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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "*Analise de Dados do Titanic*\n",
+ "\n",
+ " Temos um conjunto de de dados, com informações detalhadas sobre passageiros que estavam a bordo do navio Titanic.\n",
+ " Dados que contem informações sobre nome,idade,genero, classe da cabine e sobreviventes.\n",
+ " O próposito dessa analise é obter insights sobre os passageiros do navio o que nos permite ter informações relevantes, detalhadas e visualvelmente mais intuitivas.\n",
+ "\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
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+ "
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+ " PassengerId Survived Pclass \\\n",
+ "0 1 0 3 \n",
+ "1 2 1 1 \n",
+ "2 3 1 3 \n",
+ "3 4 1 1 \n",
+ "4 5 0 3 \n",
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+ "\n",
+ " Name Sex Age SibSp \\\n",
+ "0 Braund, Mr. Owen Harris male 22.0 1 \n",
+ "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 1 \n",
+ "2 Heikkinen, Miss. Laina female 26.0 0 \n",
+ "3 Futrelle, Mrs. Jacques Heath (Lily May Peel) female 35.0 1 \n",
+ "4 Allen, Mr. William Henry male 35.0 0 \n",
+ ".. ... ... ... ... \n",
+ "886 Montvila, Rev. Juozas male 27.0 0 \n",
+ "887 Graham, Miss. Margaret Edith female 19.0 0 \n",
+ "888 Johnston, Miss. Catherine Helen \"Carrie\" female NaN 1 \n",
+ "889 Behr, Mr. Karl Howell male 26.0 0 \n",
+ "890 Dooley, Mr. Patrick male 32.0 0 \n",
+ "\n",
+ " Parch Ticket Fare Cabin Embarked \n",
+ "0 0 A/5 21171 7.2500 NaN S \n",
+ "1 0 PC 17599 71.2833 C85 C \n",
+ "2 0 STON/O2. 3101282 7.9250 NaN S \n",
+ "3 0 113803 53.1000 C123 S \n",
+ "4 0 373450 8.0500 NaN S \n",
+ ".. ... ... ... ... ... \n",
+ "886 0 211536 13.0000 NaN S \n",
+ "887 0 112053 30.0000 B42 S \n",
+ "888 2 W./C. 6607 23.4500 NaN S \n",
+ "889 0 111369 30.0000 C148 C \n",
+ "890 0 370376 7.7500 NaN Q \n",
+ "\n",
+ "[891 rows x 12 columns]"
+ ]
+ },
+ "execution_count": 9,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "\n",
+ "df = pd.read_csv(\"titanic.csv\")\n",
+ "df"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
"
+ ],
+ "text/plain": [
+ " IdPassageiro Sobreviveu Classe \\\n",
+ "0 1 0 3 \n",
+ "1 2 1 1 \n",
+ "\n",
+ " Nome Sexo Idade \\\n",
+ "0 Braund, Mr. Owen Harris male 22.0 \n",
+ "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 \n",
+ "\n",
+ " NumeroIrmaos NumeroPais NumeroTicket PrecoTicket NumeroCabine \\\n",
+ "0 1 0 A/5 21171 7.2500 NaN \n",
+ "1 1 0 PC 17599 71.2833 C85 \n",
+ "\n",
+ " PortoEmbarcacao \n",
+ "0 S \n",
+ "1 C "
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df.columns = novas_colunas\n",
+ "df[:2]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "*Função de processamento dos dados* - Essa função é importante para que seja feito um tratamento inicial em um DataFrame do Pandas com base no conjunto de dadosa ser tratado, no caso em tela iremos ultilizar o conjunto de dados do Navio Titanic."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Criando a função de processamento dos dados\n",
+ "def processamento_df(df):\n",
+ " \n",
+ " # 3 primeiras linhas do df\n",
+ " df_3_linhas = df.head(3)\n",
+ " \n",
+ " # selecionando aleatoriamente 100 linhas do df\n",
+ " df_menor = df.sample(100)\n",
+ " \n",
+ " # removendo colunas com muitos dados nulos\n",
+ " df = df.drop(columns='Cabin')\n",
+ " \n",
+ " # ordenando por idade menor para o maior\n",
+ " df = df.sort_values(\"Age\")\n",
+ " \n",
+ " # removendo dados duplicados\n",
+ " df = df.drop_duplicates()\n",
+ " \n",
+ " # reset index\n",
