRBCJRZi3bB5MTLU7oEre6UilUty9exe9Q6tGw5q4N0FBQQEyMzOVDLcKSQUeZTyCbwdfteH+tuU3PH/+nLUmRyaTISkpCYsWLWJ1tK6urjA3N4eHhwdyc3MxZMgQnDlzRjv9FTpBC0sLNGpcNW1mLDKGs6kzyxiwsrGCmbkZ7t25pxQOUFXveDweqy6oq0Pyxas7duxAWVkZ/PxeThkTEWQyGe7cuYOmTZsy7nZ2dnBzc4Obmxu2bNmCPn364NatW7CxsVGpz/kT55GTlaO0CFsqleLimYto37W9Sn9WVlYaF+6ePHkSN2/exK+//opZs2ahT58+MDIywuDBg/Hjjz+yZJ8/fw5ra2vmt7aGirov+FEtR2FUS+Up3vXd1+N/F/+n1dHwPrY+ODH4hFZ6aOJNjzS8ysjOm9a9PsJNA9VTPDw8cO3aNSX3WzduwbmJ6vUZbs3c4NbMDXdT7ta4hkAb7qXdw9GjR5mvzUOHDuHFixfYfWI39pzcgz0n9yAxMRFRUVGIiYlBfn5+jeGlpKTgyJEjGBA64JX0qg6fz8fXX3+N+fPno6xU9a6U2rB9+3bY2tvij1N/MGlNTEzEqlWrEBkZqfJOFW0wMjZC8IBgREREYMuWLWjatCk6deoEoGrNw2+//YZVq1Yx8SUmJuL69euwsbPBoZhDOse3f+d+5OXloWe/ngCAkNAQ6OnpYdWqVUqyuyJ3obSkFH0+6qMyrPzn+Tjw5wHs3LmTpV9CQgLy8vLw119/qfQHAJMnT0ZycjIzYlSX8Pl89A/tj4N/HMTTHPZljKWlpfjpp58QGBiodrRDsQ6VlpYCqDIav/rqK6Vy6NSpk9pdcEDVOhAfH58ajdmY7TEICg1CYmIi8y7tObkHQaFBiNmufqFt69atkZKSonZ6oaysDJMnT8bPP/8MgUAAqVSKioqqiworKiqU6mxycjJat26tNr66oqtTV/w96G+0s2v32uNSx6tMyXDrXeoHnLFST5k4cSLu3LmDqVOnIikpCRl3M7B141YcjjmMMRPHqPUXHhOOk8knYW5urnVclZWVyM7ORnZmNu7cuoPtm7djTMgYeLfyZubxw8PDERwcjGaezeDe3B3uzd3h6emJwYMHw9zcnLXORB5eZmYmbty4gfXr16NLly5o1aoVpn81nRV3SUlJVdwKf3l5ebpkFQYNGgSBQIAd4TtY7gX5BUphFxdX3bQs/3JJu5Wm1CHJ09urXy9WWj09PTFu3Dg8ffoUR44c0UlHRYaMHIILFy5g06ZNrHVFBw4cQF5eHsaNG8fEJ//r1bdXjR0Z8DIvHz9+jPhL8Vj93Wp8N+s7fPb5Z/DtWDVa4tTICStWrMDatWvxzTffICUlBenp6fjph5+w+rvVGD1ptNrFtX9G/wnLBpYYPHgwSzdvb2/06dOnxvU8hoaGGD9+PBYsWFD3u+IImLdwHqxsrDB+0HgcPnwYjx49wpkzZxAYGIiKigqlqZLqyOvQhg0bkJiYiGvXruE///mPUjkMHToUW7duRWWl+hWo06dPx88//6y0RgQAnv3zDKf+OoWQISHw9PRk6pd7c3f0H9wfJw6fQEGe8ogqUDV1VVRUhJs3b6p8vnjxYvTp04cxQDp06ICYmBgkJSXhxx9/RIcO7IPXzp49i169etWYLyrR4qO/PowMvOk1K6/Ca9m6rOsUXz3LP85Yqac0btwYZ86cQUpKCgICAjAscBiO7j+KVeGr0LFHR7X+DI0MYWqm2+VmN2/ehL29PVp5tMLYAWNxdP9RjJ86HqdOn4KxsTFycnJw8OBB1py+HD6fj9DQUFZHJQ+vUaNG6Nq1K6KjozFv3jycPXsWxsbsKazNmzfD3t6e9Td06FCd9BcKhVXnoPwYgZLiEsb9P+P+oxT2+vXrWX5H9x+NNm3aoHXr1mjdujV8fHxw9epVXL9+HQH9ApTiMjMzQ48ePV5poW07/3bw8PBAYWEhRo16OWweHh6OgIAAmJmZKfkJ7BeIm4k3kXozVW248rxs0qQJRgwZgfTUdKzcvBLrf2Snefr06di7dy/Onj2Ltm3bwtPTE3/s+gP/XfFfzFqkvFBZTkxUDPqH9FfZiA0cOBCxsbHMtllVTJkyBbdv32YWqUZGRtZZg2jZwBI7juxAuw7tMGHCBDRp0gSDBw9GkyZNcPnyZTRurHrxrRx5HVqxYgU2bNiAFi1aqFwMHBoaitzcXBw6pH6Uq3fv3nB1dVU5urI7ajcMDQ3h11l5R+KHnT+Evr4+/tz9p8pwGzRogNDQUJUL0JOTkxEdHY1FixYxbh9//DGCg4PRqVMnJCUlYd26dcyzuLg4FBQU4OOPP1abjncJbUZH6oOBxaEeHr3lZwkXFhbCzMwMBQUFSudzlJWVISMjA66urrW6Nv7mU/YXTEurlsz/xZJi3C+8XyudnUycdL4ttboumlDUNeVZCqQkVXKvzrPSZ8gufnmwnIelB4R89rImRT1qCksdJRUlyCjI0Nq/LvEpphMAmlo0hZ5AT6Xso8JHKJRUnV7bokELlZ2mNnHLZawMrWBrWPPCYLmsicgEjUx1O8L8zvM7qJBVaNRHzgvJC2YBuLuFO9Ly0gBULaRUdTFb9bJXh6uZa53dILtgwQKcPn0ap06dUqrfLqYuMBIZseoL8HLNCvAyPx2NHVEuLcfT0ipDqTb18t8iqygLz8ueA6jSU5v3WjE9SUlJ6NmzJ9LT05UMf10YMmQIvL298fXXX6t8XlPbeSHzAiYcqzoiIXFkosqD49r+3hbl0qoTq2+M1v3k4up4bfVi/dY2TLm/iMAIjdNQs07PwpH7R5TCX3N1DSKSlaf+VOkw8tBIJP6TCADo36Q/lnSs3dq2/LJ8dNrVSe1zVXE/LX2KbtHd1PqJCo7CvLPzmH5LUx7+mPAjfk76WWO8r0JN/Xd1uJEVjvcT7iPqjXP48GGNpxVzsPnggw+wfPlylVvFtUUikcDLywtffvllrfxzIxCvn/o2BVMfeO92A3FwvBbe6vHJN0N8fO3Ojnnfqb51WldEIhHmz59fN8q8Q3BGWP2GG1nh4OCof3D9xlvBuzQCwO36qd9wxsr7wLvTntRfuDzm4HgneVeMmLd95Oi9MFZeyxrit7vc3024Mqk1b3tDxlG31NRmajOaUt/qkzZ9QF3r/JbvXal3o2avxVjZsGEDXFxcoK+vDz8/P41z07t370azZs2Yezpq2haoC3p6VTtB5EdKc+jGu/JFwcHBoRsSiQQAIBAo7/R5V6lP7V19MxTqA3W+wHbXrl2YMWMGNm3aBD8/P6xduxaBgYFITU1Vefz0hQsXMHToUISFhaFv377YsWMHBgwYgGvXrsHT0/OVdBEIBDA3N0dubi6AqoOpdKkEsgoZ63dZ2csTUssrypWea4ukXIIy0u20VV3jUtRVJpFBRjIld1V6KcZTVlYGKZ996mX157qimG/a+NclPsV0yuWlAtUnzVZKKll6qKoX2sQtl6kor0AZX4N+/y9biUqd804qkSqlrSYkEgkrffL/JWUSlMmU/VYve3WUl5WDL637b5zqcZeXlUMgFSi9Z4p5x6SpXIIKaYVO9epNUVFeobJcauLfTo9MJsM///wDQ0ND5l6st503YYhwBkfdUuc1cfXq1Rg/fjzGjh0LANi0aRMOHjyIiIgIzJ07V0l+3bp16N27N3NS6uLFi3Hs2DH8+OOPtb74TBE7OzsAYAwWXcgtYvsR5r/MrnJpOZ6VPquVTpX6lTrfK1RdF00o6ppTnMN0dIru1SmqKEJheSHzm5fHg4DH/rJS1KOmsNQhkUqY8zC08a9LfIrpBACeIU/lGRAAkFeWh9LKqqPVBfkClUPA2sQtlykRleCF6EWN+sll9YX6KNcvr1G2OjklOZDKXhpemvKivLIcz8qq6ifPkIfckqq41dW94opiFJSrPjlVEZmBDCKBSBfVtaJ6/ZYaSCEWiFn1BQDEQjEk+hKWH4lYgkqqRJGkCEDt6uW/RUF5AYorqk5RFuYLtXqv30R6+Hw+GjVqpLLD1Wa65G3sqOvT1FVtdKlr/etTfgB1bKxIJBJcvXoV8+a9vDGTz+cjICAAcXFxKv3ExcVhxowZLLfAwEDs27dPpXx5eTnKy1829IWFhSrl5PB4PNjb28PGxoa5J0Nbpu2dxvodGxrL/H/72W0sv7Fcp/DkzP9wPprbN9csWIMumlDUde3JtcjIz1Byr87fD/7GDzd/YH5v67MNZmL2aaqKetQUljru5t3F8lPLtfavS3y/nP2FdcjW1qCtsNC3UCm798penHp0CgCwb8A+lTfCfnvoW6YDVxe3XL+xnmMR6hpao35y2Z4uPfFF8y9qlK3OT6d/Qurzl6fXasqLxNxELE+uyufwwHDMOFr1ji3qsAjNbZTr3slHJ7Hm5hqNeqzsuhKuFq66qK4V1ev30o5L0cy6Ge7l38Pyky/fsx7OPTCt+TSWn3m+85Bbmovwu1WnCtemXv5bRKVEIepuFIAqPbV5r99EekQikdrbn7W5Pd7TyhOXsy/DUl/97dO1pTZhaqOzurbCTKR8orQ6rAysXvoTa++vOtrcUF2d6h+W1eHxeLAzstP6MFMjPSOddXid1Kmx8vTpU0ilUtjask/ytLW1RUpKiko/2dnZKuWzs1WfphkWFsY6UlpbBAKBzvOv8zvNx+TjkwFUNZ6KJzl62XvB094Txx4cQ5BrEEa1GIX1CevxcdOPMeMU2/gyEBpgR58d2JS0CUUVRWjt2Br6It1GVpZ0W4LwG+Fo3qA5rv9zHV+0/gIbEzciLqvKCPyj/x8Yc3gMXlS8QOeGnVm6jms1DuuurcOQZkNqPMk30D0QJ7JO4NyTc/i46cewNVM+kbWnW0/8dus3RPaOrNWpwC3tWsLf2R92RnZa+R/+wXCsvLISK7us1Cj/TcdvmBMcB7oPhJ2ZndovvGCPYNwsuAlfe18YGqg+kXVcm3GIuBGBwR6D1cY9se1EnHx0EqHNQzWOls1uPxsxaTH4T+v/6Jx3c9rPQVBMEABgW9A2jf69HbzR1KYpLPQt0NCiIUKahyA9Px3tGrZTOpUYAHo26Ykfkn7A46LHSs9sDG2QW5KLINcgeNp51qoh1cToVqPxR9ofSMtLQ1enrvBy8IJYIEZz2+bwd/ZHTFrVvUjTfKcx+TzSeySS/klCZ9fOKKkswens0+jo2LFW9fLfor9Hf1z85yK6OnWFvr4+XBq4MO+wIiK+CM0bNMfsdrPrXXq8rLzQ26U3Gpo0VFsXvvb9GssvL8dnH3xWJ3FGBEZg/F/jYaFvgcUdFmvtb6L3RDx88RAfWKu+70qRSa0m4XHRY/Rr0o/lPqz5MKxPWA8pSWEhtoCUpJjrqzxLAABf+32Nvx/+DR54+Nz7c631rI6RnhG6OnVlPqgU2Ra0TaUfc31zNNBvgGdlz+Bh4YEA5wAcyjiEjIIM9HTuiaYWTbG221p8uONDNDar+foJAOjXpB8uZF7AhcwLAKrK4E1Sp8ftZ2ZmwtHRERcuXIC/vz/jPnv2bJw+fRqXLl1S8iMSibB161bWfTA//fQTFi1ahJycHCV5VSMrTk5OWh3Xy8HBwcHBwVE/0OW4/TodWbGysoJAIFAyMnJycpi1I9Wxs7PTSV4sFkMs1jykx8HBwcHBwfFuUKfjuSKRCD4+Pjh+/DjjJpPJcPz4cdZIiyL+/v4seQA4duyYWnkODg4ODg6O94s6X2Y+Y8YMjB49Gm3btoWvry/Wrl2L4uJiZnfQqFGj4OjoiLCwMADAtGnT0KVLF6xatQrBwcHYuXMnrly5gl9++UWr+OSzWJoW2nJwcHBwcHDUH+T9tlarUeg1sH79emrUqBGJRCLy9fWlixcvMs+6dOlCo0ePZslHR0dT06ZNSSQSUcuWLengwYNax/Xo0SNC1TVy3B/3x/1xf9wf98f9vWV/jx490tjX1+kC2zeBTCZDZmYmTExM6nxvv3zx7qNHj7jFu/UMrmzqJ1y51F+4sqm/vK9lQ0R48eIFHBwc1G6Vl1N/T0/SEj6fj4YNG77WOExNTd+rCvQ2wZVN/YQrl/oLVzb1l/exbMzMzLSSey8uMuTg4ODg4OB4e+GMFQ4ODg4ODo56DWes1IBYLMaCBQu4c13qIVzZ1E+4cqm/cGVTf+HKRjNv/QJbDg4ODg4OjncbbmSFg4ODg4ODo17DGSscHBwcHBwc9RrOWOHg4ODg4OCo13DGCgcHBwcHB0e9hjNWODg4ODg4OOo1OhkrGzduxAcffMCcsufv74/Dhw+zZH755Rd07doVpqam4PF4yM/PVxlWaWkpjIyMcPfuXWRlZWHYsGFo2rQp+Hw+pk+friS/efNmdOrUCRYWFrCwsEBAQADi4+NVht2tWzf8+uuvuH79OoYOHQonJycYGBigefPmWLdunZL8qVOn0KZNG4jFYri5uSEyMpL1/MyZM+jXrx8cHBzA4/Gwb98+pTBycnIwZswYODg4wNDQEL1790ZaWppK/XRJU0xMDHr16oUGDRqAx+MhMTFRZVhhYWFo164dTExMYGNjg+7du8PHxwf6+vpwcnLCihUrGFkiQlBQEHg8HhwdHaGvrw8vLy8cOnQIAPDgwQMYGBigqKgIALB79240a9ZMSU7OwoUL0axZMxgZGTHpuHTpkpKOimUeExODnj17wtramqlLR48eVfKzYcMGuLi4QF9fH35+fqz8ef78Ob744gt4eHjAwMAAjRo1wtSpU1FQUMAK4+HDhwgODoahoSFsbGwwa9YsVFZW1lAyVWEPHz4cpqamMDc3x7hx45j8AID79++Dx+Mp/V28eJEVTvW6Ex0djcmTJ6NBgwYwNjbGwIEDMWTIEKVwrK2tlfRVzD9Ac70FgCdPnmDEiBFo0KABDAwM4OXlhStXrijJ1fU7U70+DhgwAKmpqSyZsrIypbzIycmpsVy0eR8mTJiAJk2awMDAANbW1ggJCUFKSorK8BTrl7u7O5ydnZXqeVxcHLp37w4jIyOIxWKIRCLo6+sjICCAecd1LZsXL15g+vTpcHZ2hoGBAdq3b4/Lly+r1PFtKJuKigrMmTMHXl5eMDIygoODA0aNGoXMzEyW3JIlS9C+fXsYGhrC3NxcbXjVdWzXrh0aN27MKpv09HSEhoYybUiLFi1gY2MDAwMDtWWjTV9z8+ZNDBw4EC4uLuDxeFi7dq1aPceOHYv58+fj/v37GDduHFxdXWFgYIAmTZpgwYIFkEgkLPmkpCR06tRJZbsMaNcnEBG+/fZb2NvbK6W1JmpqSwGga9euSu3Q559/rjFcTf1DbfVVQusbA4koNjaWDh48SHfu3KHU1FT6+uuvSU9Pj5KTkxmZNWvWUFhYGIWFhREAysvLUxnW/v37qXnz5kRElJGRQVOnTqWtW7dSq1ataNq0aUryw4YNow0bNlBCQgLdvn2bxowZQ2ZmZvT48WOW3LNnz0hPT4+ys7MpPDycpk6dSqdOnaL09HTatm0bGRgY0Pr16xn5e/fukaGhIc2YMYNu3bpF69evJ4FAQEeOHGFkDh06RN988w3FxMQQANq7dy8rTplMRh9++CF16tSJ4uPjKSUlhT777DNq1KgRFRUVqc1PbdL022+/0aJFi2jz5s0EgBISElSGFRgYSFu2bKHk5GQ6d+4ciUQiMjQ0pPj4eIqKiiIDAwP6+eefiYho9erV9OGHHxIAGjVqFN26dYvmz59Penp6dOPGDVq3bh0FBQUREdH58+dJIBDQihUrlOTkbN++nY4dO0bp6emUnJxM48aNI1NTU8rNzWXpqFjm06ZNo+XLl1N8fDzduXOH5s2bR3p6enTt2jVGfufOnSQSiSgiIoJu3rxJ48ePJ3Nzc8rJySEiohs3btBHH31EsbGxdPfuXTp+/Di5u7vTwIEDmTAqKyvJ09OTAgICKCEhgQ4dOkRWVlY0b948teVCRNS7d2/y9vamixcv0tmzZ8nNzY2GDh3KPM/IyCAA9Pfff1NWVhbzJ5FIWOFUrzuBgYHk5OREx48fpytXrtCHH35I1tbW1Lt3b8rKyqLHjx+Th4cHdenSRUlfxfzTpt4+f/6cnJ2dacyYMXTp0iW6d+8eHT16lO7evcvS8XW8M4r1MTExkfr06aP0Pnz++edKedG+ffsay0Wb9+Hnn3+m06dPU0ZGBl29epX69etHTk5OVFlZyZJTrF+///478Xg8MjAwoLNnzzL1fNu2bWRqakphYWH05ZdfkrGxMc2cOZMuX75M/fv3J1dXVyotLdW5bAYPHkwtWrSg06dPU1paGi1YsIBMTU3/lfbsdZRNfn4+BQQE0K5duyglJYXi4uLI19eXfHx8WHLffvstrV69mmbMmEFmZmZqw1PUMTIykgCQubk5XblyhebPn09CoZAaNmxIoaGhlJSURNOnTyehUEju7u6UkJCgtmy06Wvi4+Np5syZFBUVRXZ2drRmzRqVOlZWVpKVlRVdunSJDh8+TGPGjKGjR49Seno67d+/n2xsbOirr75i5AsKCsjW1paGDx9OycnJSu0ykXZ9wrJly8jMzIz27dtH169fZ6VVHZraUqKqS4bHjx/Pas8KCgrUhkmkXf9QG31V8cq3LltYWNCvv/6q5H7y5MkajZVPP/2U5syZo+TepUsXlRWoOpWVlWRiYkJbt25luf/222/k5+en1t+kSZOoW7duzO/Zs2dTy5YtWTJDhgyhwMBAlf5VGSupqakEgGW0SaVSsra2ps2bN2tMixx1aSJ62TmqM1YU+emnn8jMzIwA0OnTp4mIaM6cOeTh4UEJCQnk6OhI/fr1U0qLn58fTZgwgbp3704bN24koqpGNTg4mBW+XE4dBQUFTEeuiLoyl9OiRQtatGgR89vX15cmT57M/JZKpeTg4EBhYWFqw4iOjiaRSEQVFRVEVGUs8Pl8ys7OZmQ2btxIpqamVF5erjKMW7duEQC6fPky43b48GHi8Xj05MkTItKtPOQAIIFAQLt372bcbt++TQCoc+fOGvUdM2YMk3/a1Ns5c+ZQx44dNer1ut8ZIqLc3FxWfczPzyc9PT2VeREXF6dRZ13y//r16wRAyUhTrF+DBw+mPn36sOqXn58f2djY0Pz580kmk5GdnR19//33jP/8/HwSi8UUFRXFqtua8qekpIQEAgEdOHCAJdOmTRv65ptvWG5vY9nIiY+PJwD04MEDpWdbtmyp0VhRZPDgwRQQEMDS0cPDg3g8HhUUFDBl89133xGPx6Njx46pLRtFtOlrnJ2d1RorZ86cIXt7e5LJZCqfr1ixglxdXZnfP/30E1lYWLDaHXm7rI7qfYKmeqgObdpSbfteRTT1D7XVVxW1XrMilUqxc+dOFBcXw9/fXye/MpkMBw4cQEhISG2jR0lJCSoqKmBpaclyj42NrTHcgoIClp+4uDgEBASwZAIDAxEXF6e1LuXl5QAAfX19xo3P50MsFuPcuXNah6MuTZoYM2YMunbtyvyOi4tD27ZtAYAJKzAwEKmpqRgyZAg2bNigcvg8MDAQ586dw7lz59C/f38mLF3yRyKR4JdffoGZmRm8vb0Zd01lLpPJ8OLFC0ZfiUSCq1evsuLm8/kICAiosWwKCgpgamoKoVDI6O/l5QVbW1uW/oWFhbh586bKMOLi4mBubs7kIQAEBASAz+crTW/1798fNjY26NixI2JjY1nPTp06BR6Ph/v37zNuUqmUlSb59Fl8fDxsbGwwYsQIWFhYMPor6qtYt7Upl9jYWLRt2xaDBg2CjY0NWrdujc2bNyul9994Z+RTc/Jwrl69ioqKCqW8aNSokU7vniaKi4uxZcsWuLq6wsnJiXF3dnbG5cuXmfjj4uLQs2dPVv3q2LEjcnNzYWNjAx8fH2RnZyMqKop5p83MzODn54cLFy6w6ram/KmsrIRUKmW1FwBgYGCg1F68zWVTUFAAHo9X43SPKlxcXLBw4ULmd1xcHHx9fVk6tmrVCkQEsViMjIwMZGdnIzAwEHw+H+fOnVNbNnVJbGws+vXrBx6Pp/K5qrLp3LkzRCIR4yZvl/Py8lSGUb1PkKdVsWzkaa2pTda2Ld2+fTusrKzg6emJefPmoaSkhPVcVdnUVN9qo686dDZWbty4AWNjY4jFYnz++efYu3cvWrRooVMY8nl9Pz8/XaNnmDNnDhwcHFiZUF5ejiNHjjAdbXUuXLiAXbt24bPPPmPcsrOzWR0ZANja2qKwsBClpaVa6SJ/kefNm4e8vDxIJBIsX74cjx8/RlZW1iulSRvs7e3RqFEj5ndWVhbS0tLQoUMHeHp6MmkCAC8vL4SEhCA7O1spHFtbWzx69AgffPABHBwcAKjPn+r+Dxw4AGNjY+jr62PNmjU4duwYrKysmOeaynzlypUoKirC4MGDAQBPnz6FVCrVKm45T58+xeLFi7UqX/kzVWRnZ8PGxoblJhQKYWlpyfgxNjbGqlWrsHv3bhw8eBAdO3bEgAEDWAaLoaEhPDw8oKenxwqneuNta2uLoKAgHD9+HD4+PigrK0NQUBCkUilLX5lMxuSfNvX23r172LhxI9zd3XH06FFMnDgRU6dOxdatWxk//8Y7I5PJMH36dFZ9zM7OhkgkUpkX6spFF3766ScYGxvD2NgYhw8fxrFjx1idhJOTE4iIVRdsbW1Z8cs7oYULFyIoKAgA4OPjgx49ejBz7ra2tozRq23ZmJiYwN/fH4sXL0ZmZiakUil+//13xMXFsdqLt7lsysrKMGfOHAwdOlTnW4SbNGnCajuysrJw+PBhlo6tW7cGj8fDnDlzmI+BTZs2QSqVMnmoqmzqkv3796stm7t372L9+vWYMGEC41abtqh6nyCX07Vd1KYtHTZsGH7//XecPHkS8+bNw7Zt2zBixAiWn+plo6l/qI2+6hBqFmHj4eGBxMREFBQUYM+ePRg9ejROnz6tk8Gyf/9+9O3bF3x+7QZ2li1bhp07d+LUqVOsr5MTJ07AxsYGLVu2VPKTnJyMkJAQLFiwAL169apVvOrQ09NDTEwMxo0bB0tLSwgEAgQEBCAoKAik5W0G6tKkDWFhYazfKSkpyM/Px/nz5xm3EydOAADmzp1bY1jl5eVqX8Ca6NatGxITE/H06VNs3rwZgwcPxqVLl5hOv6Yy37FjBxYtWoT9+/crGQnaUlhYiODgYLRo0YJl+b8urKysMGPGDOZ3u3btkJmZie+//57JP19fX7ULOxVp0KAB3N3d4eXlBRcXF5SWluLcuXM4deoUevTowcj5+vrq9M7IZDK0bdsWS5cuBVDVwCcnJ2PTpk0YPXo0gH/nnZk8eTKSk5N1GmV8VYYPH46ePXsiKysLK1euxODBg3H+/Hnm3YqOjoajo2ONYcjf3QkTJiA4OBhLly7FokWLcPHiRURERDDv3ZMnT3Ruz7Zt24ZPP/0Ujo6OEAgEaNOmDYYOHYqrV68yMm9r2VRUVGDw4MEgImzcuFFn/8ePH2f9lslkePToERISEhg3ExMTmJqa4s8//8QPP/wAoKoNaNOmDascalM22nD79m1kZmay3k/FOHv37o1BgwZh/PjxtY7jVfqE2qBo9Hp5ecHe3h49evRAeno6mjRpAkC5bP5NdC5BkUgENzc3+Pj4ICwsDN7e3ipXpNdEbGxsrTpEoOoLfNmyZfjrr7/wwQcfaBXurVu30KNHD3z22WeYP38+65mdnZ3SKvecnByYmprCwMBAa718fHyQmJiI/Px8ZGVl4ciRI3j27BkaN278SmnSlSlTpuD58+f48MMP0bBhQ8b95MmTAIAPP/wQQqEQFRUVAICBAwcyU0iZmZmoqKhg5aG6/LGzs2O5GRkZwc3NDR9++CHCw8MhFAoRHh7OPFdXNjt37sR//vMfREdHs0aUrKysIBAItIr7xYsX6N27N0xMTLB3717WSIY6/eXPVGFnZ4fc3FyWW2VlJZ4/f67WD1D19SbfDaKOyspKpR1yimmys7PDixcvYGVlxYQl17d3794a06VYb+3t7ZU+Ipo3b46HDx8yv1/3OzNlyhQcOHAAJ0+eZNVHOzs7SCSSGvPiVTAzM4O7uzs6d+6MPXv2ICUlBXv37mWeV69f8jQpxi/fydGiRQvGLScnh5WHOTk5yM3N1eqdUcyfJk2a4PTp0ygqKsKjR48QHx+PiooKVnvxNpaN3FB58OABjh07pvOoSnWmTJnC7EpR1DEnJwfOzs5IT09ndrXMnz8fT548YfJQVdnUFbGxsejZs6eSEZGZmYlu3bqhffv2+OWXX1jPdGmL1PUJivWwejjqykaXtlQR+WhUTW2apv6hNvqq45XNTZlMxqzZ0Ia0tDQ8ePAAPXv21DmuFStWYPHixThy5AhrPQFQ9RX0559/Ks1N3rx5E926dcPo0aOxZMkSpTD9/f2VrMVjx47pvA5HjpmZGaytrZGWloYrV65onCutKU26QESYMmUK9u7di9mzZzPzznIcHR3h4uKCxMREJCYmIjAwEACwZs0abNmyBUDVtlBDQ0PWWpPa5o9ivVBX5lFRURg7diyioqIQHBzMeiYSieDj48OKWyaT4fjx46y4CwsL0atXL4hEIsTGxio1Hv7+/rhx4wbL+JA3oupGA/39/ZGfn6/0las4DaOKxMRE2Nvbq30OAAKBgJWm1NRUPHz4kEmTv78/kpKS8OzZMyas33//HUDV2iRFHTWVS4cOHZS2pN65cwfOzs4AXu87o1gfT5w4AVdXV5a8j48P9PT0asyLuoKqNhKw2qnq9cvf3x9///03q35dvnwZhoaGSE1NhaurK+zs7HD8+HEmDwsLCxEXF4fi4mJW3dblnTEyMoK9vT3y8vJw9OhRpizexrKRGyppaWn4+++/0aBBA7WymlDUsVevXkpr7BTT5OPjAzs7O2zatIkxTtSVTV2xf/9+pbJ58uQJunbtCh8fH2zZskVpNMff3x9nzpxhtcvHjh2Dh4cHLCwsGLea+gTFeiinsLAQly5dUls22ral1ZHneU1tmqb6Vht91aLLaty5c+cyWwKTkpJo7ty5xOPx6K+//mJksrKyKCEhgdlaeObMGUpISKBnz54REdH3339P/fr1Uwo7ISGBEhISyMfHh4YNG0YJCQl08+ZN5vmyZctIJBLRnj17WFurXrx4QUREly9fJgsLC2YXCFHV1lZra2saMWIEy4/illr5Vr9Zs2bR7du3acOGDUpb/V68eMHoB4BWr15NCQkJrFXu0dHRdPLkSUpPT6d9+/aRs7MzffTRRzXmp6Y0EVVtXUxISKCDBw8SANq5cyclJCRQVlYWq1yaNm1KZmZmdOrUKUpNTSUrKyv6+OOP6cqVK7Rz504yNDRkbZE7f/48AaAxY8bQ7du3acGCBcTn82nYsGEsHc+fP09CoZBWrlzJyCluTSsqKqJ58+ZRXFwc3b9/n65cuUJjx44lsVjM7I5SVebbt28noVBIGzZsYKU9Pz+fkdm5cyeJxWKKjIykW7du0WeffUbm5ubMTpmCggLy8/MjLy8vunv3Lisc+TZV+dblXr16UWJiIh05coSsra212rrcunVrunTpEp07d47c3d1ZW5cjIyNpx44ddPv2bbp9+zYtWbKE+Hw+RUREMDKXLl0id3d3Onr0KFN3/P39yc7OjqKioujKlSvk6+tL9vb2FBcXRxkZGXT06FHS19dntp0fOXKEjIyMyM3NjaWfNvU2Pj6ehEIhLVmyhNLS0mj79u1kaGhIv//+OxG93ndm4sSJTH1UDKekpISR+fzzz6lRo0Z04sQJunLlCvn7+5O/v3+N5aLpfUhPT6elS5fSlStX6MGDB3T+/Hnq168fWVpasrZpdu/encaMGcPUr+3bt7O2Lsvr+ezZs8nU1JR2795NM2fOJLFYTCKRiA4ePEghISFkaWmptBtCm/w5cuQIHT58mO7du0d//fUXeXt7k5+fH7P1/W0rG4lEQv3796eGDRtSYmIiK1zF3S8PHjyghIQEWrRoERkbGzPtqmKb1717d+rYsSOjY2xsLAkEAvr2228pISGBKZvvvvuO4uLi6O7duzRkyBDi8XgUEhJCSUlJasuGSHNfU15ezsjY29vTzJkzKSEhgdLS0oiIKCcnh/T09Oiff/5h/Dx+/Jjc3NyoR48e9PjxY1b65eTn55OtrS2NHDmSkpOTVbbL2vQJy5YtI3Nzc9q/fz+TVm22LtfUlt69e5e+++47unLlCmVkZND+/fupcePGzC5FxbJR3CqvqX+orb6q0MlY+fTTT8nZ2ZlEIhFZW1tTjx49WIYKEdGCBQsIgNLfli1biIioY8eOKrfzqvLj7OzMPHd2dlYps2DBAiIimj9/Pg0fPlwrXRTDJaraZt2qVSsSiUTUuHFjRlfF56rCGT16NCOzbt06atiwIenp6VGjRo1o/vz5arfGapsmoqotfppkRo8erVIGAAmFQnJ0dKRly5apzHMHBwcSiUTUsmVLsra2pmPHjinJRUdHU9OmTRm5gwcPMs9KS0spNDSUCcfe3p769+9P8fHxjIyqMu/SpYvGPCUiWr9+PTVq1IhEIhH5+vrSxYsXNZYLAMrIyGDk7t+/T0FBQWRgYEBWVlb01VdfsToBVTx79oyGDh1KxsbGZGpqSmPHjmU1GJGRkdS8eXMyNDQkU1NT8vX1ZW311KSf/Byc/v37U5cuXcja2pr09PTI2dmZhg4dSt27d2f0dXR0pE2bNinpqKneEhH9+eef5OnpSWKxmJo1a0a//PIL8+x1vjPq0q0oV1paSpMmTSILCwsyNDSk0NBQVuOuCk3vw5MnTygoKIhsbGxIT0+PGjZsSMOGDaOUlBRWOM7OzrRgwQJW/XJzcyMnJyeleh4WFkYNGzYkQ0NDatiwIVlYWJBYLKYePXqQj4+PyvZMU/7s2rWLGjduTCKRiOzs7Gjy5MksQ/1tKxv5VnJVfydPnmTk1LVVijLq2kWgauu/vGzmzJlDtra2pKenR+7u7tSzZ0+ysbHRWDaa8lBdWrp06UJERL/++it16NCBFaa6ell9POD69evUsWNHEovFKttlbfoEmUxG//3vf8nW1pZJa2pqqtqykVNTW/rw4UPq3LkzWVpaklgsJjc3N5o1a5bSOSvy90aRmvqHV9G3Oq98zoou/PPPPyQUCllnSNQVXl5etGvXrjoP933h6tWrZGZmpnSo2avyOsv8fYB7Z+ovXNnUX15n2fTr14+WL19e5+Fy1My/ejfQ8+fPsXr1aqVtTK+KRCLBwIEDme2FHLpTWVmJ9evXsxan1gWvq8zfF7h3pv7ClU395XW2Ox07dsTQoUPrPFyOmuERabm3loODg4ODg4PjDcDduszBwcHBwcFRr+GMFQ4ODg4ODo56DWescHBwcHBwcNRrOGOFg4ODg4ODo17DGSscHBwcHBwc9RrOWOHg4ODg4OCo13DGCgfHO8aYMWPA4/HA4/Ggp6cHW1tb9OzZExEREZDJZDqFFRkZCXNz89ejqBa4uLhg7dq1Su4LFy5Eq1at/nV9AODUqVNM/vJ4PBgYGKBly5ZKF9dVLwdXV1fMnj0bZWVlb0RvDo63Gc5Y4eB4B+nduzeysrJw//59HD58GN26dcO0adPQt29fVFZWvmn16gWKF8rVhtTUVGRlZeHWrVuYMGECJk6cqHSpm7wc7t27hzVr1uDnn3/GggULXileDo73Ec5Y4eB4BxGLxbCzs4OjoyPatGmDr7/+Gvv378fhw4cRGRnJyK1evRpeXl4wMjKCk5MTJk2ahKKiIgBVIwhjx45FQUEBM0KwcOFCAMC2bdvQtm1bmJiYwM7ODsOGDWPdbK2K8vJyzJw5E46OjjAyMoKfnx9OnTpVJ+mVyWT47rvv0LBhQ4jFYrRq1QpHjhxhnt+/fx88Hg+7du1Cly5doK+vj+3bt+PZs2cYOnQoHB0dYWhoCC8vL0RFRWkVp42NDezs7ODq6oqpU6fC1dUV165dY8nIy8HJyQkDBgxAQEAAjh07Vidp5uB4n+CMFQ6O94Tu3bvD29sbMTExjBufz8cPP/yAmzdvYuvWrThx4gRmz54NAGjfvj3Wrl0LU1NTZGVlISsrCzNnzgRQNSqxePFiXL9+Hfv27cP9+/cxZsyYGuOfMmUK4uLisHPnTiQlJWHQoEHo3bs30tLSXjlt69atw6pVq7By5UokJSUhMDAQ/fv3Vwp77ty5mDZtGm7fvo3AwECUlZXBx8cHBw8eRHJyMj777DOMHDkS8fHxWsdNRDhy5AgePnwIPz8/tXLJycm4cOECRCJRrdPJwfHe8obvJuLg4KhjRo8eTSEhISqfDRkyhJo3b67W7+7du6lBgwbM7y1btpCZmZnGOC9fvkwAWDdTK/LgwQMSCAT05MkTlnuPHj1o3rx5asOV3/JuZGTE+tPT0yNvb29GzsHBgZYsWcLy265dO5o0aRIRvbxJd+3atRrTEhwcTF999ZXa5/LbtOW6CIVC4vP59L///Y8lN3r0aBIIBGRkZERisZgAEJ/Ppz179mjUgYODg43wzZpKHBwc/yZEBB6Px/z++++/ERYWhpSUFBQWFqKyshJlZWUoKSmBoaGh2nCuXr2KhQsX4vr168jLy2MW7j58+BAtWrRQkr9x4wakUimaNm3Kci8vL0eDBg1q1HnWrFlKozY//PADzpw5AwAoLCxEZmYmOnTowJLp0KEDrl+/znJr27Yt67dUKsXSpUsRHR2NJ0+eQCKRoLy8vMa0yzl79ixMTExQXl6O+Ph4TJkyBZaWlpg4cSIj061bN2zcuBHFxcVYs2YNhEIhBg4cqDFsDg4ONpyxwsHxHnH79m24uroCqFrH0bdvX0ycOBFLliyBpaUlzp07h3HjxkEikajtsIuLixEYGIjAwEBs374d1tbWePjwIQIDAyGRSFT6KSoqgkAgwNWrVyEQCFjPjI2Na9TZysoKbm5uLDdLS0ttk8zCyMiI9fv777/HunXrsHbtWmbtzvTp09WmQxFXV1dmp1TLli1x6dIlLFmyhGWsGBkZMbpHRETA29sb4eHhGDduXK305+B4X+GMFQ6O94QTJ07gxo0b+PLLLwFUjY7IZDKsWrUKfH7V8rXo6GiWH5FIBKlUynJLSUnBs2fPsGzZMjg5OQEArly5UmPcrVu3hlQqRW5uLjp16lRXSQIAmJqawsHBAefPn0eXLl0Y9/Pnz8PX17dGv+fPn0dISAhGjBgBoGqh7p07d1SODmlCIBCgtLRU7XM+n4+vv/4aM2bMwLBhw2BgYKBzHBwc7yvcAlsOjneQ8vJyZGdn48mTJ7h27RqWLl2KkJAQ9O3bF6NGjQIAuLm5oaKiAuvXr8e9e/ewbds2bNq0iRWOi4sLioqKcPz4cTx9+hQlJSVo1KgRRCIR4y82NhaLFy+uUZ+mTZti+PDhGDVqFGJiYpCRkYH4+HiEhYXh4MGDr5zeWbNmYfny5di1axdSU1Mxd+5cJCYmYtq0aTX6c3d3x7Fjx3DhwgXcvn0bEyZMQE5OjlZx5ubmIjs7Gw8ePMDu3buxbds2hISE1Ohn0KBBEAgE2LBhg9Zp4+DgALfAloPjXWP06NEEgACQUCgka2trCggIoIiICJJKpSzZ1atXk729PRkYGFBgYCD99ttvBIDy8vIYmc8//5waNGhAAGjBggVERLRjxw5ycXEhsVhM/v7+FBsbSwAoISFBrV4SiYS+/fZbcnFxIT09PbK3t6fQ0FBKSkpS68fZ2ZnWrFmj5L5gwQLWAlupVEoLFy4kR0dHZvHt4cOHmefyBbbV9Xv27BmFhISQsbEx2djY0Pz582nUqFFqFygTvVxgq5jHrq6uNHPmTCoqKmLk1C10DgsLI2tra5YsBwdHzfCIiN6YpcTBwcHBwcHBoQFuGoiDg4ODg4OjXsMZKxwcHBwcHBz1Gs5Y4eDg4ODg4KjXcMYKBwcHBwcHR72GM1Y4ODg4ODg46jWcscLBwcHBwcFRr+GMFQ4ODg4ODo56DWescHBwcHBwcNRrOGOFg4ODg4ODo17DGSscHBwcHBwc9RrOWOHg4ODg4OCo1/wfSplwKRrp2cEAAAAASUVORK5CYII=", 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" ] @@ -3967,6 +3411,36 @@ "plt.suptitle('Séries Temporais das Variáveis')\n", "plt.show()" ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data object\n", + "Hora UTC object\n", + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) float64\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) float64\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) float64\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) float64\n", + "RADIACAO GLOBAL (Kj/m²) float64\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) float64\n", + "VENTO, VELOCIDADE HORARIA (m/s) float64\n", + "Data e Hora datetime64[ns]\n", + "dtype: object" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.dtypes" + ] } ], "metadata": { @@ -3985,7 +3459,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.12" + "version": "3.12.0" } }, "nbformat": 4, diff --git a/exercicios/projeto-guiado/projetoguidado_EllenMSantiago.ipynb b/exercicios/projeto-guiado/projetoguidado_EllenMSantiago.ipynb new file mode 100644 index 0000000..aade2dc --- /dev/null +++ b/exercicios/projeto-guiado/projetoguidado_EllenMSantiago.ipynb @@ -0,0 +1,10909 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 230, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 231, + "metadata": {}, + "outputs": [], + "source": [ + "#read_csv - lê o arquivo CSV\n", + "#skiprows=8 - Ignora as primeiras 8 linhas do arquivo durante a leitura.\n", + "#delimiter=';' - Define o caractere que separa os campos em cada linha do arquivo.\n", + "#encoding='latin1'- indica que o arquivo está codificado em latin1.(outras codificações comuns incluem 'utf-8', 'utf-16'.)\n", + "\n", + "df = pd.read_csv('INMET_MS_ITAQUIRAI_2020.CSV', delimiter=';', skiprows=8, encoding='latin1')" + ] + }, + { + "cell_type": "code", + "execution_count": 232, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data object\n", + "Hora UTC object\n", + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) object\n", + "PRESSAO ATMOSFERICA AO NIVEL DA ESTACAO, HORARIA (mB) object\n", + "PRESSÃO ATMOSFERICA MAX.NA HORA ANT. (AUT) (mB) object\n", + "PRESSÃO ATMOSFERICA MIN. NA HORA ANT. (AUT) (mB) object\n", + "RADIACAO GLOBAL (Kj/m²) object\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) object\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) object\n", + "TEMPERATURA MÁXIMA NA HORA ANT. (AUT) (°C) object\n", + "TEMPERATURA MÍNIMA NA HORA ANT. (AUT) (°C) object\n", + "TEMPERATURA ORVALHO MAX. NA HORA ANT. (AUT) (°C) object\n", + "TEMPERATURA ORVALHO MIN. NA HORA ANT. (AUT) (°C) object\n", + "UMIDADE REL. MAX. NA HORA ANT. (AUT) (%) float64\n", + "UMIDADE REL. MIN. NA HORA ANT. (AUT) (%) float64\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) float64\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) float64\n", + "VENTO, RAJADA MAXIMA (m/s) object\n", + "VENTO, VELOCIDADE HORARIA (m/s) object\n", + "Unnamed: 19 float64\n", + "dtype: object" + ] + }, + "execution_count": 232, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#A função dtypes é uma ferramenta fundamental para entender os tipos de dados que compõem cada coluna de um conjunto de dados.\n", + "df.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 233, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)PRESSAO ATMOSFERICA AO NIVEL DA ESTACAO, HORARIA (mB)PRESSÃO ATMOSFERICA MAX.NA HORA ANT. (AUT) (mB)PRESSÃO ATMOSFERICA MIN. NA HORA ANT. (AUT) (mB)RADIACAO GLOBAL (Kj/m²)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)TEMPERATURA MÁXIMA NA HORA ANT. (AUT) (°C)TEMPERATURA MÍNIMA NA HORA ANT. (AUT) (°C)TEMPERATURA ORVALHO MAX. NA HORA ANT. (AUT) (°C)TEMPERATURA ORVALHO MIN. NA HORA ANT. (AUT) (°C)UMIDADE REL. MAX. NA HORA ANT. (AUT) (%)UMIDADE REL. MIN. NA HORA ANT. (AUT) (%)UMIDADE RELATIVA DO AR, HORARIA (%)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, RAJADA MAXIMA (m/s)VENTO, VELOCIDADE HORARIA (m/s)Unnamed: 19