+ " df = df.reset"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "*Visualização e Insights atraves de gráficos* - Usaremos a biblioteca MATPLOPIT \n",
+ "\n",
+ "\n",
+ "*MATPLOPIT* - É uma biblioteca ultilizada em python muito usada na analise de dados, para criação de graficos e visualização de dados. Tornando-se mais visual e intuitivo.\n",
+ "- Para a analise em tela, ultilazamos a integração do *matplopit* com o *Jupyter Notebook*\n",
+ "- Como tambem a integração com o *Pandas*\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Grafico 1 - Distribuição de idade dos passageiros \n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Text(0, 0.5, 'Quantidade de Passageiros')"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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f8nwXOuk+KysrX5n+zMMPP6y3335bAwcOVMOGDRUWFiaHw6E77rjjkrfAL1XO891111157pOU5Ha6kad16dJF//3vf/XYY4+pVq1aCgkJUXZ2tlq3bn1J6yI7O1sOh0Nff/11nu/V+YWeXxf6ncjvBRpsf0/9/f3VsmXLC05/5plnNHz4cN17770aO3asIiIi5Ofnp4EDB7qttypVqiglJUVffPGF5syZo5kzZ+q1117TiBEjNHr0aEnn3oOmTZtq1qxZ+uabb/Tss8/qn//8pz755BO1adNGWVlZuvHGG5WWlqahQ4cqKSlJxYoV02+//aaePXte8vsUGRmpqVOn5jk9P0eg/5W//YEDB6p9+/aaPXu25s6dq+HDhys5OVkLFixQ7dq1L3m5voDyLOT+85//SNKfflTl5+enFi1aqEWLFpo4caKeeeYZPfXUU1q4cKFatmzp8avHbNmyxe2+MUZbt251K4gSJUrkeWTozp07Xf/yz0vOtJ9//vmiGWbMmKEePXro+eefd42dOnUq13PGx8crJSUl1+M3bdrkmn4h8fHxys7O1rZt29z+JX7+8nKOxM3Kyrro/6xtxMfHa/78+Tp+/LhbWZ3/3IcPH9b8+fM1evRojRgxwjV+/nuUc9Ty+eN5LTMxMVHGGCUkJKhSpUqX/Bq2bNnitmWzdetWZWdnuw4myVm/W7ZscX0SIJ07+OrIkSMXfW88YcaMGbrhhhv05ptvuo0fOXJEpUqVchsrVqyYunbtqq5du+r06dO67bbbNG7cOA0bNsz18WZ0dLT69u2rvn37av/+/apTp47GjRunNm3aaP369dq8ebPeffdd3XPPPa7lzps3z+15cl7z1q1bc+U9fywxMVHffvutGjdu7LF/AOc8f0pKiv7+97+7TUtJScn1niQmJmrIkCEaMmSItmzZolq1aun55593O0OgMOJj20JswYIFGjt2rBISEtS9e/cLzpeWlpZrLOdCCDmH+xcrVkyS8iyzS/Hee++57YedMWOG9uzZozZt2rjGEhMTtXz5cp0+fdo19sUXX/zpqQ6lS5fW9ddfr7feeku7du1ym2aMcf3s7+/vdl86dzpBVlaW21jbtm31ww8/aNmyZa6xjIwMTZkyReXKlVPVqlUvmCXn9UyaNMlt/PxLAPr7+6tTp06aOXNmnqV/4MCBCz7HhbRt21Znz57V66+/7hrLysrSyy+/nOu5JeVaF3llbNWqlWbPnu22Xjdu3Ki5c+e6zXvbbbfJ399fo0ePzrVcY0yep8Dk5dVXX3W7n5M9Z722bds2z6wTJ06UpDyPavakvH6Hpk+fnuuUjPNfb2BgoKpWrSpjjM6cOaOsrCy3j3klKTIyUjExMa6/wbzeJ2OMXnrpJbfHxcTEqFq1anrvvfd0/Phx1/jixYu1fv16t3m7dOmirKwsjR07NtdrO3v27CX9vderV0+RkZGaPHmy2+lCX3/9tTZu3Oh6T06cOJHrtKPExESFhoZeEVdwYsuzkPj666+1adMmnT17Vvv27dOCBQs0b948xcfH67PPPrvoRQTGjBmjJUuWqF27doqPj9f+/fv12muvqWzZsq6DZBITExUeHq7JkycrNDRUxYoVU4MGDaz3IeWIiIhQkyZN1KtXL+3bt08vvviiKlSo4HY6zX333acZM2aodevW6tKli7Zt26b3338/1/7DvEyaNElNmjRRnTp11KdPHyUkJGjHjh368ssvXZcYvPnmm/Wf//xHYWFhqlq1qpYtW6Zvv/1WJUuWdFvWE088oQ8//FBt2rTRgAEDFBERoXfffVepqamaOXPmRU8Ir1Wrlrp166bXXntNR48eVaNGjTR//vw8twrGjx+vhQsXqkGDBrr//vtVtWpVpaWlafXq1fr222/z/EfOxbRv316NGzfWE088oR07dqhq1ar65JNPcv1Punjx4q79TWfOnNE111yjb775RqmpqbmWOXr0aM2ZM0dNmzZV3759dfbsWdf5i+vWrXPNl5iYqH/84x8aNmyYduzYoY4dOyo0NFSpqamaNWuW+vTpo0cfffRPX0Nqaqo6dOig1q1ba9myZa5TfmrWrClJqlmzpnr06KEpU6boyJEjatasmX744Qe9++676tixo2644QardWbr5ptv1pgxY9SrVy81atRI69ev19SpU3N9MnLTTTcpKipKjRs3VpkyZbRx40a98sorateunUJDQ3XkyBGVLVtWt99+u2rWrKmQkBB9++23WrlypeuTkaSkJCUmJurRRx/Vb7/9puLFi2vmzJl5HmzzzDPP6JZbblHjxo3Vq1cvHT58WK+88oqqVavmVqjNmjXTAw88oOTkZK1du1Y33XSTihQpoi1btmj69Ol66aWXdPvtt1utkyJFiuif//ynevXqpWbNmqlbt26uU1XKlSunQYMGSZI2b96sFi1aqEuXLqpataoCAgI0a9Ys7du3T3fccYftW+F7vHCELyzknKqScwsMDDRRUVHmxhtvNC+99JLb6SA5zj9VZf78+eaWW24xMTExJjAw0MTExJhu3bqZzZs3uz3u008/NVWrVjUBAQFupzo0a9bsgofhX+jw9g8//NAMGzbMREZGmuDgYNOuXbtcp5UYY8zzzz9vrrnmGuN0Ok3jxo3Njz/+mK9TVYwx5ueffza33nqrKV68uJFkKleubIYPH+6afvjwYdOrVy9TqlQpExISYlq1amU2bdqU5yky27ZtM7fffrsJDw83QUFBpn79+uaLL77I8zWf7+TJk2bAgAGmZMmSplixYqZ9+/Zm9+7duU5VMcaYffv2mX79+pnY2FhTpEgRExUVZVq0aGGmTJnyp89z/qkqxhhz6NAhc/fdd5vixYubsLAwc/fdd5s1a9bkWl+//vqrufXWW014eLgJCwsznTt3Nr///nueGRcvXmzq1q1rAgMDTfny5c3kyZNz