02020/01/010000 UTC,6970970969,5NaN23,122,623,122,622,821,698.094.097.011.03,21,9NaN
12020/01/010100 UTC0970,2970,29702,923,721,723,72322,521,697.088.088.010.04,61,3NaN
22020/01/010200 UTC0969,8970,2969,81,62421,824,423,721,921,288.083.088.0345.03,2,6NaN
32020/01/010300 UTC0970,1970,1969,8,624,321,425,1242221,288.080.083.0332.04,81,5NaN
42020/01/010400 UTC0970,2970,5970,1NaN23,821,724,323,721,821,489.083.089.0316.03,3,2NaN
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" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "0 2020/01/01 0000 UTC ,6 \n", + "1 2020/01/01 0100 UTC 0 \n", + "2 2020/01/01 0200 UTC 0 \n", + "3 2020/01/01 0300 UTC 0 \n", + "4 2020/01/01 0400 UTC 0 \n", + "\n", + " PRESSAO ATMOSFERICA AO NIVEL DA ESTACAO, HORARIA (mB) \\\n", + "0 970 \n", + "1 970,2 \n", + "2 969,8 \n", + "3 970,1 \n", + "4 970,2 \n", + "\n", + " PRESSÃO ATMOSFERICA MAX.NA HORA ANT. (AUT) (mB) \\\n", + "0 970 \n", + "1 970,2 \n", + "2 970,2 \n", + "3 970,1 \n", + "4 970,5 \n", + "\n", + " PRESSÃO ATMOSFERICA MIN. NA HORA ANT. (AUT) (mB) RADIACAO GLOBAL (Kj/m²) \\\n", + "0 969,5 NaN \n", + "1 970 2,9 \n", + "2 969,8 1,6 \n", + "3 969,8 ,6 \n", + "4 970,1 NaN \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23,1 \n", + "1 23,7 \n", + "2 24 \n", + "3 24,3 \n", + "4 23,8 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "0 22,6 \n", + "1 21,7 \n", + "2 21,8 \n", + "3 21,4 \n", + "4 21,7 \n", + "\n", + " TEMPERATURA MÁXIMA NA HORA ANT. (AUT) (°C) \\\n", + "0 23,1 \n", + "1 23,7 \n", + "2 24,4 \n", + "3 25,1 \n", + "4 24,3 \n", + "\n", + " TEMPERATURA MÍNIMA NA HORA ANT. (AUT) (°C) \\\n", + "0 22,6 \n", + "1 23 \n", + "2 23,7 \n", + "3 24 \n", + "4 23,7 \n", + "\n", + " TEMPERATURA ORVALHO MAX. NA HORA ANT. (AUT) (°C) \\\n", + "0 22,8 \n", + "1 22,5 \n", + "2 21,9 \n", + "3 22 \n", + "4 21,8 \n", + "\n", + " TEMPERATURA ORVALHO MIN. NA HORA ANT. (AUT) (°C) \\\n", + "0 21,6 \n", + "1 21,6 \n", + "2 21,2 \n", + "3 21,2 \n", + "4 21,4 \n", + "\n", + " UMIDADE REL. MAX. NA HORA ANT. (AUT) (%) \\\n", + "0 98.0 \n", + "1 97.0 \n", + "2 88.0 \n", + "3 88.0 \n", + "4 89.0 \n", + "\n", + " UMIDADE REL. MIN. NA HORA ANT. (AUT) (%) \\\n", + "0 94.0 \n", + "1 88.0 \n", + "2 83.0 \n", + "3 80.0 \n", + "4 83.0 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) VENTO, DIREÇÃO HORARIA (gr) (° (gr)) \\\n", + "0 97.0 11.0 \n", + "1 88.0 10.0 \n", + "2 88.0 345.0 \n", + "3 83.0 332.0 \n", + "4 89.0 316.0 \n", + "\n", + " VENTO, RAJADA MAXIMA (m/s) VENTO, VELOCIDADE HORARIA (m/s) Unnamed: 19 \n", + "0 3,2 1,9 NaN \n", + "1 4,6 1,3 NaN \n", + "2 3,2 ,6 NaN \n", + "3 4,8 1,5 NaN \n", + "4 3,3 ,2 NaN " + ] + }, + "execution_count": 233, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Por padrão o head() mostra as 5 primeiras linhas do df.\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 234, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)PRESSAO ATMOSFERICA AO NIVEL DA ESTACAO, HORARIA (mB)PRESSÃO ATMOSFERICA MAX.NA HORA ANT. (AUT) (mB)PRESSÃO ATMOSFERICA MIN. NA HORA ANT. (AUT) (mB)RADIACAO GLOBAL (Kj/m²)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)TEMPERATURA MÁXIMA NA HORA ANT. (AUT) (°C)TEMPERATURA MÍNIMA NA HORA ANT. (AUT) (°C)TEMPERATURA ORVALHO MAX. NA HORA ANT. (AUT) (°C)TEMPERATURA ORVALHO MIN. NA HORA ANT. (AUT) (°C)UMIDADE REL. MAX. NA HORA ANT. (AUT) (%)UMIDADE REL. MIN. NA HORA ANT. (AUT) (%)UMIDADE RELATIVA DO AR, HORARIA (%)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, RAJADA MAXIMA (m/s)VENTO, VELOCIDADE HORARIA (m/s)Unnamed: 19
87792020/12/311900 UTC,4972,6973,3972,6775,923,122,723,321,7NaNNaNNaNNaN97.032.06,61,2NaN
87802020/12/312000 UTC0970,4972,6970,4837,824,222,724,423,122,822,197.089.091.0355.02,8,8NaN
87812020/12/312100 UTC0970,7970,7970,1524,724,92324,924,123,322,593.089.089.0315.04,21,2NaN
87822020/12/312200 UTC0972,4972,4970,7256,524,222,125,124,223,122,189.087.088.0291.04,8,9NaN
87832020/12/312300 UTC0974,1974,1972,49,623,522,524,223,422,52294.088.094.0132.03,9,9NaN
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" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "8779 2020/12/31 1900 UTC ,4 \n", + "8780 2020/12/31 2000 UTC 0 \n", + "8781 2020/12/31 2100 UTC 0 \n", + "8782 2020/12/31 2200 UTC 0 \n", + "8783 2020/12/31 2300 UTC 0 \n", + "\n", + " PRESSAO ATMOSFERICA AO NIVEL DA ESTACAO, HORARIA (mB) \\\n", + "8779 972,6 \n", + "8780 970,4 \n", + "8781 970,7 \n", + "8782 972,4 \n", + "8783 974,1 \n", + "\n", + " PRESSÃO ATMOSFERICA MAX.NA HORA ANT. (AUT) (mB) \\\n", + "8779 973,3 \n", + "8780 972,6 \n", + "8781 970,7 \n", + "8782 972,4 \n", + "8783 974,1 \n", + "\n", + " PRESSÃO ATMOSFERICA MIN. NA HORA ANT. (AUT) (mB) RADIACAO GLOBAL (Kj/m²) \\\n", + "8779 972,6 775,9 \n", + "8780 970,4 837,8 \n", + "8781 970,1 524,7 \n", + "8782 970,7 256,5 \n", + "8783 972,4 9,6 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "8779 23,1 \n", + "8780 24,2 \n", + "8781 24,9 \n", + "8782 24,2 \n", + "8783 23,5 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "8779 22,7 \n", + "8780 22,7 \n", + "8781 23 \n", + "8782 22,1 \n", + "8783 22,5 \n", + "\n", + " TEMPERATURA MÁXIMA NA HORA ANT. (AUT) (°C) \\\n", + "8779 23,3 \n", + "8780 24,4 \n", + "8781 24,9 \n", + "8782 25,1 \n", + "8783 24,2 \n", + "\n", + " TEMPERATURA MÍNIMA NA HORA ANT. (AUT) (°C) \\\n", + "8779 21,7 \n", + "8780 23,1 \n", + "8781 24,1 \n", + "8782 24,2 \n", + "8783 23,4 \n", + "\n", + " TEMPERATURA ORVALHO MAX. NA HORA ANT. (AUT) (°C) \\\n", + "8779 NaN \n", + "8780 22,8 \n", + "8781 23,3 \n", + "8782 23,1 \n", + "8783 22,5 \n", + "\n", + " TEMPERATURA ORVALHO MIN. NA HORA ANT. (AUT) (°C) \\\n", + "8779 NaN \n", + "8780 22,1 \n", + "8781 22,5 \n", + "8782 22,1 \n", + "8783 22 \n", + "\n", + " UMIDADE REL. MAX. NA HORA ANT. (AUT) (%) \\\n", + "8779 NaN \n", + "8780 97.0 \n", + "8781 93.0 \n", + "8782 89.0 \n", + "8783 94.0 \n", + "\n", + " UMIDADE REL. MIN. NA HORA ANT. (AUT) (%) \\\n", + "8779 NaN \n", + "8780 89.0 \n", + "8781 89.0 \n", + "8782 87.0 \n", + "8783 88.0 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) \\\n", + "8779 97.0 \n", + "8780 91.0 \n", + "8781 89.0 \n", + "8782 88.0 \n", + "8783 94.0 \n", + "\n", + " VENTO, DIREÇÃO HORARIA (gr) (° (gr)) VENTO, RAJADA MAXIMA (m/s) \\\n", + "8779 32.0 6,6 \n", + "8780 355.0 2,8 \n", + "8781 315.0 4,2 \n", + "8782 291.0 4,8 \n", + "8783 132.0 3,9 \n", + "\n", + " VENTO, VELOCIDADE HORARIA (m/s) Unnamed: 19 \n", + "8779 1,2 NaN \n", + "8780 ,8 NaN \n", + "8781 1,2 NaN \n", + "8782 ,9 NaN \n", + "8783 ,9 NaN " + ] + }, + "execution_count": 234, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Por padrão o tail() mostra as 5 últimas linhas do df.\n", + "df.tail()" + ] + }, + { + "cell_type": "code", + "execution_count": 235, + "metadata": {}, + "outputs": [], + "source": [ + "#Reduzindo o df selecionando apenas as colunas que seram usadas\n", + "df = df[['Data','Hora UTC','PRECIPITAÇÃO TOTAL, HORÁRIO (mm)', 'TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)','TEMPERATURA DO PONTO DE ORVALHO (°C)','UMIDADE RELATIVA DO AR, HORARIA (%)', 'RADIACAO GLOBAL (Kj/m²)', 'VENTO, DIREÇÃO HORARIA (gr) (° (gr))' ,'VENTO, VELOCIDADE HORARIA (m/s)']]" + ] + }, + { + "cell_type": "code", + "execution_count": 236, + "metadata": {}, + "outputs": [], + "source": [ + "# Usando a função replace para substituir ',' por '.' \n", + "df = df.replace(',','.',regex=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 237, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)
02020/01/010000 UTC.623.122.697.0NaN11.01.9
12020/01/010100 UTC023.721.788.02.910.01.3
22020/01/010200 UTC02421.888.01.6345.0.6
32020/01/010300 UTC024.321.483.0.6332.01.5
42020/01/010400 UTC023.821.789.0NaN316.0.2
52020/01/010500 UTC023.522.393.0NaN141.00
62020/01/010600 UTC022.722.498.0NaN40.00
72020/01/010700 UTC022.9NaNNaNNaN36.0.9
82020/01/010800 UTC022.9NaNNaNNaN68.00
92020/01/010900 UTC022.922.597.02.3358.00
102020/01/011000 UTC024.722.889.0408.116.02
112020/01/011100 UTC026.422.780.01219.6341.01
122020/01/011200 UTC028.623.674.01870.5345.01.4
132020/01/011300 UTC030.323.266.02602.9346.02.5
142020/01/011400 UTC03223.159.02996.3351.02.6
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" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "0 2020/01/01 0000 UTC .6 \n", + "1 2020/01/01 0100 UTC 0 \n", + "2 2020/01/01 0200 UTC 0 \n", + "3 2020/01/01 0300 UTC 0 \n", + "4 2020/01/01 0400 UTC 0 \n", + "5 2020/01/01 0500 UTC 0 \n", + "6 2020/01/01 0600 UTC 0 \n", + "7 2020/01/01 0700 UTC 0 \n", + "8 2020/01/01 0800 UTC 0 \n", + "9 2020/01/01 0900 UTC 0 \n", + "10 2020/01/01 1000 UTC 0 \n", + "11 2020/01/01 1100 UTC 0 \n", + "12 2020/01/01 1200 UTC 0 \n", + "13 2020/01/01 1300 UTC 0 \n", + "14 2020/01/01 1400 UTC 0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "2 24 \n", + "3 24.3 \n", + "4 23.8 \n", + "5 23.5 \n", + "6 22.7 \n", + "7 22.9 \n", + "8 22.9 \n", + "9 22.9 \n", + "10 24.7 \n", + "11 26.4 \n", + "12 28.6 \n", + "13 30.3 \n", + "14 32 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) UMIDADE RELATIVA DO AR, HORARIA (%) \\\n", + "0 22.6 97.0 \n", + "1 21.7 88.0 \n", + "2 21.8 88.0 \n", + "3 21.4 83.0 \n", + "4 21.7 89.0 \n", + "5 22.3 93.0 \n", + "6 22.4 98.0 \n", + "7 NaN NaN \n", + "8 NaN NaN \n", + "9 22.5 97.0 \n", + "10 22.8 89.0 \n", + "11 22.7 80.0 \n", + "12 23.6 74.0 \n", + "13 23.2 66.0 \n", + "14 23.1 59.0 \n", + "\n", + " RADIACAO GLOBAL (Kj/m²) VENTO, DIREÇÃO HORARIA (gr) (° (gr)) \\\n", + "0 NaN 11.0 \n", + "1 2.9 10.0 \n", + "2 1.6 345.0 \n", + "3 .6 332.0 \n", + "4 NaN 316.0 \n", + "5 NaN 141.0 \n", + "6 NaN 40.0 \n", + "7 NaN 36.0 \n", + "8 NaN 68.0 \n", + "9 2.3 358.0 \n", + "10 408.1 16.0 \n", + "11 1219.6 341.0 \n", + "12 1870.5 345.0 \n", + "13 2602.9 346.0 \n", + "14 2996.3 351.0 \n", + "\n", + " VENTO, VELOCIDADE HORARIA (m/s) \n", + "0 1.9 \n", + "1 1.3 \n", + "2 .6 \n", + "3 1.5 \n", + "4 .2 \n", + "5 0 \n", + "6 0 \n", + "7 .9 \n", + "8 0 \n", + "9 0 \n", + "10 2 \n", + "11 1 \n", + "12 1.4 \n", + "13 2.5 \n", + "14 2.6 " + ] + }, + "execution_count": 237, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Verificando a alteração\n", + "#Métodos: São funções associadas a um objeto que realizam alguma ação sobre ele. Eles são chamados usando parênteses, como df.head().\n", + "df.head(15)" + ] + }, + { + "cell_type": "code", + "execution_count": 238, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data 0\n", + "Hora UTC 0\n", + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) 6\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 6\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 466\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 466\n", + "RADIACAO GLOBAL (Kj/m²) 4049\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) 6\n", + "VENTO, VELOCIDADE HORARIA (m/s) 6\n", + "dtype: int64" + ] + }, + "execution_count": 238, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#função isnull() detectar se há valores ausentes ou nulos em um df. Esses valores podem ser representados por NaN (Not a Number) para dados numéricos, None para objetos Python, ou NaT para datas.\n", + "#função sum() soma \n", + "\n", + "df.isnull().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 239, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(8784, 9)" + ] + }, + "execution_count": 239, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Funação shape é utilizada para obter as dimensões de um array ou de um DataFrame\n", + "# shape não usa () por que é )Atributos) são características ou propriedades inerentes a um objeto. Eles são acessados diretamente usando a notação de ponto (.)\n", + "df.shape " + ] + }, + { + "cell_type": "code", + "execution_count": 240, + "metadata": {}, + "outputs": [], + "source": [ + "# transforma as colunas em float uma a uma \n", + "# df['PRECIPITAÇÃO TOTAL, HORÁRIO (mm)'] = pd.to_numeric(df['PRECIPITAÇÃO TOTAL, HORÁRIO (mm)'], errors='coerce')\n", + "# df['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'] = pd.to_numeric(df['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'], errors='coerce')\n", + "# df['TEMPERATURA DO PONTO DE ORVALHO (°C)'] = pd.to_numeric(df['TEMPERATURA DO PONTO DE ORVALHO (°C)'], errors='coerce')\n", + "# df['RADIACAO GLOBAL (Kj/m²)'] = pd.to_numeric(df['RADIACAO GLOBAL (Kj/m²)'], errors='coerce')\n", + "# df['VENTO, VELOCIDADE HORARIA (m/s)'] = pd.to_numeric(df['VENTO, VELOCIDADE HORARIA (m/s)'], errors='coerce')" + ] + }, + { + "cell_type": "code", + "execution_count": 241, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data object\n", + "Hora UTC object\n", + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) float64\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) float64\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) float64\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) float64\n", + "RADIACAO GLOBAL (Kj/m²) float64\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) float64\n", + "VENTO, VELOCIDADE HORARIA (m/s) float64\n", + "dtype: object\n" + ] + } + ], + "source": [ + "#Transforma as colunas usando o FOR exceto as colunas 'Data' e 'Hora UTC' que devem manter em object.\n", + "#A função drop elimina as colunas data e hora UTC\n", + "\n", + "coluna_objeto = df.select_dtypes(include=['object']).columns\n", + "coluna_objeto = coluna_objeto.drop(['Data', 'Hora UTC'])\n", + "for coluna in coluna_objeto:\n", + " df[coluna] = pd.to_numeric(df[coluna], errors='coerce')\n", + "\n", + "print(df.dtypes)" + ] + }, + { + "cell_type": "code", + "execution_count": 242, + "metadata": {}, + "outputs": [], + "source": [ + "# preenche todo os campos nulos ou vazio com 0\n", + "df = df.fillna(0)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 243, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data 0\n", + "Hora UTC 0\n", + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) 0\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 0\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 0\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0\n", + "RADIACAO GLOBAL (Kj/m²) 0\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) 0\n", + "VENTO, VELOCIDADE HORARIA (m/s) 0\n", + "dtype: int64" + ] + }, + "execution_count": 243, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Verificando se fez a alteração \n", + "df.isnull().sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 244, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)
02020/01/010000 UTC0.623.122.60.970.011.01.9
12020/01/010100 UTC0.023.721.70.882.910.01.3
22020/01/010200 UTC0.024.021.80.881.6345.00.6
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87822020/12/312200 UTC0.024.222.10.88256.5291.00.9
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" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "0 2020/01/01 0000 UTC 0.6 \n", + "1 2020/01/01 0100 UTC 0.0 \n", + "2 2020/01/01 0200 UTC 0.0 \n", + "3 2020/01/01 0300 UTC 0.0 \n", + "4 2020/01/01 0400 UTC 0.0 \n", + "... ... ... ... \n", + "8779 2020/12/31 1900 UTC 0.4 \n", + "8780 2020/12/31 2000 UTC 0.0 \n", + "8781 2020/12/31 2100 UTC 0.0 \n", + "8782 2020/12/31 2200 UTC 0.0 \n", + "8783 2020/12/31 2300 UTC 0.0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "2 24.0 \n", + "3 24.3 \n", + "4 23.8 \n", + "... ... \n", + "8779 23.1 \n", + "8780 24.2 \n", + "8781 24.9 \n", + "8782 24.2 \n", + "8783 23.5 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "0 22.6 \n", + "1 21.7 \n", + "2 21.8 \n", + "3 21.4 \n", + "4 21.7 \n", + "... ... \n", + "8779 22.7 \n", + "8780 22.7 \n", + "8781 23.0 \n", + "8782 22.1 \n", + "8783 22.5 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", + "0 0.97 0.0 \n", + "1 0.88 2.9 \n", + "2 0.88 1.6 \n", + "3 0.83 0.6 \n", + "4 0.89 0.0 \n", + "... ... ... \n", + "8779 0.97 775.9 \n", + "8780 0.91 837.8 \n", + "8781 0.89 524.7 \n", + "8782 0.88 256.5 \n", + "8783 0.94 9.6 \n", + "\n", + " VENTO, DIREÇÃO HORARIA (gr) (° (gr)) VENTO, VELOCIDADE HORARIA (m/s) \n", + "0 11.0 1.9 \n", + "1 10.0 1.3 \n", + "2 345.0 0.6 \n", + "3 332.0 1.5 \n", + "4 316.0 0.2 \n", + "... ... ... \n", + "8779 32.0 1.2 \n", + "8780 355.0 0.8 \n", + "8781 315.0 1.2 \n", + "8782 291.0 0.9 \n", + "8783 132.0 0.9 \n", + "\n", + "[8784 rows x 9 columns]" + ] + }, + "execution_count": 244, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Normalizando coluna\n", + "df['UMIDADE RELATIVA DO AR, HORARIA (%)'] = (df['UMIDADE RELATIVA DO AR, HORARIA (%)'] - df['UMIDADE RELATIVA DO AR, HORARIA (%)'].min()) / (df['UMIDADE RELATIVA DO AR, HORARIA (%)'].max() - df['UMIDADE RELATIVA DO AR, HORARIA (%)'].min())\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 245, + "metadata": {}, + "outputs": [], + "source": [ + "#convertendo a data para data time\n", + "df['Data'] = pd.to_datetime(df['Data'], format='%Y/%m/%d')" + ] + }, + { + "cell_type": "code", + "execution_count": 246, + "metadata": {}, + "outputs": [], + "source": [ + "#Alterando o formato da data \n", + "df['Data'] = df['Data'].dt.strftime('%d/%m/%Y')" + ] + }, + { + "cell_type": "code", + "execution_count": 247, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) TEMPERATURA DO PONTO DE ORVALHO (°C) UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) VENTO, DIREÇÃO HORARIA (gr) (° (gr)) VENTO, VELOCIDADE HORARIA (m/s)\n", + "0 01/01/2020 0000 UTC 0.6 23.1 22.6 0.97 0.0 11.0 1.9\n", + "1 01/01/2020 0100 UTC 0.0 23.7 21.7 0.88 2.9 10.0 1.3\n", + "2 01/01/2020 0200 UTC 0.0 24.0 21.8 0.88 1.6 345.0 0.6\n", + "3 01/01/2020 0300 UTC 0.0 24.3 21.4 0.83 0.6 332.0 1.5\n", + "4 01/01/2020 0400 UTC 0.0 23.8 21.7 0.89 0.0 316.0 0.2\n", + "5 01/01/2020 0500 UTC 0.0 23.5 22.3 0.93 0.0 141.0 0.0\n", + "6 01/01/2020 0600 UTC 0.0 22.7 22.4 0.98 0.0 40.0 0.0\n", + "7 01/01/2020 0700 UTC 0.0 22.9 0.0 0.00 0.0 36.0 0.9\n", + "8 01/01/2020 0800 UTC 0.0 22.9 0.0 0.00 0.0 68.0 0.0\n", + "9 01/01/2020 0900 UTC 0.0 22.9 22.5 0.97 2.3 358.0 0.0\n", + "10 01/01/2020 1000 UTC 0.0 24.7 22.8 0.89 408.1 16.0 2.0\n", + "11 01/01/2020 1100 UTC 0.0 26.4 22.7 0.80 1219.6 341.0 1.0\n", + "12 01/01/2020 1200 UTC 0.0 28.6 23.6 0.74 1870.5 345.0 1.4\n", + "13 01/01/2020 1300 UTC 0.0 30.3 23.2 0.66 2602.9 346.0 2.5\n", + "14 01/01/2020 1400 UTC 0.0 32.0 23.1 0.59 2996.3 351.0 2.6\n", + "15 01/01/2020 1500 UTC 0.0 32.6 23.1 0.57 3715.3 7.0 2.8\n", + "16 01/01/2020 1600 UTC 0.0 32.2 21.4 0.53 3284.4 338.0 2.0\n", + "17 01/01/2020 1700 UTC 0.0 33.5 23.3 0.55 3238.7 10.0 1.7\n", + "18 01/01/2020 1800 UTC 0.0 29.6 23.2 0.69 2380.5 128.0 1.9\n", + "19 01/01/2020 1900 UTC 3.4 25.0 23.2 0.90 930.1 342.0 2.2\n", + "20 01/01/2020 2000 UTC 6.8 24.7 24.3 0.98 313.0 243.0 4.9\n", + "21 01/01/2020 2100 UTC 0.0 24.8 22.6 0.88 539.6 193.0 1.4\n", + "22 01/01/2020 2200 UTC 0.0 25.1 23.4 0.90 502.4 177.0 1.3\n", + "23 01/01/2020 2300 UTC 0.0 24.3 23.7 0.96 51.2 105.0 0.0\n", + "24 02/01/2020 0000 UTC 0.0 24.1 24.1 1.00 0.0 93.0 1.2\n", + "25 02/01/2020 0100 UTC 0.0 23.8 0.0 0.00 0.0 107.0 0.0\n", + "26 02/01/2020 0200 UTC 0.0 23.7 0.0 0.00 0.0 70.0 0.0\n", + "27 02/01/2020 0300 UTC 0.0 23.7 0.0 0.00 0.0 81.0 0.0\n", + "28 02/01/2020 0400 UTC 0.0 23.4 0.0 0.00 0.0 38.0 0.0\n", + "29 02/01/2020 0500 UTC 0.0 23.2 23.2 1.00 0.0 30.0 1.4\n", + "30 02/01/2020 0600 UTC 0.0 22.8 22.3 0.97 0.0 354.0 1.7\n", + "31 02/01/2020 0700 UTC 0.0 22.5 22.4 0.99 0.0 19.0 1.0\n", + "32 02/01/2020 0800 UTC 0.0 22.9 0.0 0.00 0.0 358.0 0.8\n", + "33 02/01/2020 0900 UTC 0.0 23.1 22.9 0.99 2.5 349.0 0.4\n", + "34 02/01/2020 1000 UTC 0.0 23.8 23.7 1.00 142.6 358.0 0.4\n", + "35 02/01/2020 1100 UTC 0.0 24.7 23.0 0.90 751.2 6.0 1.8\n", + "36 02/01/2020 1200 UTC 0.0 25.3 22.7 0.86 709.6 337.0 1.2\n", + "37 02/01/2020 1300 UTC 0.0 26.8 23.1 0.80 1180.0 357.0 1.2\n", + "38 02/01/2020 1400 UTC 