/U7lmDlzpmnSpIkpVqyYKVasmElKSjL9+vUzKSkpF30tOcvbsGGDuf32201oaKgpUaKE6d+/v9vpD8YYc+bMGTN69GiTkJBgihQpYmJjY82wYcPMqVOn/nT9XEzOqSoXc+rUKTNkyBATHR1tgoODTePGjc2yZcty/Y7+61//Mtdff70pWbKkcTqdJjEx0Tz22GPm6NGjxhhjMjMzzWOPPWZq1qxpQkNDTbFixUzNmjXNa6+95vZ8GzZsMC1btjQhISGmVKlS5v777zc//fRTnr//06ZNM0lJScbpdJpq1aqZzz77zHTq1MkkJSXleh1TpkwxdevWNcHBwSY0NNRUr17dPP744+b33393zXOhv+Xp06fnuW4++ugjU7t2beN0Ok1ERITp3r27+fXXX13TDx48aPr162eSkpJMsWLFTFhYmGnQoIH5+OOPL7rOCwuHMed9JgEUQi1bttTjjz+um266ydtRkA+jRo3S6NGjdeDAgVz7DnHpatWqpdKlS+faTwrPY58nrgjt27cv9AcgAPl15swZnT171m1s0aJF+umnn/hascuEfZ4o1D788ENlZGRo+vTpioyM9HYc4LL47bff1LJlS911112KiYnRpk2bNHnyZEVFRenBBx/0dryrAuWJQu2XX37Rc889p+joaE2YMMHbcYDLokSJEqpbt67eeOMNHThwQMWKFVO7du00fvz4XAfEoWCwzxMAAEvs8wQAwBLlCQCAJfZ56tz1H3///XeFhoZ6/DJ1AIDCwRijY8eOKSYm5qIXR5EoT0nnvuInNjbW2zEAAD5g9+7dKlu27EXnoTwl19d57d69W8WLF/dyGgCAN6Snpys2NvaiX/GYg/LU/3/dUfHixSlPALjK5Wf3HQcMAQBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgKcDbAXC12CXpoLdD/E8pSXHeDgGgEKM8cRnskrIqS/6nvB3knKwgyT9FFCiAS0V54jI4eK44u0va6OUoVSRNPXUuE+UJ4BJRnrh8Nkpa4+0QAPDXefWAoSVLlqh9+/aKiYmRw+HQ7Nmz3aY7HI48b88++6xrnnLlyuWaPn78+Mv8SgAAVxOvlmdGRoZq1qypV199Nc/pe/bscbu99dZbcjgc6tSpk9t8Y8aMcZvv4YcfvhzxAQBXKa9+bNumTRu1adPmgtOjoqLc7n/66ae64YYbVL58ebfx0NDQXPMCAFBQCs15nvv27dOXX36p3r1755o2fvx4lSxZUrVr19azzz6rs2fPXnRZmZmZSk9Pd7sBAJBfheaAoXfffVehoaG67bbb3MYHDBigOnXqKCIiQv/97381bNgw7dmzRxMnTrzgspKTkzV69OiCjgwAuEIVmvJ866231L17dwUFBbmNDx482PVzjRo1FBgYqAceeEDJyclyOp15LmvYsGFuj0tPT1dsbGzBBAcAXHEKRXl+9913SklJ0UcfffSn8zZo0EBnz57Vjh07VLly5TzncTqdFyxWAAD+TKHY5/nmm2+qbt26qlmz5p/Ou3btWvn5+SkyMvIyJAMAXI28uuV5/Phxbd261XU/NTVVa9euVUREhOLizl39JT09XdOnT9fzzz+f6/HLli3TihUrdMMNNyg0NFTLli3ToEGDdNddd6lEiRKX7XUAAK4uXi3PH3/8UTfccIPrfs5+yB49euidd96RJE2bNk3GGHXr1i3X451Op6ZNm6ZRo0YpMzNTCQkJGjRokNv+TAAAPM1hjDHeDuFt6enpCgsL09GjR1W8eHFvx7kCrZZUV6oj71+er/b/4miVzgUCgHNsuqBQ7PMEAMCXUJ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCpUHwZNuB5G70d4H9KSYrzdggAlihPXF2iJGVJ8r/L20nOyQqS/FNEgQKFC+WJq0u4JH9J3eX9jc8qkqaeknRQlCdQuFCeuDptlPe/WxRAocUBQwAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALHm1PJcsWaL27dsrJiZGDodDs2fPdpves2dPORwOt1vr1q3d5klLS1P37t1VvHhxhYeHq3fv3jp+/PhlfBUAgKuNV8szIyNDNWvW1KuvvnrBeVq3bq09e/a4bh9++KHb9O7du+uXX37RvHnz9MUXX2jJkiXq06dPQUcHAFzFArz55G3atFGbNm0uOo/T6VRUVFSe0zZu3Kg5c+Zo5cqVqlevniTp5ZdfVtu2bfXcc88pJibG45kBAPD5fZ6LFi1SZGSkKleurIceekiHDh1yTVu2bJnCw8NdxSlJLVu2lJ+fn1asWHHBZWZmZio9Pd3tBgBAfvl0ebZu3Vrvvfee5s+fr3/+859avHix2rRpo6ysLEnS3r17FRkZ6faYgIAARUREaO/evRdcbnJyssLCwly32NjYAn0dAIAri1c/tv0zd9xxh+vn6tWrq0aNGkpMTNSiRYvUokWLS17usGHDNHjwYNf99PR0ChQAkG8+veV5vvLly6tUqVLaunWrJCkqKkr79+93m+fs2bNKS0u74H5S6dx+1OLFi7vdAADIr0JVnr/++qsOHTqk6OhoSVLDhg115MgRrVq1yjXPggULlJ2drQYNGngrJgDgCufVj22PHz/u2oqUpNTUVK1du1YRERGKiIjQ6NGj1alTJ0VFRWnbtm16/PHHVaFCBbVq1UqSVKVKFbVu3Vr333+/Jk+erDNnzqh///664447ONIWAFBgvLrl+eOPP6p27dqqXbu2JGnw4MGqXbu2RowYIX9/f61bt04dOnRQpUqV1Lt3b9WtW1ffffednE6naxlTp05VUlKSWrRoobZt26pJkyaaMmWKt14SAOAq4NUtz+bNm8sYc8Hpc+fO/dNlRERE6IMPPvBkLAAALqpQ7fMEAMAXUJ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlrxankuWLFH79u0VExMjh8Oh2bNnu6adOXNGQ4cOVfXq1VWsWDHFxMTonnvu0e+//+62jHLlysnhcLjdxo8ff5lfCQDgauLV8szIyFDNmjX16quv5pp24sQJrV69WsOHD9fq1av1ySefKCUlRR06dMg175gxY7Rnzx7X7eGHH74c8QEAV6kAbz55mzZt1KZNmzynhYWFad68eW5jr7zyiurXr69du3YpLi7ONR4aGqqoqKh8P29mZqYyMzNd99PT0y2TAwCuZoVqn+fRo0flcDgUHh7uNj5+/HiVLFlStWvX1rPPPquzZ89edDnJyckKCwtz3WJjYwswNQDgSuPVLU8bp06d0tChQ9WtWzcVL17cNT5gwADVqVNHERER+u9//6thw4Zpz549mjhx4gWXNWzYMA0ePNh1Pz09nQIFAORboSjPM2fOqEuXLjLG6PXXX3eb9scSrFGjhgIDA/XAAw8oOTlZTqczz+U5nc4LTgMA4M/4/Me2OcW5c+dOzZs3z22rMy8NGjTQ2bNntWPHjssTEABw1fHpLc+c4tyyZYsWLlyokiVL/ulj1q5dKz8/P0VGRl6GhACAq5FXy/P48ePaunWr635qaqrWrl2riIgIRUdH6/bbb9fq1av1xRdfKCsrS3v37pUkRUREKDAwUMuWLdOKFSt0ww03KDQ0VMuWLdOgQYN01113qUSJEt56WQCAK5xXy/PHH3/UDTfc4Lqfs/+yR48eGjVqlD777DNJUq1atdwet3DhQjVv3lxOp1PTpk3TqFGjlJmZqYSEBA0aNMhtPygAAJ7m1fJs3ry5jDEXnH6xaZJUp04dLV++3NOxAAC4KJ8/YAgAAF9DeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlv5yeaanp2v27NnauHGjJ/IAAODzrMuzS5cueuWVVyRJJ0+eVL169dSlSxfVqFFDM2fO9HhAAAB8jXV5LlmyRE2bNpUkzZo1S8YYHTlyRJMmTdI//vEPjwcEAMDXWJfn0aNHFRERIUmaM2eOOnXqpKJFi6pdu3basmWLxwMCAOBrrMszNjZWy5YtU0ZGhubMmaObbrpJknT48GEFBQV5PCAAAL7G+tq2AwcOVPfu3RUSEqL4+Hg1b95c0rmPc6tXr+7pfAAA+Bzr8uzbt6/q16+v3bt368Ybb5Sf37mN1/Lly7PPEwBwVbikb1WpV6+e6tWrJ2OMjDFyOBxq166dp7MBAOCTLuk8z/fee0/Vq1dXcHCwgoODVaNGDf3nP//xdDYAAHyS9ZbnxIkTNXz4cPXv31+NGzeWJC1dulQPPvigDh48qEGDBnk8JHBl85ULjJSSFOftEEChYF2eL7/8sl5//XXdc889rrEOHTro2muv1ahRoyhPIL+iJGVJ8r/L20nOyQqS/FNEgQJ/zro89+zZo0aNGuUab9Sokfbs2eORUMBVIVySv6Tu8v7GZxVJU09JOijKE/hz1uVZoUIFffzxx3ryySfdxj/66CNVrFjRY8GAq8ZGSWu8HQKADevyHD16tLp27aolS5a49nl+//33mj9/vj7++GOPBwQAwNdYH23bqVMn/fDDDypVqpRmz56t2bNnq1SpUvrhhx906623FkRGAAB8itWW55kzZ/TAAw9o+PDhev/99wsqEwAAPs1qy7NIkSJ87RgA4Kpn/bFtx44dNXv27AKIAgBA4WB9wFDFihU1ZswYff/996pbt66KFSvmNn3AgAEeCwcAgC+yLs8333xT4eHhWrVqlVatWuU2zeFwUJ4AgCuedXmmpqYWRA4AAAqNS7owPAAAV7N8bXkOHjxYY8eOVbFixTR48OCLzjtx4kSPBAMAwFflqzzXrFmjM2fOuH6+EIfD4ZlUAAD4sHyV58KFC/P8GQCAq9El7/PcunWr5s6dq5MnT0qSjDEeCwUAgC+zLs9Dhw6pRYsWqlSpktq2bev6GrLevXtryJAhHg8IAICvsS7PQYMGqUiRItq1a5eKFi3qGu/atavmzJnj0XAAAPgi6/M8v/nmG82dO1dly5Z1G69YsaJ27tzpsWAAAPgq6y3PjIwMty3OHGlpaXI6nR4JBQCAL7Muz6ZNm+q9995z3Xc4HMrOztaECRN0ww03eDQcAAC+yPpj2wkTJqhFixb68ccfdfr0aT3++OP65ZdflJaWpu+//74gMgIA4FOstzyrVaumzZs3q0mTJrrllluUkZGh2267TWvWrFFiYmJBZAQAwKdYb3lKUlhYmJ566ilPZwEAoFCwLs9169blOe5wOBQUFKS4uDgOHAIAXNGsy7NWrVqua9jmXFXoj9e0LVKkiLp27ap//etfCgoK8lBMAAB8h/U+z1mzZqlixYqaMmWKfvrpJ/3000+aMmWKKleurA8++EBvvvmmFixYoKeffrog8gIA4HXWW57jxo3TSy+9pFatWrnGqlevrrJly2r48OH64YcfVKxYMQ0ZMkTPPfecR8MCAOALrLc8169fr/j4+Fzj8fHxWr9+vaRzH+3mXPMWAIArjXV5JiUlafz48Tp9+rRr7MyZMxo/frySkpIkSb/99pvKlCnjuZQAAPgQ649tX331VXXo0EFly5ZVjRo1JJ3bGs3KytIXX3whSdq+fbv69u3r2aQAAPgI6/Js1KiRUlNTNXXqVG3evFmS1LlzZ915550KDQ2VJN19992eTQkAgA+5pIskhIaG6sEHH/R0FgAACoVLKk9J2rBhg3bt2uW271OSOnTo8JdDAQDgy6zLc/v27br11lu1fv16ORyOXBdKyMrK8mxCAAB8jPXRto888ogSEhK0f/9+FS1aVL/88ouWLFmievXqadGiRQUQEQAA32K95bls2TItWLBApUqVkp+fn/z8/NSkSRMlJydrwIABWrNmTUHkBADAZ1hveWZlZbmOqi1VqpR+//13SecukpCSkuLZdAAA+CDrLc9q1arpp59+UkJCgho0aKAJEyYoMDBQU6ZMUfny5QsiIwAAPsW6PJ9++mllZGRIksaMGaObb75ZTZs2VcmSJfXRRx95PCAAAL7Gujz/eEH4ChUqaNOmTUpLS1OJEiXcvpoMAIArlfU+z/Olp6dryZIl7O8EAFw1rMuzS5cueuWVVyRJJ0+eVL169dSlSxdVr15dM2fO9HhAAAB8jXV5LlmyRE2bNpV07ouxjTE6cuSIJk2apH/84x8eDwgAgK+xLs+jR48qIiJCkjRnzhx16tRJRYsWVbt27bRlyxaPBwQAwNdYl2dsbKyWLVumjIwMzZkzRzfddJMk6fDhwwoKCvJ4QAAAfI310bYDBw5U9+7dFRISovj4eDVv3lzSuY9zq1ev7ul8AAD4HOvy7Nu3r+rXr6/du3frxhtvlJ/fuY3X8uXLs88TAHBVuKSvJKtXr57q1asn6dzl+tavX69GjRqpRIkSHg0HAIAvst7nOXDgQL355puSzhVns2bNVKdOHcXGxvKtKgCAq4J1ec6YMUM1a9aUJH3++edKTU3Vpk2bNGjQID311FMeDwgAgK+xLs+DBw8qKipKkvTVV1+pc+fOqlSpku69916tX7/e4wEBAPA11uVZpkwZbdiwQVlZWZozZ45uvPFGSdKJEyfk7+/v8YAAAPga6wOGevXqpS5duig6OloOh0MtW7aUJK1YsUJJSUkeDwgAgK+xLs9Ro0apWrVq2r17tzp37iyn0ylJ8vf31xNPPOHxgAAA+JpL+laV22+/XYMGDVLZsmVdYz169NAtt9xitZwlS5aoffv2iomJkcPh0OzZs92mG2M0YsQIRUdHKzg4WC1btsx1CcC0tDR1795dxYsXV3h4uHr37q3jx49fyssCACBfLuk8z4yMDC1evFi7du3S6dOn3aYNGDDAajk1a9bUvffeq9tuuy3X9AkTJmjSpEl69913lZCQoOHDh6tVq1basGGD61KA3bt31549ezRv3jydOXNGvXr1Up8+ffTBBx9cyksDAODPGUurV682UVFRpnjx4sbf39+ULl3aOBwOU6xYMZOQkGC7OBdJZtasWa772dnZJioqyjz77LOusSNHjhin02k+/PBDY4wxGzZsMJLMypUrXfN8/fXXxuFwmN9++y3fz3306FEjyRw9evSS8+NiVhljZExtGSMv37qJLHndav8vi1nl1d8UwJtsusD6Y9tBgwapffv2Onz4sIKDg7V8+XLt3LlTdevW1XPPPeexUk9NTdXevXtdByRJUlhYmBo0aKBly5ZJkpYtW6bw8HDX1Y4kqWXLlvLz89OKFSsuuOzMzEylp6e73QAAyC/r8ly7dq2GDBkiPz8/+fv7KzMzU7GxsZowYYKefPJJjwXbu3evpHOnxvxRmTJlXNP27t2ryMhIt+kBAQGKiIhwzZOX5ORkhYWFuW6xsbEeyw0AuPJZl2eRIkVcF4OPjIzUrl27JJ3bKty9e7dn0xWQYcOG6ejRo65bYckNAPAN1gcM1a5dWytXrlTFihXVrFkzjRgxQgcPHtR//vMfVatWzWPBcq5itG/fPkVHR7vG9+3bp1q1arnm2b9/v9vjzp49q7S0NNfj8+J0Ol2n2AAAYMt6y/OZZ55xldm4ceNUokQJPfTQQzpw4ICmTJnisWAJCQmKiorS/PnzXWPp6elasWKFGjZsKElq2LChjhw5olWrVrnmWbBggbKzs9WgQQOPZQEA4I+stjyNMQoLC1NwcLDOnj2ryMhIzZkz55Kf/Pjx49q6davrfmpqqtauXauIiAjFxcVp4MCB+sc//qGKFSu6TlWJiYlRx44dJUlVqlRR69atdf/992vy5Mk6c+aM+vfvrzvuuEMxMTGXnAsAgIvK7yG827dvN9WqVTN+fn7Gz8/PxMXFuZ0icikWLlxoJOW69ejRwxhz7nSV4cOHmzJlyhin02latGhhUlJS3JZx6NAh061bNxMSEmKKFy9uevXqZY4dO2aVg1NVChqnqvh8Fk5VAay6wGGMMfkp2dtvv12//PKLRowYoaCgID333HM6deqU20emhVV6errCwsJ09OhRFS9e3NtxrkCrJdWV6kha4+Uo3SR9ILKcr7bOvU1apXOBgKuPTRfk+2PbpUuXasaMGWrSpIkk6brrrlPZsmWVkZGhYsWK/bXEAAAUIvk+YGj//v2qWLGi637O9WbPP9oVAIArXb63PB0Oh44fP67g4GDXmJ+fn44dO+Z2hR4+9gQAXOnyXZ7GGFWqVCnXWO3atV0/OxwOZWVleTYhAAA+Jt/luXDhwoLMAQBAoZHv8mzWrFlB5gAAoNC4pC/DBgDgakZ5AgBgifIEAMAS5QkAgKVLLs+tW7dq7ty5OnnypKRzp6oAAHA1sC7PQ4cOqWXLlqpUqZLatm2rPXv2SJJ69+6tIUOGeDwgAAC+xro8Bw0apICAAO3atUtFixZ1jXft2vUvfT0ZAACFhdX3eUrSN998o7lz56ps2bJu4xUrVtTOnTs9FgwAAF9lveWZkZHhtsWZIy0tTU6n0yOhAADwZdbl2bRpU7333nuu+w6HQ9nZ2ZowYYJuuOEGj4YDAMAXWX9sO2HCBLVo0UI//vijTp8+rccff1y//PKL0tLS9P333xdERgAAfIr1lme1atW0efNmNWnSRLfccosyMjJ02223ac2aNUpMTCyIjAAA+BTrLU9JCgsL01NPPeXpLAAAFAr5Ks9169ble4E1atS45DAAABQG+SrPWrVqyeFwuL7wOkfOVYX+OMaXYQMArnT52ueZmpqq7du3KzU1VTNnzlRCQoJee+01rV27VmvXrtVrr72mxMREzZw5s6DzAgDgdfna8oyPj3f93LlzZ02aNElt27Z1jdWoUUOxsbEaPny4Onbs6PGQAAD4EuujbdevX6+EhIRc4wkJCdqwYYNHQgEA4Musy7NKlSpKTk7W6dOnXWOnT59WcnKyqlSp4tFwAAD4IutTVSZPnqz27durbNmyriNr161bJ4fDoc8//9zjAQEA8DXW5Vm/fn1t375dU6dO1aZNmySd+0aVO++8U8WKFfN4QAAAfM0lXSShWLFi6tOnj6ezAABQKFjv8wQA4GpHeQIAYInyBADAEuUJAIClSyrPI0eO6I033tCwYcOUlpYmSVq9erV+++03j4YDAMAXWR9tu27dOrVs2VJhYWHasWOH7r//fkVEROiTTz7Rrl279N577xVETgAAfIb1lufgwYPVs2dPbdmyRUFBQa7xtm3basmSJR4NBwCAL7Iuz5UrV+qBBx7INX7NNddo7969HgkFAIAvsy5Pp9Op9PT0XOObN29W6dKlPRIKAABfZl2eHTp00JgxY3TmzBlJ574Ie9euXRo6dKg6derk8YAAAPga6/J8/vnndfz4cUVGRurkyZNq1qyZKlSooNDQUI0bN64gMgIA4FOsj7YNCwvTvHnztHTpUq1bt07Hjx9XnTp11LJly4LIBwCAz7mkC8NLUpMmTdSkSRNPZgEAoFDIV3lOmjQp3wscMGDAJYcBAKAwyFd5vvDCC273Dxw4oBMnTig8PFzSuSsOFS1aVJGRkZQnAOCKl68DhlJTU123cePGqVatWtq4caPS0tKUlpamjRs3qk6dOho7dmxB5wUAwOusj7YdPny4Xn75ZVWuXNk1VrlyZb3wwgt6+umnPRoOAABfZF2ee/bs0dmzZ3ONZ2Vlad++fR4JBQCAL7MuzxYtWuiBBx7Q6tWrXWOrVq3SQw89xOkqAICrgnV5vvXWW4qKilK9evXkdDrldDpVv359lSlTRm+88UZBZAQAwKdYn+dZunRpffXVV9q8ebM2bdokSUpKSlKlSpU8Hg4AAF90yRdJqFSpEoUJALgqXVJ5/vrrr/rss8+0a9cunT592m3axIkTPRIMAABfZV2e8+fPV4cOHVS+fHlt2rRJ1apV044dO2SMUZ06dQoiIwAAPsX6gKFhw4bp0Ucf1fr16xUUFKSZM2dq9+7datasmTp37lwQGQEA8CnW5blx40bdc889kqSAgACdPHlSISEhGjNmjP75z396PCAAAL7GujyLFSvm2s8ZHR2tbdu2uaYdPHjQc8kAAPBR1vs8r7vuOi1dulRVqlRR27ZtNWTIEK1fv16ffPKJrrvuuoLICACAT7Euz4kTJ+r48eOSpNGjR+v48eP66KOPVLFiRY60BQBcFazLs3z58q6fixUrpsmTJ3s0EAAAvs56nycAAFe7fG15lihRQg6HI18LTEtL+0uBAADwdfkqzxdffNH186FDh/SPf/xDrVq1UsOGDSVJy5Yt09y5czV8+PACCQkAgC/JV3n26NHD9XOnTp00ZswY9e/f3zU2YMAAvfLKK/r22281aNAgz6cEAMCHWO/znDt3rlq3bp1rvHXr1vr22289EgoAAF9mXZ4lS5bUp59+mmv8008/VcmSJT0SCgAAX2Z9qsro0aN13333adGiRWrQoIEkacWKFZozZ47+/e9/ezwgAAC+xro8e/bsqSpVqmjSpEn65JNPJElVqlTR0qVLXWUKAMCV7JK+z7NBgwaaOnWqp7MAAFAo5Ks809PTVbx4cdfPF5MzHwAAV6p8XyRhz549ioyMVHh4eJ4XTDDGyOFwKCsry+MhAQDwJfkqzwULFigiIkKStHDhwgINBACAr8tXeTZr1sz1c0JCgmJjY3NtfRpjtHv3bs+mAwDAB1mf55mQkKADBw7kGk9LS1NCQoJHQgEA4MusyzNn3+b5jh8/rqCgII+E+qNy5crJ4XDkuvXr10+S1Lx581zTHnzwQY/nAAAgR75PVRk8eLAkyeFwaPjw4SpatKhrWlZWllasWKFatWp5PODKlSvdDkL6+eefdeONN6pz586usfvvv19jxoxx3f9jNgAAPC3f5blmzRpJ57Y8169fr8DAQNe0wMBA1axZU48++qjHA5YuXdrt/vjx45WYmOi2H7Zo0aKKiory+HMDAJCXfJdnzlG2vXr10ksvveSV8zlPnz6t999/X4MHD3b76Hjq1Kl6//33FRUVpfbt2+faMj5fZmamMjMzXff/7NxVAAD+yPoKQ2+//XZB5MiX2bNn68iRI+rZs6dr7M4771R8fLxiYmK0bt06DR06VCkpKa5LB+YlOTlZo0ePvgyJAQBXIuvyzMjI0Pjx4zV//nzt379f2dnZbtO3b9/usXDne/PNN9WmTRvFxMS4xvr06eP6uXr16oqOjlaLFi20bds2JSYm5rmcYcOGufbhSue2PGNjYwssNwDgymJdnvfdd58WL16su+++W9HR0XkeeVsQdu7cqW+//faiW5SSXBen37p16wXL0+l0yul0ejwjAODqYF2eX3/9tb788ks1bty4IPJc0Ntvv63IyEi1a9fuovOtXbtWkhQdHX0ZUgEArkbW5VmiRAnXpfoul+zsbL399tvq0aOHAgL+P/K2bdv0wQcfqG3btipZsqTWrVunQYMG6frrr1eNGjUua0YAwNXD+iIJY8eO1YgRI3TixImCyJOnb7/9Vrt27dK9997rNh4YGKhvv/1WN910k5KSkjRkyBB16tRJn3/++WXLBgC4+lhveT7//PPatm2bypQpo3LlyqlIkSJu01evXu2xcDluuukmGWNyjcfGxmrx4sUefz4AAC7Gujw7duxYADEAACg8rMtz5MiRBZEDAIBCw3qfJwAAVzvrLc+srCy98MIL+vjjj7Vr1y6dPn3abXpaWprHwgEA4IustzxHjx6tiRMnqmvXrjp69KgGDx6s2267TX5+fho1alQBRAQAwLdYl+fUqVP173//W0OGDFFAQIC6deumN954QyNGjNDy5csLIiMAAD7Fujz37t2r6tWrS5JCQkJ09OhRSdLNN9+sL7/80rPpAADwQdblWbZsWe3Zs0eSlJiYqG+++UbSuS+t5nqxAICrgXV53nrrrZo/f74k6eGHH9bw4cNVsWJF3XPPPbmuAAQAwJXI+mjb8ePHu37u2rWr4uLitGzZMlWsWFHt27f3aDgAl9tGbwf4g1KS4rwdAsiTdXmer2HDhmrYsKEnsgDwlihJWZL87/J2kv+XFST5p4gChS+yLs/33nvvotPvueeeSw4DwEvCJflL6i7f2PisImnqKUkHRXnCF1mX5yOPPOJ2/8yZMzpx4oQCAwNVtGhRyhMozDZKWuPtEIDvsz5g6PDhw26348ePKyUlRU2aNNGHH35YEBkBAPApHrm2bcWKFTV+/PhcW6UAAFyJPHZh+ICAAP3++++eWhwAAD7Lep/nZ5995nbfGKM9e/bolVdeUePGjT0WDAAAX/WXvwzb4XCodOnS+vvf/67nn3/eU7kAAPBZ1uWZnZ1dEDkAACg0Lnmf58GDB5Wenu7JLAAAFApW5XnkyBH169dPpUqVUpkyZVSiRAlFRUVp2LBhOnHiREFlBADAp+T7Y9u0tDQ1bNhQv/32m7p3764qVapIkjZs2KCXX35Z8+bN09KlS7Vu3TotX75cAwYMKLDQAAB4U77Lc8yYMQoMDNS2bdtUpkyZXNNuuukm3X333frmm280adIkjwcFAMBX5Ls8Z8+erX/961+5ilOSoqKiNGHCBLVt21YjR45Ujx49PBoSAABfku99nnv27NG11157wenVqlWTn5+fRo4c6ZFgAAD4qnyXZ6lSpbRjx44LTk9NTVVkZKQnMgEA4NPyXZ6tWrXSU089pdOnT+ealpmZqeHDh6t169YeDQcAgC+yOmCoXr16qlixovr166ekpCQZY7Rx40a99tpryszM/NPv+gQA4EqQ7/IsW7asli1bpr59+2rYsGEyxkg6d3m+G2+8Ua+88ori4vjSWgDAlc/q8nwJCQn6+uuvdfjwYW3ZskWSVKFCBUVERBRIOAAAfJH1tW0lqUSJEqpfv76nswAAUCh47Ps8AQC4WlCeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEsB3g5wZdkl6aC3Q/xPKUlx3g4BAFckytNjdklZlSX/U94Ock5WkOSfIgoUADyP8vSYg+eKs7ukjV6OUkXS1FPnMlGeAOBxlKenbZS0xtshAAAFiQOGAACwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJZ8ujxHjRolh8PhdktKSnJNP3XqlPr166eSJUsqJCREnTp10r59+7yYGABwNfDp8pSka6+9Vnv27HHdli5d6po2aNAgff7555o+fboWL16s33//XbfddpsX0wIArgY+f5GEgIAARUVF5Ro/evSo3nzzTX3wwQf6+9//Lkl6++23VaVKFS1fvlzXXXfd5Y4KALhK+PyW55YtWxQTE6Py5cure/fu2rVrlyRp1apVOnPmjFq2bOmaNykpSXFxcVq2bNlFl5mZman09HS3GwAA+eXT5dmgQQO98847mjNnjl5//XWlpqaqadOmOnbsmPbu3avAwECFh4e7PaZMmTLau3fvRZebnJyssLAw1y02NrYAXwUA4Erj0x/btmnTxvVzjRo11KBBA8XHx+vjjz9WcHDwJS932LBhGjx4sOt+eno6BQoAyDef3vI8X3h4uCpVqqStW7cqKipKp0+f1pEjR9zm2bdvX577SP/I6XSqePHibjcAAPKrUJXn8ePHtW3bNkVHR6tu3boqUqSI5s+f75qekpKiXbt2qWHDhl5MCQC40vn0x7aPPvqo2rdvr/j4eP3+++8aOXKk/P391a1bN4WFhal3794aPHiwIiIiVLx4cT388MNq2LAhR9oCAAqUT5fnr7/+qm7duunQoUMqXbq0mjRpouXLl6t06dKSpBdeeEF+fn7q1KmTMjMz1apVK7322mteTg0AuNL5dHlOmzbtotODgoL06quv6tVXX71MiQAAKGT7PAEA8AWUJwAAlihPAAAsUZ4AAFiiPAEAsOTTR9vir9ro7QD/4ys5AMAzKM8rUZSkLEn+d3k7CQBckSjPK1G4JH9J3eUbG31tJI3zdggA8BzK80q2UdIab4eQlOTtAADgWZQnAB/mCx+dSFIpSXHeDgEfQnkC8D2+tt8+K0jyTxEFihyUJwDfEy7f2W9fRdLUU5IOivJEDsoTgO/ylf32wHm4SAIAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFjy6fJMTk7W3/72N4WGhioyMlIdO3ZUSkqK2zzNmzeXw+Fwuz344INeSgwAuBr4dHkuXrxY/fr10/LlyzVv3jydOXNGN910kzIyMtzmu//++7Vnzx7XbcKECV5KDAC4GgR4O8DFzJkzx+3+O++8o8jISK1atUrXX3+9a7xo0aKKioq63PEAAFcpn97yPN/Ro0clSREREW7jU6dOValSpVStWjUNGzZMJ06cuOhyMjMzlZ6e7nYDACC/fHrL84+ys7M1cOBANW7cWNWqVXON33nnnYqPj1dMTIzWrVunoUOHKiUlRZ988skFl5WcnKzRo0dfjtgAgCtQoSnPfv366eeff9bSpUvdxvv06eP6uXr16oqOjlaLFi20bds2JSYm5rmsYcOGafDgwa776enpio2NLZjgAIArTqEoz/79++uLL77QkiVLVLZs2YvO26BBA0nS1q1bL1ieTqdTTqfT4zkBXMk2ejvA/5SSFOftEFc9ny5PY4wefvhhzZo1S4sWLVJCQsKfPmbt2rWSpOjo6AJOB+CqECUpS5L/Xd5Ock5WkOSfIgrUu3y6PPv166cPPvhAn376qUJDQ7V3715JUlhYmIKDg7Vt2zZ98MEHatu2rUqWLKl169Zp0KBBuv7661WjRg0vpwdwRQiX5C+pu7y/8VlF0tRTkg6K8vQuny7P119/XdK5CyH80dtvv62ePXsqMDBQ3377rV588UVlZGQoNjZWnTp10tNPP+2FtACuaBslrfF2CPgKny5PY8xFp8fGxmrx4sWXKQ0AAOcUqvM8AQDwBZQnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsBTg7QAAAFsbvR3gf0pJivN2CK+gPAGgsIiSlCXJ/y5vJzknK0jyT9HVWKCUJwAUFuGS/CV1l/c3PqtImnpK0kFRngAA37dR0hpvh7i6ccAQAACWKE8AACxRngAAWKI8AQCwRHkCAGCJ8gQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBADAEuUJAIAlyhMAAEuUJwAAlihPAAAsUZ4AAFgK8HYAAEBhttHbAf6glKS4y/JMlCcAwF6UpCxJ/nd5O8n/ywqS/FN0OQqU8gQA2AuX5C+pu3xj47OKpKmnJB0U5QkA8G0bJa3xdojL74o5YOjVV19VuXLlFBQUpAYNGuiHH37wdiQAwBXqiijPjz76SIMHD9bIkSO1evVq1axZU61atdL+/fu9HQ0AcAW6Ispz4sSJuv/++9WrVy9VrVpVkydPVtGiRfXWW295OxoA4ApU6Pd5nj59WqtWrdKwYcNcY35+fmrZsqWWLVuW52MyMzOVmZnpun/06FFJUnp6+l9Icvzcfyro3BFo3hQjKd1Hski+lYcsvp9F8q08ZPH9LNK5HOnSuf8XX9r/y3M6wBjz5zObQu63334zksx///tft/HHHnvM1K9fP8/HjBw50kjixo0bN27cct127979p91T6Lc8L8WwYcM0ePBg1/3s7GylpaWpZMmScjgcVstKT09XbGysdu/ereLFi3s6aoEobJnJW7AKW16p8GUmb8HzRGZjjI4dO6aYmJg/nbfQl2epUqXk7++vffv2uY3v27dPUVFReT7G6XTK6XS6jYWHh/+lHMWLFy80v2Q5Cltm8haswpZXKnyZyVvw/mrmsLCwfM1X6A8YCgwMVN26dTV//nzXWHZ2tubPn6+GDRt6MRkA4EpV6Lc8JWnw4MHq0aOH6tWrp/r16+vFF19URkaGevXq5e1oAIAr0BVRnl27dtWBAwc0YsQI7d27V7Vq1dKcOXNUpkyZAn9up9OpkSNH5voY2JcVtszkLViFLa9U+DKTt+Bd7swOY/JzTC4AAMhR6Pd5AgBwuVGeAABYojwBALBEeQIAYIny/It89avQlixZovbt2ysmJkYOh0OzZ892m26M0YgRIxQdHa3g4GC1bNlSW7Zs8U5YScnJyfrb3/6m0NBQRUZGqmPHjkpJSXGb59SpU+rXr59KliypkJAQderUKdfFMS6n119/XTVq1HCdlN2wYUN9/fXXPpv3j8aPHy+Hw6GBAwe6xnwt76hRo+RwONxuSUlJPptXkn777TfdddddKlmypIKDg1W9enX9+OOPrum+9ndXrly5XOvY4XCoX79+knxvHWdlZWn48OFKSEhQcHCwEhMTNXbsWLdr0V62dfzXrix7dZs2bZoJDAw0b731lvnll1/M/fffb8LDw82+ffu8Hc189dVX5qmnnjKffPKJkWRmzZrlNn38+PEmLCzMzJ492/z000+mQ4cOJiEhwZw8edIreVu1amXefvtt8/PPP5u1a9eatm3bmri4OHP8+HHXPA8++KCJjY018+fPNz/++KO57rrrTKNGjbyS1xhjPvvsM/Pll1+azZs3m5SUFPPkk0+aIkWKmJ9//tkn8+b44YcfTLly5UyNGjXMI4884hr3tbwjR4401157rdmzZ4/rduDAAZ/Nm5aWZuLj403Pnj3NihUrzPbt283cuXPN1q1bXfP42t/d/v373dbvvHnzjCSzcOFCY4zvreNx48aZkiVLmi+++MKkpqaa6dOnm5CQEPPSSy+55rlc65jy/Avq169v+vXr57qflZVlYmJiTHJyshdT5XZ+eWZnZ5uoqCjz7LPPusaOHDlinE6n+fDDD72QMLf9+/cbSWbx4sXGmHP5ihQpYqZPn+6aZ+PGjUaSWbZsmbdi5lKiRAnzxhtv+GzeY8eOmYoVK5p58+aZZs2aucrTF/OOHDnS1KxZM89pvph36NChpkmTJhecXhj+7h555BGTmJhosrOzfXIdt2vXztx7771uY7fddpvp3r27MebyrmM+tr1EOV+F1rJlS9fYn30Vmq9ITU3V3r173bKHhYWpQYMGPpM952viIiIiJEmrVq3SmTNn3DInJSUpLi7OJzJnZWVp2rRpysjIUMOGDX02b79+/dSuXTu3XJLvrt8tW7YoJiZG5cuXV/fu3bVr1y5Jvpn3s88+U7169dS5c2dFRkaqdu3a+ve//+2a7ut/d6dPn9b777+ve++9Vw6HwyfXcaNGjTR//nxt3rxZkvTTTz9p6dKlatOmjaTLu46viCsMecPBgweVlZWV6ypGZcqU0aZNm7yUKn/27t0rSXlmz5nmTdnZ2Ro4cKAaN26satWqSTqXOTAwMNcF/L2def369WrYsKFOnTqlkJAQzZo1S1WrVtXatWt9Lu+0adO0evVqrVy5Mtc0X1y/DRo00DvvvKPKlStrz549Gj16tJo2baqff/7ZJ/Nu375dr7/+ugYPHqwnn3xSK1eu1IABAxQYGKgePXr4/N/d7NmzdeTIEfXs2VOSb/5OPPHEE0pPT1dSUpL8/f2VlZWlcePGqXv37pIu7//bKE/4nH79+unnn3/W0qVLvR3lT1WuXFlr167V0aNHNWPGDPXo0UOLFy/2dqxcdu/erUceeUTz5s1TUFCQt+PkS87WhCTVqFFDDRo0UHx8vD7++GMFBwd7MVnesrOzVa9ePT3zzDOSpNq1a+vnn3/W5MmT1aNHDy+n+3Nvvvmm2rRpk6+v4/KWjz/+WFOnTtUHH3yga6+9VmvXrtXAgQMVExNz2dcxH9teokv5KjRfkZPPF7P3799fX3zxhRYuXKiyZcu6xqOionT69GkdOXLEbX5vZw4MDFSFChVUt25dJScnq2bNmnrppZd8Lu+qVau0f/9+1alTRwEBAQoICNDixYs1adIkBQQEqEyZMj6VNy/h4eGqVKmStm7d6nPrV5Kio6NVtWpVt7EqVaq4Pmr25b+7nTt36ttvv9V9993nGvPFdfzYY4/piSee0B133KHq1avr7rvv1qBBg5ScnCzp8q5jyvMSFeavQktISFBUVJRb9vT0dK1YscJr2Y0x6t+/v2bNmqUFCxYoISHBbXrdunVVpEgRt8wpKSnatWuXT63v7OxsZWZm+lzeFi1aaP369Vq7dq3rVq9ePXXv3t31sy/lzcvx48e1bds2RUdH+9z6laTGjRvnOr1q8+bNio+Pl+Sbf3c53n77bUVGRqpdu3auMV9cxydOnJCfn3tt+fv7Kzs7W9JlXscePfzoKjNt2jTjdDrNO++8YzZs2GD69OljwsPDzd69e70dzRw7dsysWbPGrFmzxkgyEydONGvWrDE7d+40xpw7nDs8PNx8+umnZt26deaWW27x6iHzDz30kAkLCzOLFi1yO3T+xIkTrnkefPBBExcXZxYsWGB+/PFH07BhQ9OwYUOv5DXGmCeeeMIsXrzYpKammnXr1pknnnjCOBwO88033/hk3vP98WhbY3wv75AhQ8yiRYtMamqq+f77703Lli1NqVKlzP79+30y7w8//GACAgLMuHHjzJYtW8zUqVNN0aJFzfvvv++ax9f+7ow5d5ZAXFycGTp0aK5pvraOe/ToYa655hrXqSqffPKJKVWqlHn88cdd81yudUx5/kUvv/yyiYuLM4GBgaZ+/fpm+fLl3o5kjDFm4cKFRlKuW48ePYwx5w7pHj58uClTpoxxOp2mRYsWJiUlxWt588oqybz99tuueU6ePGn69u1rSpQoYYoWLWpuvfVWs2fPHq9lvvfee018fLwJDAw0pUuXNi1atHAVpy/mPd/55elrebt27Wqio6NNYGCgueaaa0zXrl3dzpn0tbzGGPP555+batWqGafTaZKSksyUKVPcpvva350xxsydO9dIyjOHr63j9PR088gjj5i4uDgTFBRkypcvb5566imTmZnpmudyrWO+kgwAAEvs8wQAwBLlCQCAJcoTAABLlCcAAJYoTwAALFGeAABYojwBALBEeQIAYInyBK5wzZs318CBA//SMhYtWiSHw5HrIuHA1YryBAq5nj17qmPHjt6OAVxVKE8AACxRnsAVJCMjQ/fcc49CQkIUHR2t559/Ptc8//nPf1SvXj2FhoYqKipKd955p/bv3+82z1dffaVKlSopODhYN9xwg3bs2JFrOUuXLlXTpk0VHBys2NhYDRgwQBkZGQX10gCfQnkCV5DHHntMixcv1qeffqpvvvlGixYt0urVq93mOXPmjMaOHauffvpJs2fP1o4dO9SzZ0/X9N27d+u2225T+/bttXbtWt1333164okn3Jaxbds2tW7dWp06ddK6dev00UcfaenSperfv//leJmA93n8e1oAXFY9evQwt9xyizl27JgJDAw0H3/8sWvaoUOHTHBwsNtXj51v5cqVRpI5duyYMcaYYcOGmapVq7rNM3ToUCPJHD582BhjTO/evU2fPn3c5vnuu++Mn5+fV7+bErhc2PIErhDbtm3T6dOn1aBBA9dYRESEKleu7DbfqlWr1L59e8XFxSk0NFTNmjWTJO3atUuStHHjRrdlSFLDhg3d7v/000965513FBIS4rq1atVK2dnZSk1NLYiXB/iUAG8HAHD5ZGRkqFWrVmrVqpWmTp2q0qVLa9euXWrVqpVOnz6d7+UcP35cDzzwgAYMGJBrWlxcnCcjAz6J8gSuEImJiSpSpIhWrFjhKrDDhw9r8+bNrq3LTZs26dChQxo/frxiY2MlST/++KPbcqpUqaLPPvvMbWz58uVu9+vUqaMNGzaoQoUKBfVyAJ/Gx7bAFSIkJES9e/fWY489pgULFujnn39Wz5495ef3/3/mcXFxCgwM1Msvv6zt27frs88+09ixY92W8+CDD2rLli167LHHlJKSog8++EDvvPOO2zxDhw7Vf//7X/Xv319r167Vli1b9Omnn3LAEK4alCdwBXn22WfVtGlTtW/fXi1btlSTJk1Ut25d1/TSpUvrnXfe0fTp01W1alWNHz9ezz33nNsy4uLiNHPmTM2ePVs1a9bU5MmT9cwzz7jNU6NGDS1evFibN29W06ZNVbt2bY0YMUIxMTGX5XUC3uYwxhhvhwAAoDBhyxMAAEuUJwAAlihPAAAsUZ4AAFiiPAEAsER5AgBgifIEAMAS5QkAgCXKEwAAS5QnAACWKE8AACz9H6iBTJFM32WnAAAAAElFTkSuQmCC",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "plt.figure(figsize=(5,8))\n",
+ "plt.hist(df['Idade'].dropna(), bins=10, color='red', edgecolor= 'yellow')\n",
+ "plt.title('Distribuição de Idade por Passageiros')\n",
+ "plt.xlabel('Idade')\n",
+ "plt.ylabel('Quantidade de Passageiros')\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "- De acordo com analise apresentada pelo o grafico. Conclui-se que a idade da maioria dos passageiros era entre 20 e 30 anos "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Grafico 2- Taxa de Sobrevivencia por Classe na Cabine \n",
+ "- De inicio é necessario agrupar os dados por classe de cada cabine\n",
+ "- Calcular a taxa de sobrivência"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 25,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "
"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Agrupar os dados por classe de cabine e calcular a taxa de sobrevivência\n",
+ "Classe_sobrevivente = df.groupby('Classe')['Sobreviveu'].mean()\n",
+ "\n",
+ "# Código do gráfico \n",
+ "plt.figure(figsize=(8, 6))\n",
+ "Classe_sobrevivente.plot(kind='bar', color='green')\n",
+ "plt.title('Taxa de Sobrevivência por Classe de Cabine')\n",
+ "plt.xlabel('Classe de Cabine')\n",
+ "plt.ylabel('Taxa de Sobrevivência')\n",
+ "plt.xticks(rotation=0)\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "De acordo com a analise em tela, estima-se que a classe 2,3 são as classes com menos sobrevivetes. E a classe 1 com mais sobrevivente."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Grafico 3 - Numero de passageiros por gênero\n",
+ "- Para essa analise foi apresentado o grafico em pizza\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 39,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
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+ "