0.0 27.7 23.6 0.78 1312.2 4.0 2.0\n", + "39 02/01/2020 1500 UTC 0.0 29.2 23.5 0.72 2298.2 8.0 2.6\n", + "40 02/01/2020 1600 UTC 0.0 30.0 23.9 0.70 3236.7 349.0 2.4\n", + "41 02/01/2020 1700 UTC 0.0 30.5 23.5 0.66 3009.4 332.0 3.9\n", + "42 02/01/2020 1800 UTC 0.0 30.6 23.1 0.64 2921.7 332.0 3.5\n", + "43 02/01/2020 1900 UTC 0.0 29.4 23.8 0.72 2886.2 271.0 2.8\n", + "44 02/01/2020 2000 UTC 0.0 26.6 21.6 0.74 1596.9 303.0 3.3\n", + "45 02/01/2020 2100 UTC 0.0 27.6 20.6 0.65 544.6 290.0 2.5\n", + "46 02/01/2020 2200 UTC 0.0 26.5 20.8 0.71 92.4 319.0 1.7\n", + "47 02/01/2020 2300 UTC 0.0 25.7 21.1 0.76 6.9 332.0 1.3\n", + "48 03/01/2020 0000 UTC 0.0 25.5 21.7 0.79 0.0 324.0 2.5\n", + "49 03/01/2020 0100 UTC 0.0 24.9 21.6 0.82 0.0 331.0 2.7\n", + "50 03/01/2020 0200 UTC 0.0 25.7 20.4 0.73 0.0 308.0 1.2\n", + "51 03/01/2020 0300 UTC 0.0 25.4 21.5 0.79 0.0 327.0 2.4\n", + "52 03/01/2020 0400 UTC 0.0 25.2 21.8 0.81 0.0 325.0 2.4\n", + "53 03/01/2020 0500 UTC 0.0 24.8 22.0 0.84 0.0 310.0 1.5\n", + "54 03/01/2020 0600 UTC 0.0 24.3 22.1 0.87 0.0 294.0 1.5\n", + "55 03/01/2020 0700 UTC 0.0 24.0 22.4 0.91 0.0 271.0 2.4\n", + "56 03/01/2020 0800 UTC 0.0 23.7 22.5 0.93 0.0 262.0 4.0\n", + "57 03/01/2020 0900 UTC 0.0 23.4 22.6 0.95 1.4 245.0 3.2\n", + "58 03/01/2020 1000 UTC 0.0 24.0 22.3 0.91 122.1 233.0 2.2\n", + "59 03/01/2020 1100 UTC 0.0 24.8 22.1 0.85 344.1 198.0 3.1\n", + "60 03/01/2020 1200 UTC 0.0 25.6 21.8 0.80 922.5 185.0 4.4\n", + "61 03/01/2020 1300 UTC 0.0 25.6 21.8 0.79 794.6 171.0 2.8\n", + "62 03/01/2020 1400 UTC 0.0 26.2 21.9 0.78 907.4 180.0 2.6\n", + "63 03/01/2020 1500 UTC 0.0 27.1 22.1 0.74 1534.9 208.0 2.8\n", + "64 03/01/2020 1600 UTC 0.0 28.1 22.3 0.71 2422.2 201.0 3.2\n", + "65 03/01/2020 1700 UTC 0.0 29.1 22.1 0.66 3301.3 244.0 3.6\n", + "66 03/01/2020 1800 UTC 0.0 29.6 22.9 0.67 2434.5 203.0 3.1\n", + "67 03/01/2020 1900 UTC 0.0 29.5 22.4 0.66 1651.7 229.0 5.2\n", + "68 03/01/2020 2000 UTC 0.0 28.1 21.9 0.69 1600.8 220.0 5.9\n", + "69 03/01/2020 2100 UTC 0.0 26.1 22.1 0.78 479.9 209.0 3.4\n", + "70 03/01/2020 2200 UTC 0.0 25.3 21.7 0.81 133.7 232.0 3.9\n", + "71 03/01/2020 2300 UTC 0.0 24.7 21.9 0.84 3.1 237.0 3.1\n", + "72 04/01/2020 0000 UTC 0.0 24.0 21.4 0.86 0.0 233.0 3.3\n", + "73 04/01/2020 0100 UTC 0.0 23.2 21.0 0.87 0.0 217.0 2.6\n", + "74 04/01/2020 0200 UTC 0.0 22.7 21.1 0.90 0.0 206.0 1.5\n", + "75 04/01/2020 0300 UTC 0.0 23.0 21.4 0.91 0.0 205.0 1.8\n", + "76 04/01/2020 0400 UTC 0.0 22.7 20.9 0.89 0.0 209.0 2.3\n", + "77 04/01/2020 0500 UTC 0.0 22.3 20.7 0.91 0.0 199.0 1.3\n", + "78 04/01/2020 0600 UTC 0.0 21.9 20.9 0.94 0.0 186.0 0.6\n", + "79 04/01/2020 0700 UTC 0.0 21.9 20.9 0.94 0.0 85.0 0.0\n", + "80 04/01/2020 0800 UTC 0.0 21.5 20.5 0.94 0.0 256.0 0.4\n", + "81 04/01/2020 0900 UTC 0.0 22.0 20.8 0.93 0.0 228.0 0.0\n", + "82 04/01/2020 1000 UTC 0.0 22.4 21.1 0.93 96.6 231.0 1.3\n", + "83 04/01/2020 1100 UTC 0.0 23.9 20.4 0.81 614.6 202.0 2.8\n", + "84 04/01/2020 1200 UTC 0.0 25.0 19.5 0.72 1514.1 181.0 4.2\n", + "85 04/01/2020 1300 UTC 0.0 26.2 19.6 0.67 2025.3 178.0 3.8\n", + "86 04/01/2020 1400 UTC 0.0 26.5 19.8 0.67 2157.6 182.0 3.0\n", + "87 04/01/2020 1500 UTC 0.0 27.1 20.0 0.65 1768.9 184.0 2.0\n", + "88 04/01/2020 1600 UTC 0.0 27.9 21.1 0.66 1752.3 182.0 2.8\n", + "89 04/01/2020 1700 UTC 0.0 28.8 21.4 0.64 2758.4 177.0 2.1\n", + "90 04/01/2020 1800 UTC 0.0 29.3 21.1 0.61 2868.3 176.0 1.3\n", + "91 04/01/2020 1900 UTC 0.0 29.8 20.6 0.58 2625.1 240.0 4.0\n", + "92 04/01/2020 2000 UTC 0.0 29.3 20.0 0.57 2313.5 235.0 3.5\n", + "93 04/01/2020 2100 UTC 0.0 28.7 20.3 0.61 1093.4 231.0 4.1\n", + "94 04/01/2020 2200 UTC 0.0 27.4 20.5 0.66 230.2 253.0 3.0\n", + "95 04/01/2020 2300 UTC 0.0 25.6 21.2 0.76 7.7 262.0 2.1\n", + "96 05/01/2020 0000 UTC 0.0 25.4 21.1 0.77 0.0 291.0 0.5\n", + "97 05/01/2020 0100 UTC 0.0 25.0 21.1 0.79 0.0 280.0 0.3\n", + "98 05/01/2020 0200 UTC 0.0 24.1 21.3 0.84 0.0 268.0 2.2\n", + "99 05/01/2020 0300 UTC 0.0 23.9 21.3 0.85 0.0 247.0 1.0\n", + "100 05/01/2020 0400 UTC 0.0 23.0 21.3 0.90 0.0 2.0 0.0\n", + "101 05/01/2020 0500 UTC 0.0 23.2 21.0 0.88 0.0 33.0 0.0\n", + "102 05/01/2020 0600 UTC 0.0 22.5 21.4 0.94 0.0 272.0 0.0\n", + "103 05/01/2020 0700 UTC 0.0 22.2 21.4 0.95 0.0 272.0 0.5\n", + "104 05/01/2020 0800 UTC 0.0 22.4 21.3 0.93 0.0 236.0 2.2\n", + "105 05/01/2020 0900 UTC 0.0 22.2 20.5 0.90 0.0 170.0 1.6\n", + "106 05/01/2020 1000 UTC 0.0 23.2 20.6 0.86 270.4 181.0 2.4\n", + "107 05/01/2020 1100 UTC 0.0 24.4 21.0 0.81 1052.2 161.0 3.3\n", + "108 05/01/2020 1200 UTC 0.0 25.5 21.0 0.77 1745.1 179.0 2.9\n", + "109 05/01/2020 1300 UTC 0.0 27.7 22.4 0.73 1791.9 140.0 3.1\n", + "110 05/01/2020 1400 UTC 0.0 29.8 22.6 0.65 2677.4 124.0 2.0\n", + "111 05/01/2020 1500 UTC 0.0 29.8 21.6 0.61 3683.0 134.0 1.7\n", + "112 05/01/2020 1600 UTC 0.0 31.2 20.8 0.54 3483.5 128.0 1.1\n", + "113 05/01/2020 1700 UTC 0.0 31.0 20.0 0.52 3685.4 207.0 2.1\n", + "114 05/01/2020 1800 UTC 0.0 29.9 21.2 0.60 1968.8 206.0 0.6\n", + "115 05/01/2020 1900 UTC 0.0 30.8 19.2 0.50 2668.9 166.0 1.4\n", + "116 05/01/2020 2000 UTC 0.0 30.5 20.6 0.56 651.3 211.0 1.2\n", + "117 05/01/2020 2100 UTC 0.0 27.4 22.7 0.76 499.7 22.0 1.2\n", + "118 05/01/2020 2200 UTC 0.0 27.4 22.9 0.77 384.1 319.0 0.0\n", + "119 05/01/2020 2300 UTC 0.0 25.9 22.8 0.83 13.3 204.0 0.0\n", + "120 06/01/2020 0000 UTC 0.0 25.2 21.2 0.79 0.0 85.0 0.0\n", + "121 06/01/2020 0100 UTC 0.0 24.4 21.0 0.81 0.0 136.0 2.0\n", + "122 06/01/2020 0200 UTC 0.0 23.6 20.2 0.81 0.0 138.0 1.4\n", + "123 06/01/2020 0300 UTC 0.0 22.9 20.1 0.84 0.0 144.0 0.9\n", + "124 06/01/2020 0400 UTC 0.0 22.5 20.4 0.88 0.0 135.0 0.4\n", + "125 06/01/2020 0500 UTC 0.0 22.3 20.3 0.89 0.0 133.0 0.6\n", + "126 06/01/2020 0600 UTC 0.0 22.3 20.4 0.89 0.0 137.0 1.7\n", + "127 06/01/2020 0700 UTC 0.0 22.0 20.6 0.92 0.0 143.0 0.0\n", + "128 06/01/2020 0800 UTC 0.0 21.8 21.0 0.95 0.0 152.0 0.3\n", + "129 06/01/2020 0900 UTC 0.0 22.0 22.0 1.00 0.2 166.0 1.5\n", + "130 06/01/2020 1000 UTC 0.0 22.9 21.8 0.94 182.3 132.0 1.6\n", + "131 06/01/2020 1100 UTC 0.0 25.1 22.4 0.85 916.6 137.0 2.6\n", + "132 06/01/2020 1200 UTC 0.0 27.1 22.1 0.74 1759.6 93.0 2.5\n", + "133 06/01/2020 1300 UTC 0.0 29.3 22.1 0.65 2593.4 84.0 2.7\n", + "134 06/01/2020 1400 UTC 0.0 31.0 22.5 0.61 3144.2 80.0 2.9\n", + "135 06/01/2020 1500 UTC 0.0 33.3 22.6 0.53 3661.5 58.0 3.5\n", + "136 06/01/2020 1600 UTC 0.0 33.5 20.6 0.47 3455.5 54.0 3.0\n", + "137 06/01/2020 1700 UTC 0.0 32.4 20.8 0.50 2215.9 41.0 2.0\n", + "138 06/01/2020 1800 UTC 0.0 34.2 19.8 0.43 3085.4 64.0 3.6\n", + "139 06/01/2020 1900 UTC 0.0 34.7 19.9 0.42 2783.0 88.0 3.8\n", + "140 06/01/2020 2000 UTC 0.0 34.0 18.3 0.40 2138.8 91.0 3.2\n", + "141 06/01/2020 2100 UTC 0.0 32.7 19.7 0.46 1157.2 112.0 1.6\n", + "142 06/01/2020 2200 UTC 0.0 31.2 18.9 0.48 207.2 127.0 1.6\n", + "143 06/01/2020 2300 UTC 0.0 29.1 21.1 0.62 6.0 191.0 0.5\n", + "144 07/01/2020 0000 UTC 0.0 27.0 20.9 0.70 0.0 293.0 1.3\n", + "145 07/01/2020 0100 UTC 0.0 24.7 20.2 0.77 0.0 218.0 3.1\n", + "146 07/01/2020 0200 UTC 0.0 25.0 20.8 0.77 0.0 204.0 1.5\n", + "147 07/01/2020 0300 UTC 0.0 25.9 21.2 0.76 0.0 197.0 0.0\n", + "148 07/01/2020 0400 UTC 0.0 23.7 21.6 0.88 0.0 263.0 4.6\n", + "149 07/01/2020 0500 UTC 0.0 22.8 21.9 0.95 0.0 260.0 3.7\n", + "150 07/01/2020 0600 UTC 0.0 22.3 21.6 0.96 0.0 246.0 4.0\n", + "151 07/01/2020 0700 UTC 0.4 22.2 22.1 1.00 0.0 247.0 4.7\n", + "152 07/01/2020 0800 UTC 4.0 20.8 0.0 0.00 0.4 251.0 6.4\n", + "153 07/01/2020 0900 UTC 14.0 20.9 0.0 0.00 0.0 258.0 8.5\n", + "154 07/01/2020 1000 UTC 14.6 21.0 0.0 0.00 2.9 273.0 5.2\n", + "155 07/01/2020 1100 UTC 9.0 21.0 0.0 0.00 14.3 241.0 4.6\n", + "156 07/01/2020 1200 UTC 6.0 21.2 0.0 0.00 46.3 216.0 4.6\n", + "157 07/01/2020 1300 UTC 2.8 21.7 0.0 0.00 268.2 155.0 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0.0 27.2 22.2 0.74 1462.6 96.0 3.3\n", + "8706 28/12/2020 1800 UTC 0.6 23.3 21.3 0.89 126.7 231.0 3.4\n", + "8707 28/12/2020 1900 UTC 0.0 24.7 21.4 0.82 698.4 249.0 3.4\n", + "8708 28/12/2020 2000 UTC 0.0 27.8 21.3 0.68 977.3 252.0 1.6\n", + "8709 28/12/2020 2100 UTC 0.0 28.4 21.8 0.67 817.7 170.0 0.6\n", + "8710 28/12/2020 2200 UTC 0.0 25.4 21.6 0.79 101.3 233.0 3.4\n", + "8711 28/12/2020 2300 UTC 0.0 24.6 20.8 0.80 6.8 237.0 1.8\n", + "8712 29/12/2020 0000 UTC 0.0 24.0 21.4 0.86 0.0 175.0 0.7\n", + "8713 29/12/2020 0100 UTC 0.0 24.7 21.6 0.83 0.0 188.0 0.3\n", + "8714 29/12/2020 0200 UTC 0.0 23.2 21.5 0.90 0.0 329.0 0.1\n", + "8715 29/12/2020 0300 UTC 0.0 22.8 21.9 0.95 0.0 197.0 0.6\n", + "8716 29/12/2020 0400 UTC 0.0 23.0 22.2 0.95 0.0 286.0 0.2\n", + "8717 29/12/2020 0500 UTC 0.0 23.3 22.6 0.96 0.0 121.0 1.8\n", + "8718 29/12/2020 0600 UTC 0.0 22.6 21.6 0.94 0.0 125.0 0.4\n", + "8719 29/12/2020 0700 UTC 0.0 22.5 21.7 0.95 0.0 16.0 1.6\n", + "8720 29/12/2020 0800 UTC 0.0 21.9 21.5 0.98 0.0 33.0 0.1\n", + "8721 29/12/2020 0900 UTC 0.0 21.8 21.8 1.00 19.3 167.0 1.3\n", + "8722 29/12/2020 1000 UTC 0.0 23.3 21.9 0.92 298.2 123.0 1.4\n", + "8723 29/12/2020 1100 UTC 0.0 25.5 22.6 0.84 1036.3 94.0 1.7\n", + "8724 29/12/2020 1200 UTC 0.0 27.5 23.2 0.77 1432.5 60.0 4.0\n", + "8725 29/12/2020 1300 UTC 0.0 28.1 22.4 0.71 2112.7 61.0 4.1\n", + "8726 29/12/2020 1400 UTC 0.2 27.2 22.6 0.76 438.1 63.0 4.6\n", + "8727 29/12/2020 1500 UTC 0.0 28.4 23.3 0.74 631.6 67.0 3.6\n", + "8728 29/12/2020 1600 UTC 0.0 29.5 23.5 0.70 1282.1 111.0 1.7\n", + "8729 29/12/2020 1700 UTC 0.0 24.8 22.1 0.85 630.1 228.0 3.6\n", + "8730 29/12/2020 1800 UTC 0.0 24.1 22.0 0.88 91.8 276.0 2.7\n", + "8731 29/12/2020 1900 UTC 0.0 22.4 20.2 0.87 109.4 314.0 2.2\n", + "8732 29/12/2020 2000 UTC 0.0 23.8 20.2 0.80 322.1 312.0 0.2\n", + "8733 29/12/2020 2100 UTC 0.0 23.9 20.4 0.81 480.2 183.0 0.8\n", + "8734 29/12/2020 2200 UTC 0.0 22.7 20.9 0.90 212.9 156.0 0.3\n", + "8735 29/12/2020 2300 UTC 0.0 21.9 20.7 0.93 0.0 166.0 0.3\n", + "8736 30/12/2020 0000 UTC 0.0 22.3 20.7 0.90 0.0 120.0 1.6\n", + "8737 30/12/2020 0100 UTC 0.0 21.8 20.8 0.94 0.0 83.0 0.3\n", + "8738 30/12/2020 0200 UTC 0.0 21.8 21.4 0.97 0.0 105.0 0.6\n", + "8739 30/12/2020 0300 UTC 0.0 21.7 0.0 0.00 0.0 116.0 0.6\n", + "8740 30/12/2020 0400 UTC 0.0 21.2 0.0 0.00 0.0 142.0 0.0\n", + "8741 30/12/2020 0500 UTC 0.0 21.6 0.0 0.00 0.0 120.0 1.2\n", + "8742 30/12/2020 0600 UTC 0.0 21.0 0.0 0.00 0.0 93.0 0.5\n", + "8743 30/12/2020 0700 UTC 0.0 21.5 0.0 0.00 0.0 137.0 0.9\n", + "8744 30/12/2020 0800 UTC 0.0 21.6 0.0 0.00 0.0 132.0 1.4\n", + "8745 30/12/2020 0900 UTC 0.0 21.8 0.0 0.00 20.1 124.0 1.3\n", + "8746 30/12/2020 1000 UTC 0.0 23.2 21.9 0.92 438.5 86.0 1.5\n", + "8747 30/12/2020 1100 UTC 0.0 24.8 21.7 0.83 1239.2 64.0 3.9\n", + "8748 30/12/2020 1200 UTC 0.0 26.1 22.5 0.80 1899.1 60.0 3.1\n", + "8749 30/12/2020 1300 UTC 0.0 28.0 22.6 0.73 2749.3 68.0 1.9\n", + "8750 30/12/2020 1400 UTC 0.0 30.0 22.2 0.63 3287.9 40.0 2.3\n", + "8751 30/12/2020 1500 UTC 0.0 30.8 21.9 0.59 3673.6 99.0 2.5\n", + "8752 30/12/2020 1600 UTC 0.0 32.4 22.2 0.55 2550.3 80.0 1.3\n", + "8753 30/12/2020 1700 UTC 0.0 33.6 21.7 0.50 3351.0 35.0 2.0\n", + "8754 30/12/2020 1800 UTC 0.0 32.3 21.6 0.53 2572.2 61.0 1.4\n", + "8755 30/12/2020 1900 UTC 0.0 25.8 21.0 0.75 312.8 141.0 3.5\n", + "8756 30/12/2020 2000 UTC 0.0 23.7 22.2 0.91 74.4 343.0 2.3\n", + "8757 30/12/2020 2100 UTC 0.0 23.2 21.9 0.92 14.2 289.0 1.0\n", + "8758 30/12/2020 2200 UTC 0.2 23.6 22.4 0.93 13.9 162.0 0.8\n", + "8759 30/12/2020 2300 UTC 0.0 23.6 22.7 0.94 0.0 130.0 1.3\n", + "8760 31/12/2020 0000 UTC 0.0 23.4 23.2 0.99 0.0 61.0 1.0\n", + "8761 31/12/2020 0100 UTC 0.2 23.7 22.0 0.90 0.0 322.0 1.6\n", + "8762 31/12/2020 0200 UTC 1.0 23.2 21.6 0.91 0.0 284.0 0.9\n", + "8763 31/12/2020 0300 UTC 0.0 23.1 22.4 0.96 0.0 117.0 0.1\n", + "8764 31/12/2020 0400 UTC 0.0 22.9 22.4 0.97 0.0 52.0 1.5\n", + "8765 31/12/2020 0500 UTC 0.4 22.6 21.7 0.95 0.0 243.0 3.3\n", + "8766 31/12/2020 0600 UTC 0.4 22.6 22.6 1.00 0.0 127.0 2.9\n", + "8767 31/12/2020 0700 UTC 0.2 22.2 0.0 0.00 0.0 144.0 4.2\n", + "8768 31/12/2020 0800 UTC 0.0 22.1 21.3 0.96 0.0 59.0 0.8\n", + "8769 31/12/2020 0900 UTC 0.0 22.2 22.0 0.99 7.0 359.0 0.1\n", + "8770 31/12/2020 1000 UTC 0.0 22.9 22.4 0.97 82.1 108.0 0.5\n", + "8771 31/12/2020 1100 UTC 0.0 24.7 23.1 0.91 520.8 61.0 2.5\n", + "8772 31/12/2020 1200 UTC 0.0 25.4 23.3 0.88 649.7 74.0 1.5\n", + "8773 31/12/2020 1300 UTC 0.0 26.8 23.6 0.83 1171.1 71.0 2.8\n", + "8774 31/12/2020 1400 UTC 0.0 26.1 22.3 0.80 547.0 43.0 2.4\n", + "8775 31/12/2020 1500 UTC 11.8 22.9 22.5 0.98 101.0 42.0 4.3\n", + "8776 31/12/2020 1600 UTC 0.6 23.2 0.0 0.00 73.0 289.0 2.0\n", + "8777 31/12/2020 1700 UTC 7.4 21.7 21.7 1.00 100.6 294.0 3.0\n", + "8778 31/12/2020 1800 UTC 12.2 21.7 0.0 0.00 107.9 79.0 2.9\n", + "8779 31/12/2020 1900 UTC 0.4 23.1 22.7 0.97 775.9 32.0 1.2\n", + "8780 31/12/2020 2000 UTC 0.0 24.2 22.7 0.91 837.8 355.0 0.8\n", + "8781 31/12/2020 2100 UTC 0.0 24.9 23.0 0.89 524.7 315.0 1.2\n", + "8782 31/12/2020 2200 UTC 0.0 24.2 22.1 0.88 256.5 291.0 0.9\n", + "8783 31/12/2020 2300 UTC 0.0 23.5 22.5 0.94 9.6 132.0 0.9\n" + ] + } + ], + "source": [ + "# Convertendo para datetime, assumindo que a data está no formato dd/mm/yyyy\n", + "df['Data'] = pd.to_datetime(df['Data'], format='%d/%m/%Y')\n", + "\n", + "# Exibindo o DataFrame com a formatação desejada\n", + "print(df.to_string(formatters={'Data': lambda x: x.strftime('%d/%m/%Y')}))" + ] + }, + { + "cell_type": "code", + "execution_count": 248, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Data datetime64[ns]\n", + "Hora UTC object\n", + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) float64\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) float64\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) float64\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) float64\n", + "RADIACAO GLOBAL (Kj/m²) float64\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) float64\n", + "VENTO, VELOCIDADE HORARIA (m/s) float64\n", + "dtype: object" + ] + }, + "execution_count": 248, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Verificando tipo de dados \n", + "df.dtypes" + ] + }, + { + "cell_type": "code", + "execution_count": 249, + "metadata": {}, + "outputs": [], + "source": [ + "#convertendo a hora\n", + "df['Hora UTC'] = pd.to_datetime(df['Hora UTC'], format='%H%M UTC', errors='coerce').dt.strftime('%H:%M')" + ] + }, + { + "cell_type": "code", + "execution_count": 250, + "metadata": {}, + "outputs": [], + "source": [ + "#Criando a coluna Hora BRT com fuso horário de Brasília\n", + "df['Hora BRT'] = pd.to_datetime(df['Hora UTC'], format='%H:%M').dt.tz_localize('UTC').dt.tz_convert('America/Sao_Paulo').dt.strftime('%H:%M')" + ] + }, + { + "cell_type": "code", + "execution_count": 251, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataHora UTCPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)Hora BRT
02020-01-0100:000.623.122.60.970.011.01.920:54
12020-01-0101:000.023.721.70.882.910.01.321:54
\n", + "
" + ], + "text/plain": [ + " Data Hora UTC PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "0 2020-01-01 00:00 0.6 \n", + "1 2020-01-01 01:00 0.0 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "0 23.1 \n", + "1 23.7 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) UMIDADE RELATIVA DO AR, HORARIA (%) \\\n", + "0 22.6 0.97 \n", + "1 21.7 0.88 \n", + "\n", + " RADIACAO GLOBAL (Kj/m²) VENTO, DIREÇÃO HORARIA (gr) (° (gr)) \\\n", + "0 0.0 11.0 \n", + "1 2.9 10.0 \n", + "\n", + " VENTO, VELOCIDADE HORARIA (m/s) Hora BRT \n", + "0 1.9 20:54 \n", + "1 1.3 21:54 " + ] + }, + "execution_count": 251, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Verificar a alteração\n", + "df.head(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 252, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(8784, 10)" + ] + }, + "execution_count": 252, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 273, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) 0.20\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 5.40\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 0.30\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 0.14\n", + "RADIACAO GLOBAL (Kj/m²) 0.10\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) 1.00\n", + "VENTO, VELOCIDADE HORARIA (m/s) 0.10\n", + "dtype: float64" + ] + }, + "execution_count": 273, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "coluna_float = df.select_dtypes(include=['float64'])\n", + "\n", + "min = coluna_float[coluna_float!=0].min()\n", + "min" + ] + }, + { + "cell_type": "code", + "execution_count": 269, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "PRECIPITAÇÃO TOTAL, HORÁRIO (mm) 44.8\n", + "TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) 40.6\n", + "TEMPERATURA DO PONTO DE ORVALHO (°C) 25.8\n", + "UMIDADE RELATIVA DO AR, HORARIA (%) 1.0\n", + "RADIACAO GLOBAL (Kj/m²) 4085.4\n", + "VENTO, DIREÇÃO HORARIA (gr) (° (gr)) 360.0\n", + "VENTO, VELOCIDADE HORARIA (m/s) 11.9\n", + "dtype: float64" + ] + }, + "execution_count": 269, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "coluna_float = df.select_dtypes(include=['float64'])\n", + "for coluna in coluna_float:\n", + " max = coluna_float.max()\n", + "\n", + "max\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['PRECIPITAÇÃO TOTAL, HORÁRIO (mm)',\n", + " 'TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)',\n", + " 'TEMPERATURA DO PONTO DE ORVALHO (°C)',\n", + " 'UMIDADE RELATIVA DO AR, HORARIA (%)', 'RADIACAO GLOBAL (Kj/m²)',\n", + " 'VENTO, DIREÇÃO HORARIA (gr) (° (gr))',\n", + " 'VENTO, VELOCIDADE HORARIA (m/s)'],\n", + " dtype='object')" + ] + }, + "execution_count": 219, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "coluna_float" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "A média da temperatura do ar - Bulbo seco, horaria foi de 23.2\n" + ] + } + ], + "source": [ + "#Tirando a média da temperatura\n", + "media = df['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'].mean()\n", + "print(f'A média da temperatura do ar - Bulbo seco, horaria foi de {media:.1f}')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## **ANÁLISE DE DADOS**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DataPRECIPITAÇÃO TOTAL, HORÁRIO (mm)TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)TEMPERATURA DO PONTO DE ORVALHO (°C)UMIDADE RELATIVA DO AR, HORARIA (%)RADIACAO GLOBAL (Kj/m²)VENTO, DIREÇÃO HORARIA (gr) (° (gr))VENTO, VELOCIDADE HORARIA (m/s)
count87848784.0000008784.0000008784.0000008784.0000008784.0000008784.0000008784.000000
mean2020-07-01 11:59:59.9999997440.15148023.17283715.2014230.632725759.334028184.8894581.939447
min2020-01-01 00:00:000.0000000.0000000.0000000.0000000.0000000.0000000.000000
25%2020-04-01 00:00:000.00000019.50000012.4000000.4900000.000000133.0000000.900000
50%2020-07-01 12:00:000.00000023.10000016.0000000.67000023.100000171.0000001.800000
75%2020-10-01 00:00:000.00000027.10000019.3000000.8200001434.250000254.0000002.800000
max2020-12-31 00:00:0044.80000040.60000025.8000001.0000004085.400000360.00000011.900000
stdNaN1.3756795.7259635.5925510.2414091077.03412981.7847191.405233
\n", + "
" + ], + "text/plain": [ + " Data PRECIPITAÇÃO TOTAL, HORÁRIO (mm) \\\n", + "count 8784 8784.000000 \n", + "mean 2020-07-01 11:59:59.999999744 0.151480 \n", + "min 2020-01-01 00:00:00 0.000000 \n", + "25% 2020-04-01 00:00:00 0.000000 \n", + "50% 2020-07-01 12:00:00 0.000000 \n", + "75% 2020-10-01 00:00:00 0.000000 \n", + "max 2020-12-31 00:00:00 44.800000 \n", + "std NaN 1.375679 \n", + "\n", + " TEMPERATURA DO AR - BULBO SECO, HORARIA (°C) \\\n", + "count 8784.000000 \n", + "mean 23.172837 \n", + "min 0.000000 \n", + "25% 19.500000 \n", + "50% 23.100000 \n", + "75% 27.100000 \n", + "max 40.600000 \n", + "std 5.725963 \n", + "\n", + " TEMPERATURA DO PONTO DE ORVALHO (°C) \\\n", + "count 8784.000000 \n", + "mean 15.201423 \n", + "min 0.000000 \n", + "25% 12.400000 \n", + "50% 16.000000 \n", + "75% 19.300000 \n", + "max 25.800000 \n", + "std 5.592551 \n", + "\n", + " UMIDADE RELATIVA DO AR, HORARIA (%) RADIACAO GLOBAL (Kj/m²) \\\n", + "count 8784.000000 8784.000000 \n", + "mean 0.632725 759.334028 \n", + "min 0.000000 0.000000 \n", + "25% 0.490000 0.000000 \n", + "50% 0.670000 23.100000 \n", + "75% 0.820000 1434.250000 \n", + "max 1.000000 4085.400000 \n", + "std 0.241409 1077.034129 \n", + "\n", + " VENTO, DIREÇÃO HORARIA (gr) (° (gr)) VENTO, VELOCIDADE HORARIA (m/s) \n", + "count 8784.000000 8784.000000 \n", + "mean 184.889458 1.939447 \n", + "min 0.000000 0.000000 \n", + "25% 133.000000 0.900000 \n", + "50% 171.000000 1.800000 \n", + "75% 254.000000 2.800000 \n", + "max 360.000000 11.900000 \n", + "std 81.784719 1.405233 " + ] + }, + "execution_count": 147, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#Mostra um resumo estatístico do df\n", + "df.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 2020-01-01\n", + "Name: Data, dtype: datetime64[ns]" + ] + }, + "execution_count": 148, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df['Data'].head(1)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df.set_index('Hora BRT', inplace=True)\n", + "\n", + "df[['PRECIPITAÇÃO TOTAL, HORÁRIO (mm)', 'TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)',\n", + " 'UMIDADE RELATIVA DO AR, HORARIA (%)']].plot(subplots=True)\n", + "\n", + "plt.suptitle('Séries Temporais das Variáveis')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df['Mês'] = pd.DatetimeIndex(df['Data']).month\n", + "meses_por_extenso = ['Janeiro', 'Fevereiro', 'Março', 'Abril', 'Maio', 'Junho', 'Julho', 'Agosto', 'Setembro', 'Outubro', 'Novembro', 'Dezembro']\n", + "\n", + "df['Mês'] = df['Mês'].map(lambda x: meses_por_extenso[x-1])\n", + "\n", + "# # Calculando a temperatura média Mensal\n", + "# media_mensal = df.groupby('Mês')['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'].mean()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Dia mais quente e mais frio de cada mês\n", + "df_max_temp_dia = df.groupby(df['Data'])['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'].max().reset_index()\n", + "df_min_temp_dia = df.groupby(df['Data'])['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'].min().reset_index()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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SY/z1/ElNTdWBAwcUFxcXlLrrmsvl0sKFCzVo0CDZ6b4aMLRzcNDOgUcbBwftHBy0c+DRxsFBOwcH7Rx4tHFw0M7BYYZ2zs7OVuPGjZWVlVVt5lGve/40btxYNptNe/fu9Zm+d+9epaSk+H2Mw+GQw+GoNN1utzfYF7OMGZ5DQ0A7Bwft/P/bu/OwqOr9D+DvYRuGZdhdkM0tBEsU0QQ1NCH0umC58Jg38aL2c8MyM9O84hpppdaTS5lCdpUsJSO361JYcTMpk1KQRSUpMc0wRVQUPr8/fObEsInKDDC+X8/D8zBnm+/5zPd8zzmf+c73GB5jbByMs3EwzobHGBsH42wcjLPhMcbGwTgbR1OOc13L3aiHaLeyskLXrl1x4MABZVp5eTkOHDig1xOIiIiIiIiIiIiq16h7/gDACy+8gOjoaAQFBaF79+5YuXIlrl69qjz9i4iIiIiIiIiIatbokz9RUVG4cOEC5s2bh3PnzqFz587Ys2dPlUGgiYiIiIiIiIioqkaf/AGAqVOnYurUqQ1dDCIiIiIiIiKiJqdRj/lDRERERERERET3h8kfIiIiIiIiIiITxuQPEREREREREZEJY/KHiIiIiIiIiMiEMflDRERERERERGTCmPwhIiIiIiIiIjJhTP4QEREREREREZkwJn+IiIiIiIiIiEwYkz9ERERERERERCaMyR8iIiIiIiIiIhPG5A8RERERERERkQlj8oeIiIiIiIiIyIQx+UNEREREREREZMIsGroAhiYiAIDLly83cEnu3c2bN1FSUoLLly/D0tKyoYtjshhn42CcDY8xNg7G2TgYZ8NjjI2DcTYOxtnwGGPjYJyNwxTirMt16HIfNTH55M+VK1cAAJ6eng1cEiIiIiIiIiKi+nflyhU4ODjUOF8ld0oPNXHl5eU4e/Ys7O3toVKpGro49+Ty5cvw9PREQUEBtFptQxfHZDHOxsE4Gx5jbByMs3EwzobHGBsH42wcjLPhMcbGwTgbhynEWURw5coVuLu7w8ys5pF9TL7nj5mZGTw8PBq6GPVCq9U22QrZlDDOxsE4Gx5jbByMs3EwzobHGBsH42wcjLPhMcbGwTgbR1OPc209fnQ44DMRERERERERkQlj8oeIiIiIiIiIyIQx+dMEqNVqxMXFQa1WN3RRTBrjbByMs+ExxsbBOBsH42x4jLFxMM7GwTgbHmNsHIyzcTxIcTb5AZ+JiIiIiIiIiB5k7PlDRERERERERGTCmPwhIiIiIiIiIjJhTP4QEREREREREZkwJn9MgI+PD1auXNnQxXigpaamQqVS4dKlSw1dFHqA3E+9Gzt2LIYOHaq87tOnD55//vl6K9uDKj8/HyqVCkePHm3oopgktrX1S6VSYfv27QBYd+nBVvFYoPvHe5OGVfkaj+pfUz1nMvlTzxriYEtPT8ezzz5r1Pc0pLFjx0KlUlX5y8vLa+ii1SgkJASFhYVwcHBo6KIYhO4zmThxYpV5U6ZMgUqlwtixY41fsAfEt99+C3NzcwwcOLDetvnWW28hMTGx3rbXlNVn/fb09ERhYSEefvjhei5l08QLUONivOuXIdreumrqCfkLFy5g0qRJ8PLyglqtRosWLRAREYG0tLQ6rT9//nx07tzZsIU0YQUFBYiJiYG7uzusrKzg7e2N5557DhcvXqzzNprqzW190F0XvPbaa3rTt2/fDpVK1UClMj0V7/ksLS3RvHlzhIeHY8OGDSgvL2/o4pkkJn9MgJubG2xsbGqcf/PmTSOWpn70798fhYWFen+tW7c2ejlEBLdu3brjclZWVmjRokWNJ4SysrIm34h5enrio48+wrVr15Rp169fx+bNm+Hl5XVf226KddSY1q9fj9jYWHz11Vc4e/bsfW1LVxcdHBzg6OhYPwU0AfVVv83NzdGiRQtYWFgYophEZET12fY+aIYNG4Yff/wRH3zwAXJycpCSkoI+ffrcVfKhsWus1y6nTp1CUFAQcnNzkZSUhLy8PKxduxYHDhxAcHAw/vzzz4YuYrUaWzytra2xdOlSFBUVNXRRjKK0tLRB3ld3z5efn4/du3ejb9++eO655zBo0KA63YM1JXW9rzQkJn8MaM+ePejVqxccHR3h4uKCQYMG4eTJk8p8XUY9OTkZffv2hY2NDQICAvDtt9/qbeebb75B7969odFo4OnpiWnTpuHq1avK/MpdK1UqFdasWYMhQ4bA1tYWS5YsAQCsWbMGbdu2hZWVFXx9ffHhhx8aNgD3QfctUcU/c3NzfPbZZwgMDIS1tTXatGmDBQsWKAfR008/jaioKL3t3Lx5E66urti4cSMAoLy8HPHx8WjdujU0Gg0CAgKwdetWZXndTwp2796Nrl27Qq1W45tvvqnzerqfIiQmJsLR0REpKSnw9/eHWq3GmTNnUFRUhDFjxsDJyQk2NjYYMGAAcnNzDRzN+hEYGAhPT08kJycr05KTk+Hl5YUuXboo0+pa77ds2YLQ0FBYW1tj06ZNAIANGzagY8eOUKvVaNmyJaZOnaqsd+bMGURGRsLOzg5arRYjR47E77//boQ9b1jFxcXYsmULJk2ahIEDB1bbWyctLQ2dOnWCtbU1evTogWPHjinzaqqL7CGgr77rd8VvSg8ePIju3bsr9frll19u8JN/Q6juZwCdO3fG/PnzldcqlQrvv/8+nnzySdjY2KB9+/ZISUmpsq0ffvgBQUFBsLGxQUhICLKzs/XmN6XznaHUJd7VOXXqVK3XJNu2bVPaaR8fH7z55pv1XPLG4U5tb0pKCtq3bw9ra2v07dsXH3zwQZWfJN4pVqtXr1a20bx5cwwfPhzA7W/DDx48iLfeekv5Vjw/Px9A02hPLl26hK+//hpLly5F37594e3tje7du2P27NkYMmSIssz48ePh5uYGrVaLxx9/HBkZGQBun7cWLFiAjIwMZf918a9tPeDvHkMbNmyAl5cX7OzsMHnyZJSVlWHZsmVo0aIFmjVrplwbV1RYWIgBAwZAo9GgTZs2etd5NV27lJeXY+HChfDw8IBarUbnzp2xZ88eA0b3zqZMmQIrKyvs3bsXoaGh8PLywoABA7B//3789ttveOWVVwBU/1M3R0dHJda6L127dOkClUqFPn36AKi+V9rQoUOr9JC9cuUKRo0aBVtbW7Rq1QqrVq3Sm9/Y71fCwsLQokULxMfH17hMbcf4nDlz8Oijj1ZZJyAgAAsXLlRev//++/Dz84O1tTU6dOiA1atXK/N09e7jjz9W7gW7deuGnJwcpKenIygoCHZ2dhgwYAAuXLhQ5b0WLFigHCsTJ07US/D06dMHU6dOxfPPPw9XV1dEREQAMH4bo7vna9WqFQIDAzFnzhx89tln2L17d52Pex8fn2p/NaJTUFCAkSNHwtHREc7OzoiMjFTaVODvXrOvvvoqmjdvDkdHRyxcuBC3bt3CzJkz4ezsDA8PDyQkJFQp/4kTJxASEgJra2s8/PDDOHjwoDKvpvvKGzduYNq0aWjWrBmsra3Rq1cvpKen139wqyNUr6KjoyUyMlJERLZu3Srbtm2T3Nxc+fHHH2Xw4MHyyCOPSFlZmYiInD59WgBIhw4dZMeOHZKdnS3Dhw8Xb29vuXnzpoiI5OXlia2traxYsUJycnIkLS1NunTpImPHjlXe09vbW1asWKG8BiDNmjWTDRs2yMmTJ+WXX36R5ORksbS0lFWrVkl2dra8+eabYm5uLl988YXRYlNXFWNY0VdffSVarVYSExPl5MmTsnfvXvHx8ZH58+eLiMiOHTtEo9HIlStXlHU+//xz0Wg0cvnyZRERWbx4sXTo0EH27NkjJ0+elISEBFGr1ZKamioiIl9++aUAkE6dOsnevXslLy9PLl68WOf1ioqKREQkISFBLC0tJSQkRNLS0uTEiRNy9epVGTJkiPj5+clXX30lR48elYiICGnXrp2UlpYaMKL3T/eZLF++XPr166dM79evn6xYsUIiIyMlOjpaROpe7318fGTbtm1y6tQpOXv2rKxevVqsra1l5cqVkp2dLYcPH1bqdVlZmXTu3Fl69eol33//vRw6dEi6du0qoaGhRo6E8a1fv16CgoJE5HZ9btu2rZSXl4vI3/XOz89P9u7dKz/99JMMGjRIfHx8lDpVU12sfJyFhobKc889Z+zdaxQMUb9//PFHERH59ddfxcbGRiZPnixZWVny6aefiqurq8TFxRl5LxtGxXpW+VwlIhIQEKAXCwDi4eEhmzdvltzcXJk2bZrY2dnJxYsXReTvOv/oo49KamqqHD9+XHr37i0hISHKNprS+a6+3Uu8P/30UxGp2zXJ999/L2ZmZrJw4ULJzs6WhIQE0Wg0kpCQYPidM7La2t5Tp06JpaWlvPjii3LixAlJSkqSVq1a6V0H3ClW6enpYm5uLps3b5b8/Hw5cuSIvPXWWyIicunSJQkODpYJEyZIYWGhFBYWyq1bt5pMe3Lz5k2xs7OT559/Xq5fv17tMmFhYTJ48GBJT0+XnJwcmTFjhri4uMjFixelpKREZsyYIR07dlT2v6Sk5I7riYjExcWJnZ2dDB8+XI4fPy4pKSliZWUlEREREhsbKydOnJANGzYIADl06JBSHgDi4uIi69atk+zsbJk7d66Ym5tLZmamiNR87bJ8+XLRarWSlJQkJ06ckJdeekksLS0lJyfHwFGu3sWLF0WlUsmrr75a7fwJEyaIk5OTlJeX6x3/Og4ODkodPXz4sACQ/fv3S2FhoRLj6q4XKp4nRW63P/b29hIfHy/Z2dny9ttvi7m5uezdu1dZpjHfr+ja0uTkZLG2tpaCggIREfn0009Fd/t8p2P82LFjAkDy8vKU7eqm5ebmiojIf/7zH2nZsqVSp7Zt2ybOzs6SmJgoIvrt8p49eyQzM1N69OghXbt2lT59+sg333wjR44ckXbt2snEiRP1ym9nZydRUVFy7Ngx2bFjh7i5ucmcOXOUZUJDQ8XOzk5mzpwpJ06ckBMnThi9janpnk/k9vlqwIABInLn4/78+fNKW/Hrr79Kjx49pHfv3iIiUlpaKn5+fhITEyM//fSTZGZmytNPPy2+vr5y48YNpRz29vYyZcoUOXHihKxfv14ASEREhCxZskRycnJk0aJFYmlpqdQF3Wfj4eEhW7dulczMTBk/frzY29vLH3/8ISI131dOmzZN3N3dZdeuXXL8+HGJjo4WJycnZX8MicmfelZbJb5w4YIAkJ9//llE/q4077//vrLM8ePHBYBkZWWJiMi4cePk2Wef1dvO119/LWZmZnLt2jURqT758/zzz+utExISIhMmTNCbNmLECPnHP/5xT/tpSNHR0WJubi62trbK3/Dhw6Vfv35VTmYffvihtGzZUkRuX2y4urrKxo0blfmjRo2SqKgoERG5fv262NjYyP/+9z+9bYwbN05GjRolIn8fpNu3b1fm3816FZM/AOTo0aPK8jk5OQJA0tLSlGl//PGHaDQa+fjjj+8pVsaiq9fnz58XtVot+fn5kp+fL9bW1nLhwoUqJ/2Kaqr3K1eu1FvO3d1dXnnllWq3sXfvXjE3N5czZ84o03THyuHDh+tnJxupkJAQJVa6Ov7ll1+KyN/17qOPPlKWv3jxomg0GtmyZYuIVF8XRaq2VUz+1G/91iV/5syZI76+vspNo4jIqlWrxM7OTkkYmbJ7SUbMnTtXeV1cXCwAZPfu3SLyd53fv3+/sszOnTsFgHJObErnu/pWH8mf2q5Jnn76aQkPD9fb5syZM8Xf37/e96Wh1db2zpo1Sx5++GG95V955RW964A7xWrbtm2i1WqVL6cqq65NbkrtydatW8XJyUmsra0lJCREZs+eLRkZGSJy+zpWq9VWSQy1bdtW3n33XRG5ncQJCAjQm1/X9WxsbPTiGhERIT4+Pnox8vX1lfj4eOU1AL2bZxGRRx99VCZNmiQitV+7LFmyRG9at27dZPLkybUHyEAOHTpUbVJHZ/ny5QJAfv/99zsmfyqfz3Tqmvzp37+/3jJRUVHKzbxI475fqdiW9ujRQ2JiYkREP/lTl/YwICBAFi5cqLyePXu2PProo8rrtm3byubNm/W2sWjRIgkODhaR6tvlpKQkASAHDhxQpsXHx4uvr69e+Z2dneXq1avKtDVr1ui1FaGhodKlSxe99zZ2G1PbfXNUVJT4+fnV6bivaNq0aeLt7S3nz58Xkdv3ipX36caNG6LRaOS///2vUg5vb+8qbYQugSQicuvWLbG1tZWkpCQR+fuzee2115Rlbt68KR4eHrJ06VIRqf6+sri4WCwtLWXTpk3KtNLSUnF3d5dly5bVHrB6wJ99GVBubi5GjRqFNm3aQKvVwsfHB8Dtn69U1KlTJ+X/li1bAgDOnz8PAMjIyEBiYiLs7OyUv4iICJSXl+P06dM1vndQUJDe66ysLPTs2VNvWs+ePZGVlXXP+2dIffv2xdGjR5W/t99+GxkZGVi4cKFeLCZMmIDCwkKUlJTAwsICI0eOVH5CdPXqVXz22WcYPXo0ACAvLw8lJSUIDw/X28bGjRv1frYB6MfvbtaryMrKSu+zzcrKgoWFhV4XUBcXF/j6+jbaz6EyNzc3pft7QkICBg4cCFdXV71l6lrvK8b4/PnzOHv2LPr161ft+2ZlZcHT0xOenp7KNH9/fzg6OjaZ2N2L7OxsHD58GKNGjQIAWFhYICoqCuvXr9dbLjg4WPnf2dm5Sp2qXBepevVZv3WysrIQHBys1/24Z8+eKC4uxq+//mqwfWnKKtZVW1tbaLVa5ZxY3TKVz5tN7XzX2NxLbHNzc1FWVma8QhrYndre7OxsdOvWTW+d7t27672+U6zCw8Ph7e2NNm3a4JlnnsGmTZtQUlJSa7maUnsybNgwnD17FikpKejfvz9SU1MRGBiIxMREZGRkoLi4GC4uLnrXVadPn671uqqu6/n4+MDe3l553bx5c/j7+8PMzExvWuV2peK5VPe6crtR8drl8uXLOHv2bKNsb0SkQd8fuPt4Ao2z/V66dCk++OCDKmWoS3s4evRobN68GcDtzyQpKUm5L7l69SpOnjyJcePG6dXnxYsXVzkOKrbLzZs3BwA88sgjetMq1+eAgAC9MWGDg4NRXFyMgoICZVrXrl2r7FNjaWNEBCqV6q7ai/feew/r169HSkoK3NzcANxuN/Ly8mBvb6+s6+zsjOvXr+ut37FjxyptRMUYm5ubw8XFpdZ2w8LCAkFBQbXW85MnT+LmzZt6dcfS0hLdu3c3Sj3niJQGNHjwYHh7e2PdunVwd3dHeXk5Hn744SoDallaWir/6w423eDAxcXF+L//+z9MmzatyvZrG4TU1ta2Pnahwdja2qJdu3Z604qLi7FgwQI89dRTVZa3trYGcLuRDQ0Nxfnz57Fv3z5oNBr0799fWR8Adu7ciVatWumtr1arq7x/xfet63oVaTQak3wiQExMjDIWT+XfbwN1r/cVY6zRaAxb6CZq/fr1uHXrFtzd3ZVpIgK1Wo133nmnztsx1bpoCPVVv6kqMzOzKjck1Q3wWfGcCNw+L1YeML+28ybdVtd4V8bY1l/bWxt7e3scOXIEqamp2Lt3L+bNm4f58+cjPT3dZAbjt7a2Rnh4OMLDw/Hvf/8b48ePR1xcHCZPnoyWLVsiNTW1yjq17XtxcXGd1quuDalLu1IXjf36ul27dlCpVMjKysKTTz5ZZX5WVhacnJzg5uYGlUp1T23EvbYt1Wns8QSAxx57DBEREZg9e/ZdP9l21KhRmDVrFo4cOYJr166hoKBAGZ9Ud3+xbt26KmMDmZub672url2uPM3U6nNWVhZat25d5+P+yy+/RGxsLJKSkvSSZcXFxejatavSOaAiXYIIeHDaDSZ/DOTixYvIzs7GunXr0Lt3bwC3B26+W4GBgcjMzKySCLlbfn5+SEtLQ3R0tDItLS0N/v7+97VdYwoMDER2dnatsQgJCYGnpye2bNmC3bt3Y8SIEcqBW3Gw29DQ0Dq/772uV5mfnx9u3bqF7777DiEhIQD+ridN6XPo378/SktLoVKplMHhdO613tvb28PHxwcHDhxA3759q8z38/NDQUEBCgoKlN4/mZmZuHTpUpOK3d24desWNm7ciDfffBNPPPGE3ryhQ4ciKSkJHTp0AAAcOnRISQYXFRUhJycHfn5+Ri+zKajv+u3n54dt27Yp32ABt9tee3t7eHh4GGYnGik3NzcUFhYqry9fvlxrD9Z7ZQrnu/pgiHjrYltRWloaHnrooSo3K01VXdpeX19f7Nq1S29e5cE66xIrCwsLhIWFISwsDHFxcXB0dMQXX3yBp556ClZWVlV6UzX19sTf3x/bt29HYGAgzp07BwsLC6X3ZGXV7X9d1rsfhw4dwpgxY/ReVxzwvzKtVgt3d3ekpaXpXR+mpaVV6QlmLC4uLggPD8fq1asxffp0vS/Xzp07h02bNmHMmDFQqVRV2ojc3Fy93mdWVlYAUOVzqLxeWVkZjh07VuX67dChQ1Ve3+napLG236+99ho6d+4MX19fZVpdjnEPDw+EhoZi06ZNuHbtGsLDw9GsWTMAt3uWuLu749SpU0pvoPqUkZGBa9euKXXg0KFDsLOz0+tFX1ljaWO++OIL/Pzzz5g+fTo8PDzueNzn5eVh+PDhmDNnTpVOAoGBgdiyZQuaNWsGrVZb72U9dOgQHnvsMQC3zx8//PCD3gNrKtMNZp6WlgZvb28At5On6enpVQZSNwQmfwzEyckJLi4ueO+999CyZUucOXMGL7/88l1vZ9asWejRowemTp2K8ePHw9bWFpmZmdi3b99dffs0c+ZMjBw5El26dEFYWBg+//xzJCcnY//+/XddpoYyb948DBo0CF5eXhg+fDjMzMyQkZGBY8eOYfHixcpyTz/9NNauXYucnBx8+eWXynR7e3u8+OKLmD59OsrLy9GrVy/89ddfSEtLg1ar1TvRVHSv61XWvn17REZGYsKECXj33Xdhb2+Pl19+Ga1atUJkZOT9BceIzM3NlW6JlS/276fez58/HxMnTkSzZs0wYMAAXLlyBWlpaYiNjUVYWBgeeeQRjB49GitXrsStW7cwefJkhIaGVukybCp27NiBoqIijBs3Dg4ODnrzhg0bhvXr1+P1118HACxcuBAuLi5o3rw5XnnlFbi6uvJJXveovuv35MmTsXLlSsTGxmLq1KnIzs5GXFwcXnjhBb3uxQ+Cxx9/HImJiRg8eDAcHR0xb948gyQMTOF8Vx8MEe8ZM2agW7duWLRoEaKiovDtt9/inXfe0Xs6TVNXl7b3448/xvLlyzFr1iyMGzcOR48eVZ5Ko7thulOsduzYgVOnTuGxxx6Dk5MTdu3ahfLycuXm0sfHB9999x3y8/OVnyk0lfbk4sWLGDFiBGJiYtCpUyfY29vj+++/x7JlyxAZGYmwsDAEBwdj6NChWLZsGR566CGcPXsWO3fuxJNPPomgoCD4+Pjg9OnTOHr0KDw8PGBvb1+n9e7HJ598gqCgIPTq1QubNm3C4cOHq/zMurKZM2ciLi4Obdu2RefOnZGQkICjR49W28vAWN555x2EhIQgIiICixcvRuvWrXH8+HHMnDkTrVq1Up6q9fjjj+Odd95BcHAwysrKMGvWLL2eDs2aNYNGo8GePXvg4eEBa2trODg44PHHH8cLL7yAnTt3om3btli+fLneU+500tLSsGzZMgwdOhT79u3DJ598gp07d9Za9sbafuuuQd9++21lWl3bw9GjRyMuLg6lpaVYsWKF3rwFCxZg2rRpcHBwQP/+/XHjxg18//33KCoqwgsvvHBfZS4tLcW4ceMwd+5c5OfnIy4uDlOnTq21rWiINubGjRs4d+4cysrK8Pvvv2PPnj2Ij4/HoEGDMGbMGJiZmdV63Hfs2BGDBw9Gly5d8Oyzz+LcuXPKtlu0aIHRo0fj9ddfR2RkpPJkvl9++QXJycl46aWX7juptWrVKrRv3x5+fn5YsWIFioqKEBMTU+Pytra2mDRpkvIUMS8vLyxbtgwlJSUYN27cfZWlTgw+qtAD5plnnpFhw4aJiMi+ffvEz89P1Gq1dOrUSVJTU6sdXLHiQGpFRUUCQBlUUOT2aPvh4eFiZ2cntra20qlTJ73B5aob8Lm6gd5Wr14tbdq0EUtLS3nooYf0BkZuTGob/GvPnj0SEhIiGo1GtFqtdO/eXd577z29ZTIzMwWAeHt76w3uJSJSXl4uK1euFF9fX7G0tBQ3NzeJiIiQgwcPikjVgZvvdb2EhARxcHCoUv4///xTnnnmGXFwcBCNRiMREREN9kSIu1HbZyKiP9DfvdR7nbVr14qvr68AEEdHR4mNjVXm/fLLLzJkyBCxtbUVe3t7GTFihJw7d64e97JxGTRoUI0DHH733XcCQN566y0BIJ9//rl07NhRrKyspHv37sqgmiI110UO+Pw3Q9fv1NRU6datm1hZWUmLFi1k1qxZytOTTF3Fc+Jff/0lUVFRotVqxdPTUxITE2sdgFin4gCk1bXRP/74owCQ06dPK9Oayvmuvt1PvOt6TbJ161bx9/cXS0tL8fLyktdff90Ie2Y8dWl7MzIy5LPPPpN27dqJWq2WPn36yJo1a/QGHhepPVZff/21hIaGipOTk2g0GunUqZMyUL+ISHZ2tvTo0UM0Go1e/W4K7cn169fl5ZdflsDAQHFwcBAbGxvx9fWVuXPnKk/tunz5ssTGxoq7u7tYWlqKp6enjB49Wnmww/Xr12XYsGHi6OgoAJQ24E7rVTdQdHVtfOVzHgBZtWqVhIeHi1qtFh8fH73Po6Zrl7KyMpk/f760atVKLC0tJSAgQBmgviHl5+dLdHS0NG/eXIlTbGys8hQiEZHffvtNnnjiCbG1tZX27dvLrl279NpbEZF169aJp6enmJmZKU9YLS0tlUmTJomzs7M0a9ZM4uPjqx3wecGCBTJixAixsbGRFi1aKE+z02nM9yvV1ZnTp0+LlZWVVLx9rkt7WFRUJGq1WmxsbPSeSKyzadMm6dy5s1hZWYmTk5M89thjkpycrLxn5XpX3Xmw8rWervzz5s0TFxcXsbOzkwkTJugNmlzTdZ8x25jo6GgBIADEwsJC3NzcJCwsTDZs2KA3+HJtx70uRtX96RQWFsqYMWPE1dVV1Gq1tGnTRiZMmCB//fWXXrwqqi4+Fe+5de+7efNm6d69u1hZWYm/v7/ek+lquq+8du2axMbGKuXp2bOn0R5goxJpBCOCmZD+/fujXbt29fabcKIHUVJSEjIzM7Fo0aKGLgoR3QeeE42L8W44S5Yswdq1a/UGUyUiImpMGk8f0SauqKgIO3bsQGpqKsLCwhq6OERN1vHjxyEiSElJaeiiENE94jnRuBhv41u9ejXS09Nx6tQpfPjhh3j99dfr/DNwIiKihsAxf+pJTEwM0tPTMWPGjCY1fgtRYxMZGYmzZ89i7ty5DV0UIrpHPCcaF+NtfLm5uVi8eDH+/PNPeHl5YcaMGZg9e3ZDF4uIiKhG/NkXEREREREREZEJ48++iIiIiIiIiIhMGJM/REREREREREQmjMkfIiIiIiIiIiITxuQPEREREREREZEJY/KHiIiIqJ5lZ2dj8eLFuH79ekMXhYiIiIhP+yIiIiKqT2VlZejZsyecnZ3xyCOPYOnSpQ1dJCIiInrAsecPERERUS3Gjh0LlUqFiRMnVpk3ZcoUqFQqjB07Vpn2xhtvoE+fPkhJScF3332Hw4cPG7G0RERERFWx5w8RERFRLcaOHYsvvvgCly9fRmFhITQaDQDg+vXraNmyJbRaLfr27YvExMSGLSgRERFRDdjzh4iIiOgOAgMD4enpieTkZGVacnIyvLy80KVLF2VaeXk54uPj0bp1a2g0GgQEBGDr1q3K/KKiIowePRpubm7QaDRo3749EhISjLovRERE9OBh8oeIiIioDmJiYvQSNRs2bMC//vUvvWXi4+OxceNGrF27FsePH8f06dPxz3/+EwcPHgQA/Pvf/0ZmZiZ2796NrKwsrFmzBq6urkbdDyIiInrw8GdfRERERLUYO3YsLl26hHXr1sHT0xPZ2dkAgA4dOqCgoADjx4+Ho6Mj3n33XTg7O2P//v0IDg5W1h8/fjxKSkqwefNmDBkyBK6urtiwYUND7Q4RERE9gCwaugBERERETYGbmxsGDhyIxMREiAgGDhyo12snLy8PJSUlCA8P11uvtLRU+WnYpEmTMGzYMBw5cgRPPPEEhg4dipCQEKPuBxERET14mPwhIiIiqqOYmBhMnToVALBq1Sq9ecXFxQCAnTt3olWrVnrz1Go1AGDAgAH45ZdfsGvXLuzbtw/9+vXDlClT8MYbbxih9ERERPSgYvKHiIiIqI769++P0tJSqFQqRERE6M3z9/eHWq3GmTNnEBoaWuM23NzcEB0djejoaPTu3RszZ85k8oeIiIgMiskfIiIiojoyNzdHVlaW8n9F9vb2ePHFFzF9+nSUl5ejV69e+Ouvv5CWlgatVovo6GjMmzcPXbt2RceOHXHjxg3s2LEDfn5+DbErRERE9ABh8oeIiIjoLmi12hrnLVq0CG5uboiPj8epU6fg6OiIwMBAzJkzBwBgZWWF2bNnIz8/HxqNBr1798ZHH31krKITERHRA4pP+yIiIiIiIiIiMmFmDV0AIiIiIiIiIiIyHCZ/iIiIiIiIiIhMGJM/REREREREREQmjMkfIiIiIiIiIiITxuQPEREREREREZEJY/KHiIiIiIiIiMiEMflDRERERERERGTCmPwhIiIiIiIiIjJhTP4QEREREREREZkwJn+IiIiIiIiIiEwYkz9ERERERERERCbs/wH4a8f8038RYwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Criando o gráfico de linhas\n", + "plt.figure(figsize=(14, 6))\n", + "plt.plot(df['Mês'], df['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'], label='Temperatura')\n", + "plt.plot(df['Mês'], df['UMIDADE RELATIVA DO AR, HORARIA (%)'], label='Umidade')\n", + "plt.xlabel('Mês')\n", + "plt.ylabel('Valor')\n", + "plt.title('Variação de Temperatura, Umidade e Precipitação em 01/01/2020')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Agrupar por estação e calcular a precipitação média\n", + "df_grouped = df.groupby('Mês')['PRECIPITAÇÃO TOTAL, HORÁRIO (mm)'].mean()\n", + "\n", + "plt.figure(figsize=(12, 6))\n", + "plt.bar(df['Mês'], df['PRECIPITAÇÃO TOTAL, HORÁRIO (mm)'], color='b')\n", + "plt.xlabel('Meses')\n", + "plt.ylabel('Precipitação')\n", + "plt.title('Média da precipitação mensal do ano 2020')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Temperatura mensal do ano 2020\n", + "df_grouped = df.groupby('Mês')['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'].max()\n", + "\n", + "plt.figure(figsize=(12, 6))\n", + "plt.bar(df['Mês'], df['TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)'], color='r')\n", + "plt.xlabel('Meses')\n", + "plt.ylabel('Temperatura')\n", + "plt.title('Soma da temperatura mensal do ano 2020')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 274, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "8784" + ] + }, + "execution_count": 274, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import sqlite3\n", + "conn = sqlite3.connect('clima.db')\n", + "# cursor = conn.cursor()\n", + "# persistindo o DataFrame no banco de dados\n", + "df.to_sql('clima', conn, if_exists='replace')" + ] + }, + { + "cell_type": "code", + "execution_count": 275, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "8784" + ] + }, + "execution_count": 275, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import sqlite3\n", + "conn = sqlite3.connect('clima.db')\n", + "# cursor = conn.cursor()\n", + "# persistindo o DataFrame no banco de dados\n", + "df.to_sql('clima', conn, if_exists='replace')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/exercicios/projeto-guiado/respostas_exercicios.ipynb b/exercicios/projeto-guiado/respostas_exercicios.ipynb new file mode 100644 index 0000000..db8b3c1 --- /dev/null +++ b/exercicios/projeto-guiado/respostas_exercicios.ipynb @@ -0,0 +1,150 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Perguntas para Reflexão:**" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**1. Qual foi a média de valores de uma coluna específica?**\n", + "\n", + " Tirei a média da coluna 'TEMPERATURA DO AR - BULBO SECO, HORARIA (°C)' e a média da temperatura foi de 23.2°C\n", + "\n", + "![image.png](attachment:image.png)" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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+ } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**2. Qual o total de registros após a limpeza dos dados?**\n", + "\n", + " O total de registros de dados depois do tratamento é de 8784 linhs e 10 colunas.\n", + "![image.png](attachment:image.png)" + ] + }, + { + "attachments": { + "image-2.png": { + "image/png": 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" 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "3. Quais foram os valores máximos e mínimos identificados?\n", + "\n", + " Devido ao tratamento dos dados todos o campos vazios do df foram preenchido com zero, por isso tive que tirar a minimo das colunas ignorando 0 para poder ter a minima dos dados,fiz um filtro das colunas pegando apenas as colunas tipo float para poder tirar a min\n", + "\n", + "![image-3.png](attachment:image-3.png)\n", + "\n", + " Filtrei as colunas tipo float para poder tirar as max\n", + "\n", + "\n", + "![image-2.png](attachment:image-2.png)" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**4. Quantos registros tinham valores nulos antes do tratamento?**\n", + "\n", + " Antes do tratamento tinham 5005 valores nulos.\n", + " \n", + "![image.png](attachment:image.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "5. Qual foi o impacto da normalização de uma coluna específica?\n", + "\n", + " Fiz a normalizaçao da coluna 'UMIDADE RELATIVA DO AR, HORARIA (%)'.\n", + " Esse tratamento de anormalização transforma os dados em uma escala comum, e facilita a comparação as colunas e garante que todas as colunas contribuam igualmente para os cálculos." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "6. Que padrões emergiram após a análise dos dados?\n", + "\n", + "A temperatura apresenta uma variação clara ao longo do ano, com picos geralmente nos meses mais quentes e valores mais baixos nos meses mais frios.\n", + "A umidade apresenta uma variação menor em comparação com a temperatura, mantendo-se relativamente constante ao longo do ano.\n", + " O gráfico mostra claramente os meses em que a temperatura foi mais alta e mais baixa,essa informação é útil para entender os períodos mais quentes e mais frios do ano" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "7. Como os dados foram agrupados e quais insights foram gerados?\n", + "\n", + "Agrupei os dados usando a função groupby para poder fazer comparar diferentes colunas do df" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "8. Quais visualizações forneceram as informações mais valiosas?\n", + "\n", + "\n", + "A visualização dos gráficos em si, apesar de não conseguir ainda descrever um gráfico de forma eficente ter uma dado em forma visual é algo que facilita o entendimento para podermos fazer a análise." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "9. Como o uso de SQL contribuiu para a organização dos resultados?\n", + "\n", + "\n", + "Contruiu para que eu fazesse os ajustes necessário para poder ter um os dados mais limpo e organizado para que código fosse eficiente para a análise como por exmpelo:\n", + "filtrar os dados eliminando colunas desnecessarias para análise de acordo com critérios específicos, isolando apenas as informações relevantes.\n", + "Agrupando os dados,fazendo calculos de estatisticas soma,média etc" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "10. De que forma os gráficos ajudaram na compreensão dos dados?\n", + "\n", + "Confesso que ainda não consigo fazer uma análise de gráfico, é claro que olhando consigo identificar qual a max ou min, qual mês choveu mais e qual choveu menos, mas gostaria e pretendo fazer análises mais aprofundadas que possa tirar mais ideias e conclusões." + ] + } + ], + "metadata": { + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +}