diff --git a/Projeto s18.pdf b/Projeto s18.pdf new file mode 100644 index 0000000..e34c628 Binary files /dev/null and b/Projeto s18.pdf differ diff --git a/README.md b/README.md deleted file mode 100644 index 6f06bd0..0000000 --- a/README.md +++ /dev/null @@ -1,104 +0,0 @@ -

- logo reprograma -

- -# Tema da Aula - -Turma Online 34 | Python | Semanas 17 e 18 | 2024 | [Daniele Junior](https://travatech.com.br?router=danijr) - -### Instruções -Antes de começar, vamos organizar nosso setup. -* Fork esse repositório -* Clone o fork na sua máquina (Para isso basta abrir o seu terminal e digitar `git clone url-do-seu-repositorio-forkado`) -* Entre na pasta do seu repositório (Para isso basta abrir o seu terminal e digitar `cd nome-do-seu-repositorio-forkado`) -* [Add outras instruções caso necessário] - -### Resumo -O que veremos na aula de hoje? -* [Slide Semana 17](https://docs.google.com/presentation/d/1axo2Dlm0Hx35ahKdZW6s-UAdG61L41QXdete8ZcQV0w/edit?usp=sharing) -* Slide Semana 18 - -* [Escolhendo uma fonte de dados](#Escolhendoumafontededados) -* Análise exploratória -* Criando uma história com dados - -## Conteúdo - -### O que é um projeto de análise de dados? -Nesse ponto vocês já aprenderam que ter dados não é a mesma coisa que ter informação. -**Dados:** são elementos brutos e não processados, como números, palavras, ou símbolos que precisam ser interpretados para se tornarem úteis. -**Informação:** é o resultado do processamento, organização e interpretação dos dados, fornecendo significado e contexto para tomar decisões ou entender situações. -Assim, dados são a matéria-prima da informação, que é o produto final após análise e interpretação dos dados. - -Por isso a importância de nós contarmos uma história estruturada a partir dos dados que conseguimos coletar. E é exatamente sobre isso, que se trata um projeto de análise de dados: **gerar informação útil a partir da construção de uma perspectiva contextualizada!** - -Então aqui vão algumas perguntas gerais que devemos nos fazer ao iniciar um projeto como esse: - -- **Conteúdo** - - O que eu quero informar? -- **Público** - - Para quem eu estou contanto essa história? Com quem vou compartilhar essa informação? -- **Transformação** - - Por que essa informação é relevante? - -Ok, as perguntas são importantes, - -MAS POR ONDE COMEÇAR?! - -### Escolhendo uma fonte de dados - -#### O caminho comum -Se você já fez algum tipo de pesquisa acadêmica (TCC, Iniciação Científica, etc) você certamente está familiarizado com esse processo, pois tudo começa com a escolha de um TEMA, seguindo para a definição do PROBLEMA, que em seguida é desdobrado em PERGUNTAS, que irão guiar a COLETA DE DADOS. - -1. Delimitação do Tema -2. Definição do Problema -3. Desenvolvimento de Perguntas -4. Coleta de Dados - -#### O caminho que iremos seguir -Porque esse projeto é um exercício e encontrar os dados ideais para responder às nossas perguntas pode se tornar um trabalho extremamente complexo... - -Nós iremos fazer um caminho um pouco diferente e a partir de um tema de interesse, escolher uma base e então pensar quais perguntas podem ser respondidas a partir dela. - -O QUE TAMBÉM É SUPER VÁLIDO! E PODE RENDER DESCOBERTAS INCRÍVEIS! - - * **Escolha do tema** - - No primeiro momento você deve escolher qual assunto gostaria de abordar. Pense em um tema atual, relevante e até onde você vai aprofundar a análise. Lembre-se, não adianta abraçar o mundo sozinho, você precisa focar e entregar o melhor resultado possível, então trabalhe na delimitação do Tema! Quais são os recortes possíveis dentro do universo escolhido? - - #Dica: Dê prioridade para algo que você goste, se interesse, tenha afinidade ou conhecimento na área. - - * **Escolha da Base de Dados** - - [Algumas opções de Bases de Dados](#base-de-dados) - -* **Definindo nossas perguntas** - - O que eu quero tentar responder? VAMOS AO [BRAINSTORM](#material-da-aula)! - -*** - -### Material da aula - -* [Slides](https://docs.google.com/presentation/d/1axo2Dlm0Hx35ahKdZW6s-UAdG61L41QXdete8ZcQV0w/edit?usp=sharing) - -### Links Úteis -- [Documentação Pandas](https://pandas.pydata.org/docs/user_guide/index.html#user-guide) -- [Introdução ao Pandas](https://medium.com/tech-grupozap/introdu%C3%A7%C3%A3o-a-biblioteca-pandas-89fa8ed4fa38) -- [Análise Exploratória de Dados I](https://escoladedados.org/tutoriais/analise-exploratoria-de-dados/) -- [Análise Exploratória de Dados II](https://www.alura.com.br/artigos/analise-exploratoria) -- [Storytelling com Dados](https://medium.com/resumos-resenhas/storytelling-com-dados-resumo-fd63ebe4f704) -- [Markdown Cheastsheet](https://www.ibm.com/docs/en/watson-studio-local/1.2.3?topic=notebooks-markdown-jupyter-cheatsheet) - - #### Base de Dados -- [Kaggle](https://www.kaggle.com/datasets) -- [IBGE](https://ces.ibge.gov.br/base-de-dados/links-base-de-dados.html) -- [Brasil.io](https://brasil.io/datasets/) -- [Gov.br](https://dados.gov.br/dados/conjuntos-dados) -- [Nosso Mundo em Dados](https://ourworldindata.org/charts) - -

-Desenvolvido com :purple_heart: -

- - diff --git a/Readme.md b/Readme.md new file mode 100644 index 0000000..3aa4e73 --- /dev/null +++ b/Readme.md @@ -0,0 +1,84 @@ + +

+ +

+ + +

Navegando pela Inclusão: Internet e Computadores no Brasil

+ +

Nos últimos anos, especialmente durante e após a pandemia, o acesso à internet cresceu significativamente, assim como as oportunidades de emprego na área de tecnologia. Diante desse cenário, realizamos uma análise para evidenciar dados alarmantes sobre o impacto das vagas de emprego online no mundo, considerando que uma parte considerável da população ainda não possui acesso a computadores e internet em casa.

+ +

Os dados utilizados para alimentar nossa aplicação (atualmente em execução apenas localmente) foram extraídos de fontes como o IBGE e Kaggle, com base em informações coletadas nos anos de 2022 e 2023.

+ +

Esperamos que essa análise contribua para uma melhor compreensão do acesso à internet e suas oportunidades, sobretudo para empresas que buscam pessoas na área da tecnologia, ajudando a classe minoritária, obtendo um olhar mais humanizado sobre seu desempenho.

+ +

Com os dados em mãos procuramos extrair o máximo de informações e responder algumas das seguintes questões:

+ +
    +
  1. Qual o indice de acesso a internet no Brasil comparado a outros países?
  2. +
  3. Qual a média de acessos da população brasileira por estado da federação a internet?
  4. +
  5. Qual a média de quantos computadores existem por domicilio em cada região do Brasil?
  6. +
+ +

Ferramentas Utilizadas

+ +

Para realizar essa análise, utilizamos as seguintes ferramentas:

+ + + +

O Pandas é uma biblioteca do Python muito utilizada para análise de dados. Com ele podemos ler nossos dados, que é um arquivo XLSX (Excel), e começar a manipular, transformar e limpar, caso necessário. + + Em nosso arquivo temos as seguintes colunas: brasil e Grande Região, Existência de microcomputador ou tablet no domicílio, Ano x Situação do domicílio, etc + + +

Estrutura dos Dados

+ +Em nosso arquivo, temos as seguintes colunas: + + + + Com esses dados devidamente transformados e limpos foi criado o _dashboard_ (painel onde os gráficos são visualizados).

+ +

Foram gerados os seguintes gráficos:

+ + + + +

🌟Algumas análises de acordo com o resultado encontrado:

+ + + +

Links para visualização do projeto:

+ + + + +

Autoras do Projeto:

+ +| [
](https://github.com/TmTeixeira) | [
](https://github.com/veronica-toledo-bm) +| :---: | :---: | + diff --git a/gapminder_internet.csv b/gapminder_internet.csv new file mode 100644 index 0000000..6eb703d --- /dev/null +++ b/gapminder_internet.csv @@ -0,0 +1,214 @@ +country,incomeperperson,internetuserate,urbanrate +Afghanistan,,3.654121623,24.04 +Albania,1914.996551,44.98994696,46.72 +Algeria,2231.993335,12.50007331,65.22 +Andorra,21943.3399,81,88.92 +Angola,1381.004268,9.999953883,56.7 +Antigua and Barbuda,11894.46407,80.64545455,30.46 +Argentina,10749.41924,36.00033495,92 +Armenia,1326.741757,44.00102458,63.86 +Aruba,,41.80088889,46.78 +Australia,25249.98606,75.8956538,88.74 +Austria,26692.98411,72.73157554,67.16 +Azerbaijan,2344.896916,46.67970157,51.92 +Bahamas,19630.54055,42.98458017,83.7 +Bahrain,12505.21254,54.99280903,88.52 +Bangladesh,558.0628766,3.70000326,27.14 +Barbados,9243.587053,70.02859927,39.84 +Belarus,2737.670379,32.05214391,73.46 +Belgium,24496.04826,73.73393447,97.36 +Belize,3545.652174,12.64573333,51.7 +Benin,377.0396995,3.129961803,41.2 +Bermuda,62682.14701,84.65451409,100 +Bhutan,1324.194906,13.59887603,34.48 +Bolivia,1232.794137,20.00171014,65.58 +Bosnia and Herzegovina,2183.344867,52.00206064,47.44 +Botswana,4189.436587,5.999835575,59.58 +Brazil,4699.411262,40.650098,85.58 +Brunei,17092.46,49.98997494,74.82 +Bulgaria,2549.558474,45.98658991,71.1 +Burkina Faso,276.200413,1.4000607,19.56 +Burundi,115.3059959,2.100212706,10.4 +Cambodia,557.9475126,1.259933609,21.56 +Cameroon,713.6393027,3.999977346,56.76 +Canada,25575.35262,81.33839269,80.4 +Cape Verde,1959.844472,29.99993952,59.62 +Cayman Islands,,66,100 +Central African Rep.,239.5187494,2.300026653,38.58 +Chad,275.8842865,1.700031496,26.68 +Chile,6334.105194,45,88.44 +China,2425.471293,34.37778952,43.1 +Colombia,3233.42378,36.49987464,74.5 +Comoros,336.3687495,5.098265306,28.08 +"Congo, Dem. Rep.",103.7758572,0.720008677,33.96 +"Congo, Rep.",1253.292015,4.999875093,61.34 +Cook Islands,,, +Costa Rica,5188.900935,36.49911472,63.26 +Cote d'Ivoire,591.0679443,2.599973655,48.78 +Croatia,6338.494668,60.11970702,57.28 +Cuba,4495.046262,15.89997034,75.66 +Cyprus,15313.85935,53.02474483,69.9 +Czech Rep.,7381.312751,68.63813347,73.5 +Denmark,30532.27704,88.77025387,86.68 +Djibouti,895.3183396,6.49792351,87.3 +Dominica,6147.77961,47.28043603,73.92 +Dominican Rep.,4049.169629,39.53127426,69.02 +Ecuador,1728.020976,28.99947674,65.58 +Egypt,1975.551906,26.74002538,42.72 +El Salvador,2557.433638,15.89998203,60.7 +Equatorial Guinea,8654.536845,6.003437143,39.38 +Eritrea,131.796207,5.399666997,20.72 +Estonia,6238.537506,74.1630403,69.46 +Ethiopia,220.8912479,0.74999585,17 +Faeroe Islands,,75.2,41.42 +Fiji,2230.676374,14.83073588,52.36 +Finland,27110.73159,86.89884451,63.3 +France,22878.46657,77.49861935,77.36 +French Polynesia,,48.95732841,51.64 +Gabon,4180.765821,7.232224246,85.04 +Gambia,354.5997263,9.196775477,56.42 +Georgia,1258.762596,26.29725148,52.74 +Germany,25306.18719,82.52689791,73.64 +Ghana,358.9795398,9.549930701,50.02 +Gibraltar,,65, +Greece,13577.87989,44.57007444,61 +Greenland,20751.89342,63.84915272,83.52 +Grenada,5330.401612,33.61668288,30.84 +Guadeloupe,,, +Guam,,,93.16 +Guatemala,1860.753895,10.49994819,48.58 +Guinea,411.5014473,0.999958926,34.44 +Guinea-Bissau,161.3171371,2.450362244,29.84 +Guyana,1200.652075,29.87992146,28.38 +Haiti,371.4241975,8.370206884,46.84 +Honduras,1392.411829,11.09076463,47.88 +"Hong Kong, China",35536.07247,71.84912394,100 +Hungary,5634.003948,65.16325092,67.5 +Iceland,33945.31442,95.63811321,92.26 +India,786.7000981,7.499995878,29.54 +Indonesia,1143.831514,9.900038672,51.46 +Iran,2161.54651,13.00011072,68.46 +Iraq,736.2680538,2.471948347,66.6 +Ireland,27595.09135,69.77039441,61.34 +Israel,22275.75166,65.38778594,91.66 +Italy,18982.26929,53.7402166,68.08 +Jamaica,3665.348369,26.47722324,53.3 +Japan,39309.47886,77.63853515,66.48 +Jordan,2534.00038,38.88120159,78.42 +Kazakhstan,2481.718918,33.38212816,57.94 +Kenya,468.6960436,25.8997967,21.6 +Kiribati,760.262365,8.95914,43.84 +"Korea, Dem. Rep.",,,62.68 +"Korea, Rep.",16372.49978,82.515928,81.46 +Kuwait,,38.26023355,98.36 +Kyrgyzstan,372.728414,19.58231645,36.28 +Laos,554.8798401,6.999880342,30.88 +Latvia,5011.219456,71.51472354,68.12 +Lebanon,6746.612632,31.00437828,86.96 +Lesotho,495.7342469,3.860565398,25.46 +Liberia,155.0332312,7.000213821,60.14 +Libya,7885.468037,14.00024673,77.54 +Liechtenstein,81647.10003,80,14.32 +Lithuania,5332.238591,62.81190001,66.96 +Luxembourg,52301.58718,90.07952663,82.44 +"Macao, China",33923.31387,56.76408235,100 +"Macedonia, FYR",2221.185664,51.91418432,66.9 +Madagascar,242.6775342,1.699985145,29.52 +Malawi,184.1417966,2.259975885,18.8 +Malaysia,5184.709328,56.3000337,70.36 +Maldives,4038.857818,28.28970095,37.86 +Mali,269.8928811,2.699966448,32.18 +Malta,11066.78414,63.07799279,94.26 +Marshall Islands,2437.282445,,71.08 +Martinique,,, +Mauritania,609.1312059,2.999803179,41 +Mauritius,5182.143721,28.7318835,42.48 +Mexico,6105.280743,31.05001287,77.2 +"Micronesia, Fed. Sts.",2146.358593,20.01153153,22.54 +Moldova,595.8745345,40.1222347,41.76 +Monaco,105147.4377,,100 +Mongolia,772.9333448,12.90000468,57.18 +Montenegro,2222.335052,51.95803797,60.18 +Morocco,1844.351028,49.00063184,56.02 +Mozambique,389.7636343,4.170136385,36.84 +Myanmar,,,32.58 +Namibia,2667.24671,6.500822821,36.84 +Nauru,,, +Nepal,268.2594495,7.930096349,17.24 +Netherlands,26551.84424,90.70355509,81.82 +Netherlands Antilles,,,92.68 +New Caledonia,,,64.78 +New Zealand,14778.16393,83.00258425,86.56 +Nicaragua,948.355952,9.998554154,56.74 +Niger,180.083376,0.829997485,16.54 +Nigeria,544.5994767,28.43003266,48.36 +Niue,,, +Norway,39972.35277,93.27750793,77.48 +Oman,11191.81101,61.98741286,71.62 +Pakistan,668.547943,16.78003702,36.16 +Palau,6243.571318,,80.46 +Panama,5900.616944,42.74781206,73.2 +Papua New Guinea,744.2394132,1.280049647,12.54 +Paraguay,1621.177078,19.80168119,60.3 +Peru,3180.430612,34.30060399,71.4 +Philippines,1383.401869,24.99994585,64.92 +Poland,6575.745044,62.47123013,61.32 +Portugal,11744.83417,51.2804784,59.46 +Puerto Rico,15822.11214,42.69233477,98.32 +Qatar,33931.83208,81.59039727,95.64 +Reunion,,, +Romania,2636.7878,40.02009488,54.24 +Russia,2923.144355,43.36649772,72.84 +Rwanda,338.2663912,13.00000612,18.34 +Saint Kitts and Nevis,9175.796015,76.58753846,32.32 +Saint Lucia,5248.582321,40.06137931,27.84 +Saint Vincent and the Grenadines,4885.046701,,47.04 +Samoa,1784.071284,6.965038043,23 +San Marino,31993.20069,,94.22 +Sao Tome and Principe,,18.79511364,60.56 +Saudi Arabia,9425.32587,41.00012846,82.42 +Senegal,561.7085848,15.99964999,42.38 +Serbia,1194.711433,43.05506706,52.04 +Serbia and Montenegro,,, +Seychelles,8614.120219,40.77285057,54.34 +Sierra Leone,268.3317903,,37.76 +Singapore,32535.83251,71.13170731,100 +Slovak Republic,8445.526689,79.88977734,56.56 +Slovenia,12729.4544,69.33997072,48.6 +Solomon Islands,1144.102193,5.001375465,17.96 +Somalia,,,36.52 +South Africa,3745.649852,12.33489326,60.74 +Spain,15461.75837,65.80855367,77.12 +Sri Lanka,1295.742686,11.99997066,15.1 +Sudan,523.9501515,,43.44 +Suriname,2668.020519,31.5680976,74.92 +Swaziland,1810.230533,9.007735909,24.94 +Sweden,32292.48298,90.01619002,84.54 +Switzerland,37662.75125,82.16665988,73.48 +Syria,1525.780116,20.66315568,54.22 +Taiwan,,, +Tajikistan,279.1804526,11.54939051,26.46 +Tanzania,456.3857117,11.00005544,25.52 +Thailand,2712.517199,21.20007177,33.32 +Timor-Leste,369.5729537,0.210066326,27.3 +Togo,285.2244493,5.379819715,42 +Tonga,2025.282665,12.00669231,24.78 +Trinidad and Tobago,10480.8172,48.51681767,13.22 +Tunisia,3164.927693,36.56255296,66.5 +Turkey,5348.597192,39.82017789,68.68 +Turkmenistan,2062.125152,2.199997818,48.62 +Tuvalu,1714.94289,25, +Uganda,377.4211133,12.50025543,12.98 +Ukraine,1036.830725,44.58535469,67.98 +United Arab Emirates,21087.39412,77.99678115,77.88 +United Kingdom,28033.48928,84.73170475,89.94 +United States,37491.17952,74.247572,81.7 +Uruguay,9106.327234,47.86746863,92.3 +Uzbekistan,952.8272608,19.44502055,36.82 +Vanuatu,1543.956457,7.988366667,24.76 +Venezuela,5528.363114,35.85043696,93.32 +Vietnam,722.8075588,27.85182156,27.84 +West Bank and Gaza,,36.42277179,71.9 +"Yemen, Rep.",610.3573673,12.34975046,30.64 +Zambia,432.226337,10.12498646,35.42 +Zimbabwe,320.7718899,11.50041532,37.34 diff --git a/image.png b/image.png new file mode 100644 index 0000000..d5c0c59 Binary files /dev/null and b/image.png differ diff --git a/material/analise-exploratoria/analise.ipynb b/material/analise-exploratoria/analise.ipynb deleted file mode 100644 index 1cce302..0000000 --- a/material/analise-exploratoria/analise.ipynb +++ /dev/null @@ -1,22 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "#Utilizar as bibliotecas de Python aprendidas em aula (pandas, matplotlib, seaborn, etc);\n", - "#Trazer um notebook estruturado e organizado com o uso de Markdown. O uso de textos no notebook é altamente incentivado);\n", - "#Mínimo de 3 visualizações que ajudem a sumarizar os resultados da sua análise." - ] - } - ], - "metadata": { - "language_info": { - "name": "python" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/material/datasets/arquivo.csv b/material/datasets/arquivo.csv deleted file mode 100644 index e69de29..0000000 diff --git a/material/nome-projeto.md b/material/nome-projeto.md deleted file mode 100644 index 55c478b..0000000 --- a/material/nome-projeto.md +++ /dev/null @@ -1,12 +0,0 @@ -## Contexto -Esse projeto consiste na análise de xxxxxx. O objetivo desse projeto é xxxxxxxxx. -Para desenvolver esse projeto, desenvolvemos uma análise exploratória de dados xxxxxxx e utilizamos o Tableau para gerar a visualização das nossas análises. - -### Objetivos gerais e específicos do projeto - -### Bases escolhidas - -- Base 1 (fonte) -- Base 2 (fonte) - -## Ferramentas utilizadas \ No newline at end of file diff --git a/s17_Projeto_Final_Tamy_Vero.ipynb b/s17_Projeto_Final_Tamy_Vero.ipynb new file mode 100644 index 0000000..4364176 --- /dev/null +++ b/s17_Projeto_Final_Tamy_Vero.ipynb @@ -0,0 +1,3089 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [], + "collapsed_sections": [ + "NG6IEh8AwcX0", + "bdETNLverP0_" + ], + "include_colab_link": true + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "view-in-github", + "colab_type": "text" + }, + "source": [ + "\"Open" + ] + }, + { + "cell_type": "markdown", + "source": [ + "# **PROJETO FINAL**\n", + "\n", + "# **TEMA: \"Como acesso populacional a internet se relaciona as oportunidades disponiveis no mercado de tecnologia\"**\n", + "\n", + "\n", + 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)\n", + "## BASES DE DADOS\n", + "\n", + "1. https://www.kaggle.com/datasets/sansuthi/gapminder-internet (acesso a internet no mundo em 2022) ✅\n", + "\n", + "2. https://sidra.ibge.gov.br/tabela/7302 (base de dados do IBGE sobre Domicílios e Moradores, por situação do domicílio e existência de televisão no domicílio 2022 e 2023 - foi baixado o csv, no drive: https://docs.google.com/spreadsheets/d/1n9T3-S5f5--G37962E7JQ-4doz7nvwV4/edit?usp=sharing&ouid=104113402736912319813&rtpof=true&sd=true) OBS: LINK ONDE FOI BUSCADO O CSV https://www.ibge.gov.br/estatisticas/sociais/trabalho/17270-pnad-continua.html?edicao=38243&t=resultados\n", + "\n", + "\n", + "3. https://www.kaggle.com/datasets/datahackers/state-of-data-brazil-2023/code (essa aqui usar para analisar o mercado de trabalho e o perfil das pessoas que conseguiram vagas em tech em 2023, verificar de qual estado e classe social elas são, se tem mais homens ou mulheres e a faixa de idade) ✅\n" + ], + "metadata": { + "id": "EFraJgVQX9Zq" + } + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "id": "w4h9zFI7X7kJ" + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "Para entender melhor os dados que temos, a distribuição deles e seus tipos, vamos verificar suas colunas e tamanho. Depois vamos limpar o que achamos necessário, como retirar linhas duplicadas ou deletar colunas que não nos ajudariam durante nossa análise." + ], + "metadata": { + "id": "wGKD3A3iJ81s" + } + }, + { + "cell_type": "markdown", + "source": [ + "## IBGE" + ], + "metadata": { + "id": "NG6IEh8AwcX0" + } + }, + { + "cell_type": "code", + "source": [ + "# A base de dados do IBGE \"tabela7302\" estava em xlsx, para utilizar ele, subimos o arquivo no colab e convertemos em csv. Esta tabela é sobre a quantidade de notebooks e tablets no Brasil por domicilio.\n", + "\n", + "# Carregue o arquivo XLSX\n", + "df_dispositivo_per_capto = pd.read_excel('tabela7302_nv.xlsx')\n", + "\n", + "# Salve como CSV\n", + "df_dispositivo_per_capto.to_csv('tabela7302_nv.csv', index=False)\n" + ], + "metadata": { + "id": "i1hd4b8jwruR" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Base de Dados do IBGE - Dispositivo por Região do Brasil\n", + "df_dispositivo_per_capto = pd.read_csv('tabela7302_nv.csv')\n", + "\n", + "# Visualização do numero de linhas e colunas do dataframe\n", + "num_linhas = df_dispositivo_per_capto.shape[0]\n", + "num_colunas = df_dispositivo_per_capto.shape[1]\n", + "colunas = df_dispositivo_per_capto.columns.values\n", + "\n", + "print(f\"Número de linhas: {num_linhas} \\n\"\n", + " f\"Número de colunas: {num_colunas} \\n\"\n", + " f\"Colunas: {colunas} \\n\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "eSvsF3F4J3z2", + "outputId": "bc5ae328-eaf1-4aef-e937-ca99023b7ba6", + "collapsed": true + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Número de linhas: 37 \n", + "Número de colunas: 8 \n", + "Colunas: ['Unnamed: 0' 'Unnamed: 1' '2022' 'Unnamed: 3' 'Unnamed: 4' '2023'\n", + " 'Unnamed: 6' 'Unnamed: 7'] \n", + "\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Visualização das dez primeiras linhas do dataframe IBGE\n", + "df_dispositivo_per_capto.head(10)\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 415 + }, + "id": "RZLyLxVsKIi2", + "outputId": "3ea8c925-b9e6-4bec-d716-b454e021c4bc", + "collapsed": true + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Unnamed: 0 Unnamed: 1 \\\n", + "0 Brasil e Região Existência de microcomputador ou tablet no dom... \n", + "1 Brasil Total \n", + "2 Brasil Havia microcomputador ou tablet \n", + "3 Brasil Havia microcomputador \n", + "4 Brasil Havia tablet \n", + "5 Brasil Havia microcomputador e tablet \n", + "6 Brasil Não havia microcomputador nem tablet \n", + "7 Norte Total \n", + "8 Norte Havia microcomputador ou tablet \n", + "9 Norte Havia microcomputador \n", + "\n", + " 2022 Unnamed: 3 Unnamed: 4 2023 Unnamed: 6 Unnamed: 7 \n", + "0 Total_2022 Urbana_2022 Rural_2022 Total_2023 Urbana_2023 Rural_2023 \n", + "1 75323 65831 9493 78322 68852 9470 \n", + "2 31887 30494 1392 32118 30810 1308 \n", + "3 30271 29031 1240 30561 29397 1164 \n", + "4 8090 7795 295 8118 7850 268 \n", + "5 6475 6332 143 6560 6436 124 \n", + "6 43437 35336 8100 46204 38042 8162 \n", + "7 5739 4592 1148 6024 4873 1151 \n", + "8 1716 1627 89 1766 1675 92 \n", + "9 1606 1528 78 1672 1589 83 " + ], + "text/html": [ + "\n", + "
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0Brasil e RegiãoExistência de microcomputador ou tablet no dom...Total_2022Urbana_2022Rural_2022Total_2023Urbana_2023Rural_2023
1BrasilTotal7532365831949378322688529470
2BrasilHavia microcomputador ou tablet3188730494139232118308101308
3BrasilHavia microcomputador3027129031124030561293971164
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5BrasilHavia microcomputador e tablet6475633214365606436124
6BrasilNão havia microcomputador nem tablet4343735336810046204380428162
7NorteTotal573945921148602448731151
8NorteHavia microcomputador ou tablet17161627891766167592
9NorteHavia microcomputador16061528781672158983
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "df_dispositivo_por_regiao", + "summary": "{\n \"name\": \"df_dispositivo_por_regiao\",\n \"rows\": 37,\n \"fields\": [\n {\n \"column\": \"Unnamed: 0\",\n \"properties\": {\n \"dtype\": \"category\",\n \"num_unique_values\": 7,\n \"samples\": [\n \"Brasil e Regi\\u00e3o\",\n \"Brasil\",\n \"Sul\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Unnamed: 1\",\n \"properties\": {\n \"dtype\": \"category\",\n \"num_unique_values\": 7,\n \"samples\": [\n \"Exist\\u00eancia de microcomputador ou tablet no domic\\u00edlio\",\n \"Total\",\n \"Havia microcomputador e tablet\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"2022\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 37,\n \"samples\": [\n \"955\",\n \"19632\",\n \"8090\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Unnamed: 3\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 37,\n \"samples\": [\n \"920\",\n \"15164\",\n \"7795\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Unnamed: 4\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 37,\n \"samples\": [\n \"35\",\n \"4468\",\n \"295\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"2023\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 37,\n \"samples\": [\n \"952\",\n \"20691\",\n \"8118\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Unnamed: 6\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 37,\n \"samples\": [\n \"922\",\n \"16082\",\n \"7850\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Unnamed: 7\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 36,\n \"samples\": [\n \"370\",\n \"4609\",\n \"390\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 41 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Quantidade de nulos por coluna IBGE\n", + "print(\"Valores nulos por coluna do dataframe:\")\n", + "print(df_dispositivo_por_regiao.isnull().sum())" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "xKSBHwJ1KMvu", + "outputId": "d1192968-1311-41b6-9c64-20288d992f1f", + "collapsed": true + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Valores nulos por coluna do dataframe:\n", + "Unnamed: 0 0\n", + "Unnamed: 1 0\n", + "2022 0\n", + "Unnamed: 3 0\n", + "Unnamed: 4 0\n", + "2023 0\n", + "Unnamed: 6 0\n", + "Unnamed: 7 0\n", + "dtype: int64\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## GAPMINDER" + ], + "metadata": { + "id": "PqnKfTtewhmd" + } + }, + { + "cell_type": "code", + "source": [ + "# Nomeando dataframe da ONG GAPMINDER\n", + "df_internet= pd.read_csv('gapminder_internet.csv', encoding='latin1')\n", + "\n", + "# Visualização das dez primeiras linhas do dataframe\n", + "df_internet.head(10)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 363 + }, + "id": "27fe8QUDgSRV", + "outputId": "09770a6b-0bce-4fbf-ae24-27d719c5ec6a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " country incomeperperson internetuserate urbanrate\n", + "0 Afghanistan NaN 3.654122 24.04\n", + "1 Albania 1914.996551 44.989947 46.72\n", + "2 Algeria 2231.993335 12.500073 65.22\n", + "3 Andorra 21943.339900 81.000000 88.92\n", + "4 Angola 1381.004268 9.999954 56.70\n", + "5 Antigua and Barbuda 11894.464070 80.645455 30.46\n", + "6 Argentina 10749.419240 36.000335 92.00\n", + "7 Armenia 1326.741757 44.001025 63.86\n", + "8 Aruba NaN 41.800889 46.78\n", + "9 Australia 25249.986060 75.895654 88.74" + ], + "text/html": [ + "\n", + "
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countryincomeperpersoninternetuserateurbanrate
0AfghanistanNaN3.65412224.04
1Albania1914.99655144.98994746.72
2Algeria2231.99333512.50007365.22
3Andorra21943.33990081.00000088.92
4Angola1381.0042689.99995456.70
5Antigua and Barbuda11894.46407080.64545530.46
6Argentina10749.41924036.00033592.00
7Armenia1326.74175744.00102563.86
8ArubaNaN41.80088946.78
9Australia25249.98606075.89565488.74
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IBGE\n", + "dataframe_copia = df_dispositivo_per_capto.copy()\n", + "\n", + "# Exclusão de linhas duplicadas\n", + "dataframe_copia.drop_duplicates(inplace=True)\n", + "print(\"Linhas duplicadas removidas!\")\n" + ], + "metadata": { + "id": "Z4pqI8vxKUvn", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "133ede18-98ac-46a7-df71-6ace2ffbe3b3" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Linhas duplicadas removidas!\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Renomeando as colunas existentes - IBGE\n", + "dataframe_renomeado = dataframe_copia.rename(columns={'Unnamed: 0': 'Localidade', 'Unnamed: 1': 'Dispositivo', '2022': 'Total_2022', 'Unnamed: 3': 'Zonaurbana_2022', 'Unnamed: 4': 'Zonarural_2022', '2023': 'Total_2023', 'Unnamed: 6': 'Zonaurbana_2023', 'Unnamed: 7': 'Zonarural_2023' })\n", + "\n", + "colunas_atualizadas = dataframe_renomeado.columns.values\n", + "\n", + "print(f\"Colunas Atualizadas: {colunas_atualizadas}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "dE2meVODKphL", + "outputId": "99e6a0d9-57e0-4967-a4e6-84dd18cb3300" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Colunas Atualizadas: ['Localidade' 'Dispositivo' 'Total_2022' 'Zonaurbana_2022'\n", + " 'Zonarural_2022' 'Total_2023' 'Zonaurbana_2023' 'Zonarural_2023']\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "#Exclusão de linha \"do índice 0\", onde supostamente estão nomeadas as colunas - IBGE\n", + "dataframe_renomeado.drop(0, axis=0)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "K-UTh0G9K5HR", + "outputId": "4b4fa47f-f472-4675-94bc-19f7b4802109" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Localidade Dispositivo Total_2022 \\\n", + "1 Brasil Total 75323 \n", + "2 Brasil Havia microcomputador ou tablet 31887 \n", + "3 Brasil Havia microcomputador 30271 \n", + "4 Brasil Havia tablet 8090 \n", + "5 Brasil Havia microcomputador e tablet 6475 \n", + "6 Brasil Não havia microcomputador nem tablet 43437 \n", + "7 Norte Total 5739 \n", + "8 Norte Havia microcomputador ou tablet 1716 \n", + "9 Norte Havia microcomputador 1606 \n", + "10 Norte Havia tablet 381 \n", + "11 Norte Havia microcomputador e tablet 271 \n", + "12 Norte Não havia microcomputador nem tablet 4024 \n", + "13 Nordeste Total 19632 \n", + "14 Nordeste Havia microcomputador ou tablet 5481 \n", + "15 Nordeste Havia microcomputador 4989 \n", + "16 Nordeste Havia tablet 1447 \n", + "17 Nordeste Havia microcomputador e tablet 955 \n", + "18 Nordeste Não havia microcomputador nem tablet 14151 \n", + "19 Sudeste Total 32761 \n", + "20 Sudeste Havia microcomputador ou tablet 16368 \n", + "21 Sudeste Havia microcomputador 15664 \n", + "22 Sudeste Havia tablet 4358 \n", + "23 Sudeste Havia microcomputador e tablet 3653 \n", + "24 Sudeste Não havia microcomputador nem tablet 16392 \n", + "25 Sul Total 11271 \n", + "26 Sul Havia microcomputador ou tablet 5608 \n", + "27 Sul Havia microcomputador 5404 \n", + "28 Sul Havia tablet 1267 \n", + "29 Sul Havia microcomputador e tablet 1064 \n", + "30 Sul Não havia microcomputador nem tablet 5664 \n", + "31 Centro-Oeste Total 5920 \n", + "32 Centro-Oeste Havia microcomputador ou tablet 2714 \n", + "33 Centro-Oeste Havia microcomputador 2607 \n", + "34 Centro-Oeste Havia tablet 637 \n", + "35 Centro-Oeste Havia microcomputador e tablet 531 \n", + "36 Centro-Oeste Não havia microcomputador nem tablet 3206 \n", + "\n", + " Zonaurbana_2022 Zonarural_2022 Total_2023 Zonaurbana_2023 Zonarural_2023 \n", + "1 65831 9493 78322 68852 9470 \n", + "2 30494 1392 32118 30810 1308 \n", + "3 29031 1240 30561 29397 1164 \n", + "4 7795 295 8118 7850 268 \n", + "5 6332 143 6560 6436 124 \n", + "6 35336 8100 46204 38042 8162 \n", + "7 4592 1148 6024 4873 1151 \n", + "8 1627 89 1766 1675 92 \n", + "9 1528 78 1672 1589 83 \n", + "10 363 17 411 393 18 \n", + "11 265 6 316 307 9 \n", + "12 2965 1059 4258 3198 1059 \n", + "13 15164 4468 20691 16082 4609 \n", + "14 5100 381 5448 5074 374 \n", + "15 4684 305 4961 4657 304 \n", + "16 1337 110 1438 1339 99 \n", + "17 920 35 952 922 29 \n", + "18 10064 4087 15244 11009 4235 \n", + "19 30793 1968 33792 31897 1895 \n", + "20 15979 389 16547 16196 351 \n", + "21 15310 353 15871 15552 319 \n", + "22 4270 88 4321 4255 67 \n", + "23 3601 52 3646 3611 35 \n", + "24 14814 1579 17246 15701 1544 \n", + "25 9836 1435 11584 10241 1343 \n", + "26 5176 432 5600 5210 390 \n", + "27 4993 412 5408 5041 367 \n", + "28 1210 58 1267 1204 63 \n", + "29 1026 38 1075 1036 40 \n", + "30 4660 1003 5984 5031 953 \n", + "31 5446 474 6230 5758 472 \n", + "32 2612 101 2757 2656 102 \n", + "33 2516 92 2648 2557 92 \n", + "34 616 22 680 659 21 \n", + "35 519 12 571 560 11 \n", + "36 2833 373 3473 3103 370 " + ], + "text/html": [ + "\n", + "
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LocalidadeDispositivoTotal_2022Zonaurbana_2022Zonarural_2022Total_2023Zonaurbana_2023Zonarural_2023
1BrasilTotal7532365831949378322688529470
2BrasilHavia microcomputador ou tablet3188730494139232118308101308
3BrasilHavia microcomputador3027129031124030561293971164
4BrasilHavia tablet8090779529581187850268
5BrasilHavia microcomputador e tablet6475633214365606436124
6BrasilNão havia microcomputador nem tablet4343735336810046204380428162
7NorteTotal573945921148602448731151
8NorteHavia microcomputador ou tablet17161627891766167592
9NorteHavia microcomputador16061528781672158983
10NorteHavia tablet3813631741139318
11NorteHavia microcomputador e tablet27126563163079
12NorteNão havia microcomputador nem tablet402429651059425831981059
13NordesteTotal1963215164446820691160824609
14NordesteHavia microcomputador ou tablet5481510038154485074374
15NordesteHavia microcomputador4989468430549614657304
16NordesteHavia tablet144713371101438133999
17NordesteHavia microcomputador e tablet9559203595292229
18NordesteNão havia microcomputador nem tablet1415110064408715244110094235
19SudesteTotal3276130793196833792318971895
20SudesteHavia microcomputador ou tablet16368159793891654716196351
21SudesteHavia microcomputador15664153103531587115552319
22SudesteHavia tablet43584270884321425567
23SudesteHavia microcomputador e tablet36533601523646361135
24SudesteNão havia microcomputador nem tablet1639214814157917246157011544
25SulTotal112719836143511584102411343
26SulHavia microcomputador ou tablet5608517643256005210390
27SulHavia microcomputador5404499341254085041367
28SulHavia tablet12671210581267120463
29SulHavia microcomputador e tablet10641026381075103640
30SulNão havia microcomputador nem tablet56644660100359845031953
31Centro-OesteTotal5920544647462305758472
32Centro-OesteHavia microcomputador ou tablet2714261210127572656102
33Centro-OesteHavia microcomputador26072516922648255792
34Centro-OesteHavia tablet6376162268065921
35Centro-OesteHavia microcomputador e tablet5315191257156011
36Centro-OesteNão havia microcomputador nem tablet3206283337334733103370
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" + ] + }, + "metadata": {}, + "execution_count": 81 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Exclusão de Nulos - GAPMINDER\n", + "df_internet_renomeado.dropna(inplace=True)\n", + "print(\"Valores nulos removidos!\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "cTicGSa3pn9X", + "outputId": "0b954af6-6ae6-423e-d6b6-3b58b8944dbe" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Valores nulos removidos!\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Exclusão de linhas duplicadas - GAPMINDER\n", + "df_internet_renomeado.drop_duplicates(inplace=True)\n", + "print(f\"Linhas duplicadas: {df_internet_renomeado.duplicated().sum()}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Ae9x0yvUplNt", + "outputId": "461fce7c-24dd-4ce1-f4ef-02e95bee1983" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Linhas duplicadas: 0\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_internet_renomeado" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 424 + }, + "id": "YiKrBJdjqIab", + "outputId": "26169374-c97d-4691-f09b-b6b12282474d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " País Renda_per_Capta Taxa_Acesso_Internet \\\n", + "1 Albania 1914.996551 44.989947 \n", + "2 Algeria 2231.993335 12.500073 \n", + "3 Andorra 21943.339900 81.000000 \n", + "4 Angola 1381.004268 9.999954 \n", + "5 Antigua and Barbuda 11894.464070 80.645455 \n", + ".. ... ... ... \n", + "207 Venezuela 5528.363114 35.850437 \n", + "208 Vietnam 722.807559 27.851822 \n", + "210 Yemen, Rep. 610.357367 12.349750 \n", + "211 Zambia 432.226337 10.124986 \n", + "212 Zimbabwe 320.771890 11.500415 \n", + "\n", + " Taxa_Urbanização \n", + "1 46.72 \n", + "2 65.22 \n", + "3 88.92 \n", + "4 56.70 \n", + "5 30.46 \n", + ".. ... \n", + "207 93.32 \n", + "208 27.84 \n", + "210 30.64 \n", + "211 35.42 \n", + "212 37.34 \n", + "\n", + "[182 rows x 4 columns]" + ], + "text/html": [ + "\n", + "
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PaísRenda_per_CaptaTaxa_Acesso_InternetTaxa_Urbanização
1Albania1914.99655144.98994746.72
2Algeria2231.99333512.50007365.22
3Andorra21943.33990081.00000088.92
4Angola1381.0042689.99995456.70
5Antigua and Barbuda11894.46407080.64545530.46
...............
207Venezuela5528.36311435.85043793.32
208Vietnam722.80755927.85182227.84
210Yemen, Rep.610.35736712.34975030.64
211Zambia432.22633710.12498635.42
212Zimbabwe320.77189011.50041537.34
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "df_internet_renomeado", + "summary": "{\n \"name\": \"df_internet_renomeado\",\n \"rows\": 182,\n \"fields\": [\n {\n \"column\": \"Pa\\u00eds\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 182,\n \"samples\": [\n \"Bhutan\",\n \"Croatia\",\n \"Suriname\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Renda_per_Capta\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 12509.740084966688,\n \"min\": 103.7758572,\n \"max\": 81647.10003,\n \"num_unique_values\": 182,\n \"samples\": [\n 1324.194906,\n 6338.494668,\n 2668.020519\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Taxa_Acesso_Internet\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 28.047809543738378,\n \"min\": 0.210066326,\n \"max\": 95.63811321,\n \"num_unique_values\": 182,\n \"samples\": [\n 13.59887603,\n 60.11970702,\n 31.5680976\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Taxa_Urbaniza\\u00e7\\u00e3o\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 23.629312953873434,\n \"min\": 10.4,\n \"max\": 100.0,\n \"num_unique_values\": 175,\n \"samples\": [\n 27.3,\n 60.74,\n 70.36\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 84 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## **MERCADO DE TRABALHO TECH**" + ], + "metadata": { + "id": "WTSSWJnTsXVn" + } + }, + { + "cell_type": "code", + "source": [ + "# Criação da copia do dataframe - STATE\n", + "data_copia = df_mercado_tech.copy()" + ], + "metadata": { + "id": "HIgldSWByqu_" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "df_mercado_tech.info()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "476K1T-MtaS1", + "outputId": "243f45c1-e28b-4340-e3c2-90a341084ab7" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 5293 entries, 0 to 5292\n", + "Columns: 399 entries, ('P0', 'id') to ('P8_d_12 ', 'Treinando e aplicando LLM's para solucionar problemas de negócio.')\n", + "dtypes: float64(328), int64(2), object(69)\n", + "memory usage: 16.1+ MB\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "#contando a quantidade de valores nulos - STATE\n", + "df_mercado_tech.isnull().sum()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 458 + }, + "id": "yyiWNikp35yz", + "outputId": "3004d173-3151-46b3-e7b4-15022e58c1e9" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "('P0', 'id') 0\n", + "('P1_a ', 'Idade') 0\n", + "('P1_a_1 ', 'Faixa idade') 0\n", + "('P1_b ', 'Genero') 0\n", + "('P1_c ', 'Cor/raca/etnia') 0\n", + " ... \n", + "('P8_d_8 ', 'Utilizando ferramentas avançadas de estatística como SAS, SPSS, Stata etc, para realizar análises.') 4545\n", + "('P8_d_9 ', 'Criando e dando manutenção em ETLs, DAGs e automações de pipelines de dados.') 4545\n", + "('P8_d_10 ', 'Criando e gerenciando soluções de Feature Store e cultura de MLOps.') 4545\n", + "('P8_d_11 ', 'Criando e mantendo a infra que meus modelos e soluções rodam (clusters, servidores, API, containers, etc.)') 4545\n", + "('P8_d_12 ', 'Treinando e aplicando LLM's para solucionar problemas de negócio.') 4545\n", + "Length: 399, dtype: int64" + ], + "text/html": [ + "
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......
('P8_d_8 ', 'Utilizando ferramentas avançadas de estatística como SAS, SPSS, Stata etc, para realizar análises.')4545
('P8_d_9 ', 'Criando e dando manutenção em ETLs, DAGs e automações de pipelines de dados.')4545
('P8_d_10 ', 'Criando e gerenciando soluções de Feature Store e cultura de MLOps.')4545
('P8_d_11 ', 'Criando e mantendo a infra que meus modelos e soluções rodam (clusters, servidores, API, containers, etc.)')4545
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399 rows × 1 columns

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" + ] + }, + "metadata": {}, + "execution_count": 85 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Exclusão de Nulos - STATE\n", + "df_mercado_tech.dropna(inplace=True)\n", + "print(\"Valores nulos removidos!\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Sdg48tvG4Kx2", + "outputId": "6e3c9d6d-1377-4302-e226-fcd3600b7dee" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Valores nulos removidos!\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Exclusão de linhas duplicadas - STATE\n", + "df_mercado_tech.drop_duplicates(inplace=True)\n", + "print(f\"Linhas duplicadas: {df_internet_renomeado.duplicated().sum()}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "pMUDTBZZ4oCv", + "outputId": "37c9dd54-4ee0-4e57-e87e-d964b820404c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Linhas duplicadas: 0\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "colunas_atualizadas = data_copia.columns.values\n", + "\n", + "print(f\"Colunas Atualizadas: {colunas_atualizadas}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "collapsed": true, + "id": "NXFiseFRxLxy", + "outputId": "0b8592e6-006c-434b-b6bc-208393f20138" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Colunas Atualizadas: [\"('P0', 'id')\" \"('P1_a ', 'Idade')\" \"('P1_a_1 ', 'Faixa idade')\"\n", + " \"('P1_b ', 'Genero')\" \"('P1_c ', 'Cor/raca/etnia')\" \"('P1_d ', 'PCD')\"\n", + " \"('P1_e ', 'experiencia_profissional_prejudicada')\"\n", + " \"('P1_e_1 ', 'Não acredito que minha experiência profissional seja afetada')\"\n", + " \"('P1_e_2 ', 'Experiencia prejudicada devido a minha Cor Raça Etnia')\"\n", + " \"('P1_e_3 ', 'Experiencia prejudicada devido a minha identidade de gênero')\"\n", + " \"('P1_e_4 ', 'Experiencia prejudicada devido ao fato de ser PCD')\"\n", + " \"('P1_f ', 'aspectos_prejudicados')\"\n", + " \"('P1_f_1', 'Quantidade de oportunidades de emprego/vagas recebidas')\"\n", + " \"('P1_f_2', 'Senioridade das vagas recebidas em relação Ã\\xa0 sua experiência')\"\n", + " \"('P1_f_3', 'Aprovação em processos seletivos/entrevistas')\"\n", + " \"('P1_f_4', 'Oportunidades de progressão de carreira')\"\n", + " \"('P1_f_5', 'Velocidade de progressão de carreira')\"\n", + " \"('P1_f_6', 'NÃ\\xadvel de cobrança no trabalho/Stress no trabalho')\"\n", + " \"('P1_f_7', 'Atenção dada diante das minhas opiniões e ideias')\"\n", + " \"('P1_f_8', 'Relação com outros membros da empresa, em momentos de trabalho')\"\n", + " \"('P1_f_9', 'Relação com outros membros da empresa, em momentos de integração e outros momentos fora do trabalho')\"\n", + " \"('P1_g ', 'vive_no_brasil')\" \"('P1_i ', 'Estado onde mora')\"\n", + " \"('P1_i_1 ', 'uf onde mora')\" \"('P1_i_2 ', 'Regiao onde mora')\"\n", + " \"('P1_j ', 'Mudou de Estado?')\" \"('P1_k ', 'Regiao de origem')\"\n", + " \"('P1_l ', 'Nivel de Ensino')\" \"('P1_m ', 'Ã\\x81rea de Formação')\"\n", + " \"('P2_a ', 'Qual sua situação atual de trabalho?')\"\n", + " \"('P2_b ', 'Setor')\" \"('P2_c ', 'Numero de Funcionarios')\"\n", + " \"('P2_d ', 'Gestor?')\" \"('P2_e ', 'Cargo como Gestor')\"\n", + " \"('P2_f ', 'Cargo Atual')\" \"('P2_g ', 'Nivel')\"\n", + " \"('P2_h ', 'Faixa salarial')\"\n", + " \"('P2_i ', 'Quanto tempo de experiência na área de dados você tem?')\"\n", + " \"('P2_j ', 'Quanto tempo de experiência na área de TI/Engenharia de Software você teve antes de começar a trabalhar na área de dados?')\"\n", + " \"('P2_k ', 'Você está satisfeito na sua empresa atual?')\"\n", + " \"('P2_l ', 'Qual o principal motivo da sua insatisfação com a empresa atual?')\"\n", + " \"('P2_l_1 ', 'Falta de oportunidade de crescimento no emprego atual')\"\n", + " \"('P2_l_2 ', 'Salário atual não corresponde ao mercado')\"\n", + " \"('P2_l_3 ', 'Não tenho uma boa relação com meu lÃ\\xadder/gestor')\"\n", + " \"('P2_l_4 ', 'Gostaria de trabalhar em em outra área de atuação')\"\n", + " \"('P2_l_5 ', 'Gostaria de receber mais benefÃ\\xadcios')\"\n", + " \"('P2_l_6 ', 'O clima de trabalho/ambiente não é bom')\"\n", + " \"('P2_l_7 ', 'Falta de maturidade analÃ\\xadtica na empresa')\"\n", + " \"('P2_m ', 'Você participou de entrevistas de emprego nos últimos 6 meses?')\"\n", + " \"('P2_n ', 'Você pretende mudar de emprego nos próximos 6 meses?')\"\n", + " \"('P2_o ', 'Quais os principais critérios que você leva em consideração no momento de decidir onde trabalhar?')\"\n", + " \"('P2_o_1 ', 'Remuneração/Salário')\" \"('P2_o_2 ', 'BenefÃ\\xadcios')\"\n", + " \"('P2_o_3 ', 'Propósito do trabalho e da empresa')\"\n", + " \"('P2_o_4 ', 'Flexibilidade de trabalho remoto')\"\n", + " \"('P2_o_5 ', 'Ambiente e clima de trabalho')\"\n", + " \"('P2_o_6 ', 'Oportunidade de aprendizado e trabalhar com referências na área')\"\n", + " \"('P2_o_7 ', 'Plano de carreira e oportunidades de crescimento profissional')\"\n", + " \"('P2_o_8 ', 'Maturidade da empresa em termos de tecnologia e dados')\"\n", + " \"('P2_o_9 ', 'Qualidade dos gestores e lÃ\\xadderes')\"\n", + " \"('P2_o_10 ', 'Reputação que a empresa tem no mercado')\"\n", + " \"('P2_q ', 'Empresa que trabaha passou por layoff em 2023')\"\n", + " \"('P2_r ', 'Atualmente qual a sua forma de trabalho?')\"\n", + " \"('P2_s ', 'Qual a forma de trabalho ideal para você?')\"\n", + " \"('P2_t ', 'Caso sua empresa decida pelo modelo 100% presencial qual será sua atitude?')\"\n", + " \"('P3_a ', 'Qual o número aproximado de pessoas que atuam com dados na sua empresa hoje?')\"\n", + " \"('P3_b ', 'Quais desses papéis/cargos fazem parte do time (ou chapter) de dados da sua empresa?')\"\n", + " \"('P3_b_1 ', 'Analytics Engineer')\"\n", + " \"('P3_b_2 ', 'Engenharia de Dados/Data Engineer')\"\n", + " \"('P3_b_3 ', 'Analista de Dados/Data Analyst')\"\n", + " \"('P3_b_4 ', 'Cientista de Dados/Data Scientist')\"\n", + " \"('P3_b_5 ', 'Database Administrator/DBA')\"\n", + " \"('P3_b_6 ', 'Analista de Business Intelligence/BI')\"\n", + " \"('P3_b_7 ', 'Arquiteto de Dados/Data Architect')\"\n", + " \"('P3_b_8 ', 'Data Product Manager/DPM')\"\n", + " \"('P3_b_9 ', 'Business Analyst')\"\n", + " \"('P3_c ', 'Quais dessas responsabilidades fazem parte da sua rotina atual de trabalho como gestor?')\"\n", + " \"('P3_c_1 ', 'Pensar na visão de longo prazo de dados da empresa e fortalecimento da cultura analÃ\\xadtica da companhia.')\"\n", + " \"('P3_c_2 ', 'Organização de treinamentos e iniciativas com o objetivo de aumentar a maturidade analÃ\\xadtica das áreas de negócios.')\"\n", + " \"('P3_c_3 ', 'Atração, seleção e contratação de talentos para o time de dados.')\"\n", + " \"('P3_c_4 ', 'Decisão sobre contratação de ferramentas e tecnologias relacionadas a dados.')\"\n", + " \"('P3_c_5 ', 'Sou gestor da equipe responsável pela engenharia de dados e por manter o Data Lake da empresa como fonte única dos dados, garantindo a qualidade e confiabilidade da informação.')\"\n", + " \"('P3_c_6 ', 'Sou gestor da equipe responsável pela entrega de dados, estudos, relatórios e dashboards para as áreas de negócio da empresa.')\"\n", + " \"('P3_c_7 ', 'Sou gestor da equipe responsável por iniciativas e projetos envolvendo Inteligência Artificial e Machine Learning.')\"\n", + " \"('P3_c_8 ', 'Apesar de ser gestor ainda atuo na parte técnica, construindo soluções/análises/modelos etc.')\"\n", + " \"('P3_c_9 ', 'Gestão de projetos de dados, cuidando das etapas, equipes envolvidas, atingimento dos objetivos etc.')\"\n", + " \"('P3_c_10 ', 'Gestão de produtos de dados, cuidando da visão dos produtos, backlog, feedback de usuários etc.')\"\n", + " \"('P3_c_11 ', 'Gestão de pessoas, apoio no desenvolvimento das pessoas, evolução de carreira')\"\n", + " \"('P3_d ', 'Quais são os 3 maiores desafios que você tem como gestor no atual momento?')\"\n", + " \"('P3_d_1 ', 'a Contratar novos talentos.')\"\n", + " \"('P3_d_2 ', 'b Reter talentos.')\"\n", + " \"('P3_d_3 ', 'c Convencer a empresa a aumentar os investimentos na área de dados.')\"\n", + " \"('P3_d_4 ', 'd Gestão de equipes no ambiente remoto.')\"\n", + " \"('P3_d_5 ', 'e Gestão de projetos envolvendo áreas multidisciplinares da empresa.')\"\n", + " \"('P3_d_6 ', 'f Organizar as informações e garantir a qualidade e confiabilidade.')\"\n", + " \"('P3_d_7 ', 'g Conseguir processar e armazenar um alto volume de dados.')\"\n", + " \"('P3_d_8 ', 'h Conseguir gerar valor para as áreas de negócios através de estudos e experimentos.')\"\n", + " \"('P3_d_9 ', 'i Desenvolver e manter modelos Machine Learning em produção.')\"\n", + " \"('P3_d_10 ', 'j Gerenciar a expectativa das áreas de negócio em relação as entregas das equipes de dados.')\"\n", + " \"('P3_d_11 ', 'k Garantir a manutenção dos projetos e modelos em produção, em meio ao crescimento da empresa.')\"\n", + " \"('P3_d_12 ', 'Conseguir levar inovação para a empresa através dos dados.')\"\n", + " \"('P3_d_13 ', 'Garantir retorno do investimento (ROI) em projetos de dados.')\"\n", + " \"('P3_d_14 ', 'Dividir o tempo entre entregas técnicas e gestão.')\"\n", + " \"('P3_e ', 'AI Generativa é uma prioridade em sua empresa?')\"\n", + " \"('P3_f ', 'Tipos de uso de AI Generativa e LLMs na empresa')\"\n", + " \"('P3_f_1 ', 'Colaboradores usando AI generativa de forma independente e descentralizada')\"\n", + " \"('P3_f_2 ', 'Direcionamento centralizado do uso de AI generativa')\"\n", + " \"('P3_f_3 ', 'Desenvolvedores utilizando Copilots')\"\n", + " \"('P3_f_4 ', 'AI Generativa e LLMs para melhorar produtos externos')\"\n", + " \"('P3_f_5 ', 'AI Generativa e LLMs para melhorar produtos internos para os colaboradores')\"\n", + " \"('P3_f_6 ', 'IA Generativa e LLMs como principal frente do negócio')\"\n", + " \"('P3_f_7 ', 'IA Generativa e LLMs não é prioridade')\"\n", + " \"('P3_f_8 ', 'Não sei opinar sobre o uso de IA Generativa e LLMs na empresa')\"\n", + " \"('P3_g ', 'Motivos que levam a empresa a não usar AI Genrativa e LLMs')\"\n", + " \"('P3_g_1 ', 'Falta de compreensão dos casos de uso')\"\n", + " \"('P3_g_2 ', 'Falta de confiabilidade das saÃ\\xaddas (alucinação dos modelos)')\"\n", + " \"('P3_g_3 ', 'Incerteza em relação a regulamentação')\"\n", + " \"('P3_g_4 ', 'Preocupações com segurança e privacidade de dados')\"\n", + " \"('P3_g_5 ', 'Retorno sobre investimento (ROI) não comprovado de IA Generativa')\"\n", + " \"('P3_g_6 ', 'Dados da empresa não estão prontos para uso de IA Generativa')\"\n", + " \"('P3_g_7 ', 'Falta de expertise ou falta de recursos')\"\n", + " \"('P3_g_8 ', 'Alta direção da empresa não vê valor ou não vê como prioridade')\"\n", + " \"('P3_g_9 ', 'Preocupações com propriedade intelectual')\"\n", + " \"('P4_a ', 'Mesmo que esse não seja seu cargo formal, você considera que sua atuação no dia a dia, reflete alguma das opções listadas abaixo?')\"\n", + " \"('P4_a_1 ', 'Atuacao')\"\n", + " \"('P4_b ', 'Quais das fontes de dados listadas você já analisou ou processou no trabalho?')\"\n", + " \"('P4_b_1 ', 'Dados relacionais (estruturados em bancos SQL)')\"\n", + " \"('P4_b_2 ', 'Dados armazenados em bancos NoSQL')\"\n", + " \"('P4_b_3 ', 'Imagens')\" \"('P4_b_4 ', 'Textos/Documentos')\"\n", + " \"('P4_b_5 ', 'VÃ\\xaddeos')\" \"('P4_b_6 ', 'Ã\\x81udios')\"\n", + " \"('P4_b_7 ', 'Planilhas')\" \"('P4_b_8 ', 'Dados georeferenciados')\"\n", + " \"('P4_c ', 'Entre as fontes de dados listadas, quais você utiliza na maior parte do tempo?')\"\n", + " \"('P4_c_1 ', 'Dados relacionais (estruturados em bancos SQL)')\"\n", + " \"('P4_c_2 ', 'Dados armazenados em bancos NoSQL')\"\n", + " \"('P4_c_3 ', 'Imagens')\" \"('P4_c_4 ', 'Textos/Documentos')\"\n", + " \"('P4_c_5 ', 'VÃ\\xaddeos')\" \"('P4_c_6 ', 'Ã\\x81udios')\"\n", + " \"('P4_c_7 ', 'Planilhas')\" \"('P4_c_8 ', 'Dados georeferenciados')\"\n", + " \"('P4_d ', 'Quais das linguagens listadas abaixo você utiliza no trabalho?')\"\n", + " \"('P4_d_1 ', 'SQL')\" \"('P4_d_2 ', 'R ')\" \"('P4_d_3 ', 'Python')\"\n", + " \"('P4_d_4 ', 'C/C++/C#')\" \"('P4_d_5 ', '.NET')\" \"('P4_d_6 ', 'Java')\"\n", + " \"('P4_d_7 ', 'Julia')\" \"('P4_d_8 ', 'SAS/Stata')\"\n", + " \"('P4_d_9 ', 'Visual Basic/VBA')\" \"('P4_d_10 ', 'Scala')\"\n", + " \"('P4_d_11 ', 'Matlab')\" \"('P4_d_12 ', 'Rust')\" \"('P4_d_13 ', 'PHP')\"\n", + " \"('P4_d_14 ', 'JavaScript')\"\n", + " \"('P4_d_15 ', 'Não utilizo nenhuma linguagem')\"\n", + " \"('P4_e ', 'Entre as linguagens listadas abaixo, qual é a que você mais utiliza no trabalho?')\"\n", + " \"('P4_f ', 'Entre as linguagens listadas abaixo, qual é a sua preferida?')\"\n", + " \"('P4_g ', 'Quais dos bancos de dados/fontes de dados listados abaixo você utiliza no trabalho?')\"\n", + " \"('P4_g_1 ', 'MySQL')\" \"('P4_g_2 ', 'Oracle')\"\n", + " \"('P4_g_3 ', 'SQL SERVER')\" \"('P4_g_4 ', 'Amazon Aurora ou RDS')\"\n", + " \"('P4_g_5 ', 'DynamoDB')\" \"('P4_g_6 ', 'CoachDB')\"\n", + " \"('P4_g_7 ', 'Cassandra')\" \"('P4_g_8 ', 'MongoDB')\"\n", + " \"('P4_g_9 ', 'MariaDB')\" \"('P4_g_10 ', 'Datomic')\" \"('P4_g_11 ', 'S3')\"\n", + " \"('P4_g_12 ', 'PostgreSQL')\" \"('P4_g_13 ', 'ElasticSearch')\"\n", + " \"('P4_g_14 ', 'DB2')\" \"('P4_g_15 ', 'Microsoft Access')\"\n", + " \"('P4_g_16 ', 'SQLite')\" \"('P4_g_17 ', 'Sybase')\"\n", + " \"('P4_g_18 ', 'Firebase')\" \"('P4_g_19 ', 'Vertica')\"\n", + " \"('P4_g_20 ', 'Redis')\" \"('P4_g_21 ', 'Neo4J')\"\n", + " \"('P4_g_22 ', 'Google BigQuery')\" \"('P4_g_23 ', 'Google Firestore')\"\n", + " \"('P4_g_24 ', 'Amazon Redshift')\" \"('P4_g_25 ', 'Amazon Athena')\"\n", + " \"('P4_g_26 ', 'Snowflake')\" \"('P4_g_27 ', 'Databricks')\"\n", + " \"('P4_g_28 ', 'HBase')\" \"('P4_g_29 ', 'Presto')\" \"('P4_g_30 ', 'Splunk')\"\n", + " \"('P4_g_31 ', 'SAP HANA')\" \"('P4_g_32 ', 'Hive')\"\n", + " \"('P4_g_33 ', 'Firebird')\"\n", + " \"('P4_h ', 'Dentre as opções listadas, qual sua Cloud preferida?')\"\n", + " \"('P4_h_1 ', 'Azure (Microsoft)')\"\n", + " \"('P4_h_2 ', 'Amazon Web Services (AWS)')\"\n", + " \"('P4_h_3 ', 'Google Cloud (GCP)')\" \"('P4_h_4 ', 'Oracle Cloud')\"\n", + " \"('P4_h_5 ', 'IBM')\"\n", + " \"('P4_h_6 ', 'Servidores On Premise/Não utilizamos Cloud')\"\n", + " \"('P4_h_7 ', 'Cloud Própria')\" \"('P4_i ', 'Cloud preferida')\"\n", + " \"('P4_j ', 'Ferramenta de BI utilizada no dia a dia')\"\n", + " \"('P4_j_1 ', 'Microsoft PowerBI')\" \"('P4_j_2 ', 'Qlik View/Qlik Sense')\"\n", + " \"('P4_j_3 ', 'Tableau')\" \"('P4_j_4 ', 'Metabase')\"\n", + " \"('P4_j_5 ', 'Superset')\" \"('P4_j_6 ', 'Redash')\" \"('P4_j_7 ', 'Looker')\"\n", + " \"('P4_j_8 ', 'Looker Studio(Google Data Studio)')\"\n", + " \"('P4_j_9 ', 'Amazon Quicksight')\" \"('P4_j_10 ', 'Mode')\"\n", + " \"('P4_j_11 ', 'Alteryx')\" \"('P4_j_12 ', 'MicroStrategy')\"\n", + " \"('P4_j_13 ', 'IBM Analytics/Cognos')\"\n", + " \"('P4_j_14 ', 'SAP Business Objects/SAP Analytics')\"\n", + " \"('P4_j_15 ', 'Oracle Business Intelligence')\"\n", + " \"('P4_j_16 ', 'Salesforce/Einstein Analytics')\" \"('P4_j_17 ', 'Birst')\"\n", + " \"('P4_j_18 ', 'SAS Visual Analytics')\" \"('P4_j_19 ', 'Grafana')\"\n", + " \"('P4_j_20 ', 'TIBCO Spotfire')\" \"('P4_j_21 ', 'Pentaho')\"\n", + " \"('P4_j_22 ', 'Fazemos todas as análises utilizando apenas Excel ou planilhas do google')\"\n", + " \"('P4_j_23 ', 'Não utilizo nenhuma ferramenta de BI no trabalho')\"\n", + " \"('P4_k ', 'Qual sua ferramenta de BI preferida?')\"\n", + " \"('P4_l ', 'Qual o tipo de uso de AI Generativa e LLMs na empresa')\"\n", + " \"('P4_l_1 ', 'Colaboradores usando AI generativa de forma independente e descentralizada')\"\n", + " \"('P4_l_2 ', 'Direcionamento centralizado do uso de AI generativa')\"\n", + " \"('P4_l_3 ', 'Desenvolvedores utilizando Copilots')\"\n", + " \"('P4_l_4 ', 'AI Generativa e LLMs para melhorar produtos externos para os clientes finais')\"\n", + " \"('P4_l_5 ', 'AI Generativa e LLMs para melhorar produtos internos para os colaboradores')\"\n", + " \"('P4_l_6 ', 'IA Generativa e LLMs como principal frente do negócio')\"\n", + " \"('P4_l_7 ', 'IA Generativa e LLMs não é prioridade')\"\n", + " \"('P4_l_8 ', 'Não sei opinar sobre o uso de IA Generativa e LLMs na empresa')\"\n", + " \"('P4_m ', 'Utiliza ChatGPT ou LLMs no trabalho?')\"\n", + " \"('P4_m_1 ', 'Não uso soluções de AI Generativa com foco em produtividade')\"\n", + " \"('P4_m_2 ', 'Uso soluções gratuitas de AI Generativa com foco em produtividade')\"\n", + " \"('P4_m_3 ', 'Uso e pago pelas soluções de AI Generativa com foco em produtividade')\"\n", + " \"('P4_m_4 ', 'A empresa que trabalho paga pelas soluções de AI Generativa com foco em produtividade')\"\n", + " \"('P4_m_5 ', 'Uso soluções do tipo Copilot')\"\n", + " \"('P5_a ', 'Qual seu objetivo na área de dados?')\"\n", + " \"('P5_b ', 'Qual oportunidade você está buscando?')\"\n", + " \"('P5_c ', 'Há quanto tempo você busca uma oportunidade na área de dados?')\"\n", + " \"('P5_d ', 'Como tem sido a busca por um emprego na área de dados?')\"\n", + " \"('P6_a ', 'Quais das opções abaixo fazem parte da sua rotina no trabalho atual como engenheiro de dados?')\"\n", + " \"('P6_a_1 ', 'Desenvolvo pipelines de dados utilizando linguagens de programação como Python, Scala, Java etc.')\"\n", + " \"('P6_a_2 ', 'Realizo construções de ETL's em ferramentas como Pentaho, Talend, Dataflow etc.')\"\n", + " \"('P6_a_3 ', 'Crio consultas através da linguagem SQL para exportar informações e compartilhar com as áreas de negócio.')\"\n", + " \"('P6_a_4 ', 'Atuo na integração de diferentes fontes de dados através de plataformas proprietárias como Stitch Data, Fivetran etc.')\"\n", + " \"('P6_a_5 ', 'Modelo soluções de arquitetura de dados, criando componentes de ingestão de dados, transformação e recuperação da informação.')\"\n", + " \"('P6_a_6 ', 'Desenvolvo/cuido da manutenção de repositórios de dados baseados em streaming de eventos como Data Lakes e Data Lakehouses.')\"\n", + " \"('P6_a_7 ', 'Atuo na modelagem dos dados, com o objetivo de criar conjuntos de dados como Data Warehouses, Data Marts etc.')\"\n", + " \"('P6_a_8 ', 'Cuido da qualidade dos dados, metadados e dicionário de dados.')\"\n", + " \"('P6_a_9 ', 'Nenhuma das opções listadas refletem meu dia a dia.')\"\n", + " \"('P6_b ', 'Quais as ferramentas/tecnologias de ETL que você utiliza no trabalho como Data Engineer?')\"\n", + " \"('P6_b_1 ', 'Scripts Python')\" \"('P6_b_2 ', 'SQL & Stored Procedures')\"\n", + " \"('P6_b_3 ', 'Apache Airflow')\" \"('P6_b_4 ', 'Apache NiFi')\"\n", + " \"('P6_b_5 ', 'Luigi')\" \"('P6_b_6 ', 'AWS Glue')\" \"('P6_b_7 ', 'Talend')\"\n", + " \"('P6_b_8 ', 'Pentaho')\" \"('P6_b_9 ', 'Alteryx')\"\n", + " \"('P6_b_10 ', 'Stitch')\" \"('P6_b_11 ', 'Fivetran')\"\n", + " \"('P6_b_12 ', 'Google Dataflow')\"\n", + " \"('P6_b_13 ', 'Oracle Data Integrator')\" \"('P6_b_14 ', 'IBM DataStage')\"\n", + " \"('P6_b_15 ', 'SAP BW ETL')\"\n", + " \"('P6_b_16 ', 'SQL Server Integration Services (SSIS))\"\n", + " \"('P6_b_17 ', 'SAS Data Integration')\" \"('P6_b_18 ', 'Qlik Sense')\"\n", + " \"('P6_b_19 ', 'Knime')\" \"('P6_b_20 ', 'Databricks')\"\n", + " \"('P6_b_21 ', 'Não utilizo ferramentas de ETL')\"\n", + " \"('P6_c ', 'Sua organização possui um Data Lake?')\"\n", + " \"('P6_d ', 'Qual tecnologia utilizada como plataforma do Data Lake?')\"\n", + " \"('P6_e ', 'Sua organização possui um Data Warehouse?')\"\n", + " \"('P6_f ', 'Qual tecnologia utilizada como plataforma do Data Warehouse?')\"\n", + " \"('P6_g ', 'Quais as ferramentas de gestão de Qualidade de dados, Metadados e catálogo de dados você utiliza no trabalho?')\"\n", + " \"('P6_h ', 'Em qual das opções abaixo você gasta a maior parte do seu tempo?')\"\n", + " \"('P6_h_1 ', 'Desenvolvendo pipelines de dados utilizando linguagens de programação como Python, Scala, Java etc.')\"\n", + " \"('P6_h_2 ', 'Realizando construções de ETL's em ferramentas como Pentaho, Talend, Dataflow etc.')\"\n", + " \"('P6_h_3 ', 'Criando consultas através da linguagem SQL para exportar informações e compartilhar com as áreas de negócio.')\"\n", + " \"('P6_h_4 ', 'Atuando na integração de diferentes fontes de dados através de plataformas proprietárias como Stitch Data, Fivetran etc.')\"\n", + " \"('P6_h_5 ', 'Modelando soluções de arquitetura de dados, criando componentes de ingestão de dados, transformação e recuperação da informação.')\"\n", + " \"('P6_h_6 ', 'Desenvolvendo/cuidando da manutenção de repositórios de dados baseados em streaming de eventos como Data Lakes e Data Lakehouses.')\"\n", + " \"('P6_h_7 ', 'Atuando na modelagem dos dados, com o objetivo de criar conjuntos de dados como Data Warehouses, Data Marts etc.')\"\n", + " \"('P6_h_8 ', 'Cuidando da qualidade dos dados, metadados e dicionário de dados.')\"\n", + " \"('P6_h_9 ', 'Nenhuma das opções listadas refletem meu dia a dia.')\"\n", + " \"('P7_1 ', 'Quais das opções abaixo fazem parte da sua rotina no trabalho atual com análise de dados?')\"\n", + " \"('P7_a_1 ', 'Processo e analiso dados utilizando linguagens de programação como Python, R etc.')\"\n", + " \"('P7_a_2 ', 'Realizo construções de dashboards em ferramentas de BI como PowerBI, Tableau, Looker, Qlik etc.')\"\n", + " \"('P7_a_3 ', 'Crio consultas através da linguagem SQL para exportar informações e compartilhar com as áreas de negócio.')\"\n", + " \"('P7_a_4 ', 'Utilizo API's para extrair dados e complementar minhas análises.')\"\n", + " \"('P7_a_5 ', 'Realizo experimentos e estudos utilizando metodologias estatÃ\\xadsticas como teste de hipótese, modelos de regressão etc.')\"\n", + " \"('P7_a_6 ', 'Desenvolvo/cuido da manutenção de ETL's utilizando tecnologias como Talend, Pentaho, Airflow, Dataflow etc.')\"\n", + " \"('P7_a_7 ', 'Atuo na modelagem dos dados, com o objetivo de criar conjuntos de dados, Data Warehouses, Data Marts etc.')\"\n", + " \"('P7_a_8 ', 'Desenvolvo/cuido da manutenção de planilhas para atender as áreas de negócio.')\"\n", + " \"('P7_a_9 ', 'Utilizo ferramentas avançadas de estatÃ\\xadstica como SASS, PSS, Stata etc')\"\n", + " \"('P7_a_10 ', 'Nenhuma das opções listadas refletem meu dia a dia.')\"\n", + " \"('P7_b ', 'Quais as ferramentas/tecnologias de ETL que você utiliza no trabalho como Data Analyst?')\"\n", + " \"('P7_b_1 ', 'Scripts Python')\" \"('P7_b_2 ', 'SQL & Stored Procedures')\"\n", + " \"('P7_b_3 ', 'Apache Airflow')\" \"('P7_b_4 ', 'Apache NiFi')\"\n", + " \"('P7_b_5 ', 'Luigi')\" \"('P7_b_6 ', 'AWS Glue')\" \"('P7_b_7 ', 'Talend')\"\n", + " \"('P7_b_8 ', 'Pentaho')\" \"('P7_b_9 ', 'Alteryx')\"\n", + " \"('P7_b_10 ', 'Stitch')\" \"('P7_b_11 ', 'Fivetran')\"\n", + " \"('P7_b_12 ', 'Google Dataflow')\"\n", + " \"('P7_b_13 ', 'Oracle Data Integrator')\" \"('P7_b_14 ', 'IBM DataStage')\"\n", + " \"('P7_b_15 ', 'SAP BW ETL')\"\n", + " \"('P7_b_16 ', 'SQL Server Integration Services (SSIS)')\"\n", + " \"('P7_b_17 ', 'SAS Data Integration')\" \"('P7_b_18 ', 'Qlik Sense')\"\n", + " \"('P7_b_19 ', 'Knime')\" \"('P7_b_20 ', 'Databricks')\"\n", + " \"('P7_b_21 ', 'Não utilizo ferramentas de ETL')\"\n", + " \"('P7_c ', 'Sua empresa utiliza alguma das ferramentas listadas para dar mais autonomia em análise de dados para as áreas de negócio?')\"\n", + " \"('P7_c_1 ', 'Ferramentas de AutoML como H2O.ai, Data Robot, BigML etc.')\"\n", + " '(\\'P7_c_2 \\', \\'\"\"Point and Click\"\" Analytics como Alteryx, Knime, Rapidminer etc.\\')'\n", + " \"('P7_c_3 ', 'Product metricts & Insights como Mixpanel, Amplitude, Adobe Analytics.')\"\n", + " \"('P7_c_4 ', 'Ferramentas de análise dentro de ferramentas de CRM como Salesforce Einstein Anaytics ou Zendesk dashboards.')\"\n", + " \"('P7_c_5 ', 'Minha empresa não utiliza essas ferramentas.')\"\n", + " \"('P7_c_6 ', 'Não sei informar.')\"\n", + " \"('P7_d ', 'Em qual das opções abaixo você gasta a maior parte do seu tempo de trabalho?')\"\n", + " \"('P7_d_1 ', 'Processando e analisando dados utilizando linguagens de programação como Python, R etc.')\"\n", + " \"('P7_d_2 ', 'Realizando construções de dashboards em ferramentas de BI como PowerBI, Tableau, Looker, Qlik etc.')\"\n", + " \"('P7_d_3 ', 'Criando consultas através da linguagem SQL para exportar informações e compartilhar com as áreas de negócio.')\"\n", + " \"('P7_d_4 ', 'Utilizando API's para extrair dados e complementar minhas análises.')\"\n", + " \"('P7_d_5 ', 'Realizando experimentos e estudos utilizando metodologias estatÃ\\xadsticas como teste de hipótese, modelos de regressão etc.')\"\n", + " \"('P7_d_6 ', 'Desenvolvendo/cuidando da manutenção de ETL's utilizando tecnologias como Talend, Pentaho, Airflow, Dataflow etc.')\"\n", + " \"('P7_d_7 ', 'Atuando na modelagem dos dados, com o objetivo de criar conjuntos de dados, Data Warehouses, Data Marts etc.')\"\n", + " \"('P7_d_8 ', 'Desenvolvendo/cuidando da manutenção de planilhas do Excel ou Google Sheets para atender as áreas de negócio.')\"\n", + " \"('P7_d_9 ', 'Utilizando ferramentas avançadas de estatÃ\\xadstica como SAS, SPSS, Stata etc, para realizar análises.')\"\n", + " \"('P7_d_10 ', 'Nenhuma das opções listadas refletem meu dia a dia.')\"\n", + " \"('P8_a ', 'Quais das opções abaixo fazem parte da sua rotina no trabalho atual com ciência de dados?')\"\n", + " \"('P8_a_1 ', 'Estudos Ad-hoc com o objetivo de confirmar hipóteses, realizar modelos preditivos, forecasts, análise de cluster para resolver problemas pontuais e responder perguntas das áreas de negócio.')\"\n", + " \"('P8_a_2 ', 'Sou responsável pela coleta e limpeza dos dados que uso para análise e modelagem.')\"\n", + " \"('P8_a_3 ', 'Sou responsável por entrar em contato com os times de negócio para definição do problema, identificar a solução e apresentação de resultados.')\"\n", + " \"('P8_a_4 ', 'Desenvolvo modelos de Machine Learning com o objetivo de colocar em produção em sistemas (produtos de dados).')\"\n", + " \"('P8_a_5 ', 'Sou responsável por colocar modelos em produção, criar os pipelines de dados, APIs de consumo e monitoramento.')\"\n", + " \"('P8_a_6 ', 'Cuido da manutenção de modelos de Machine Learning já em produção, atuando no monitoramento, ajustes e refatoração quando necessário.')\"\n", + " \"('P8_a_7 ', 'Realizo construções de dashboards em ferramentas de BI como PowerBI, Tableau, Looker, Qlik, etc')\"\n", + " \"('P8_a_8 ', 'Utilizo ferramentas avançadas de estatÃ\\xadstica como SAS, SPSS, Stata etc, para realizar análises estatÃ\\xadsticas e ajustar modelos.')\"\n", + " \"('P8_a_9 ', 'Crio e dou manutenção em ETLs, DAGs e automações de pipelines de dados.')\"\n", + " \"('P8_a_10 ', 'Crio e gerencio soluções de Feature Store e cultura de MLOps.')\"\n", + " \"('P8_a_11 ', 'Sou responsável por criar e manter a infra que meus modelos e soluções rodam (clusters, servidores, API, containers, etc.)')\"\n", + " \"('P8_a_12 ', 'Treino e aplico LLM's para solucionar problemas de negócio.')\"\n", + " \"('P8_b ', 'Quais as técnicas e métodos listados abaixo você costuma utilizar no trabalho?')\"\n", + " \"('P8_b_1 ', 'Utilizo modelos de regressão (linear, logÃ\\xadstica, GLM)')\"\n", + " \"('P8_b_2 ', 'Utilizo redes neurais ou modelos baseados em árvore para criar modelos de classificação')\"\n", + " \"('P8_b_3 ', 'Desenvolvo sistemas de recomendação (RecSys)')\"\n", + " \"('P8_b_4 ', 'Utilizo métodos estatÃ\\xadsticos Bayesianos para analisar dados')\"\n", + " \"('P8_b_5 ', 'Utilizo técnicas de NLP (Natural Language Processing) para análisar dados não-estruturados')\"\n", + " \"('P8_b_6 ', 'Utilizo métodos estatÃ\\xadsticos clássicos (Testes de hipótese, análise multivariada, sobrevivência, dados longitudinais, inferência estatistica) para analisar dados')\"\n", + " \"('P8_b_7 ', 'Utilizo cadeias de Markov ou HMM's para realizar análises de dados')\"\n", + " \"('P8_b_8 ', 'Desenvolvo técnicas de Clusterização (K-means, Spectral, DBScan etc)')\"\n", + " \"('P8_b_9 ', 'Realizo previsões através de modelos de Séries Temporais (Time Series)')\"\n", + " \"('P8_b_10 ', 'Utilizo modelos de Reinforcement Learning (aprendizado por reforço)')\"\n", + " \"('P8_b_11 ', 'Utilizo modelos de Machine Learning para detecção de fraude')\"\n", + " \"('P8_b_12 ', 'Utilizo métodos de Visão Computacional')\"\n", + " \"('P8_b_13 ', 'Utilizo modelos de Detecção de Churn')\"\n", + " \"('P8_b_14 ', 'Utilizo LLM's para solucionar problemas de negócio')\"\n", + " \"('P8_3 ', 'Quais dessas tecnologias fazem parte do seu dia a dia como cientista de dados?')\"\n", + " \"('P8_c_1 ', 'Ferramentas de BI (PowerBI, Looker, Tableau, Qlik etc)')\"\n", + " \"('P8_c_2 ', 'Planilhas (Excel, Google Sheets etc)')\"\n", + " \"('P8_c_3 ', 'Ambientes de desenvolvimento local (R-studio, JupyterLab, Anaconda)')\"\n", + " \"('P8_c_4 ', 'Ambientes de desenvolvimento na nuvem (Google Colab, AWS Sagemaker, Kaggle Notebooks etc)')\"\n", + " \"('P8_c_5 ', 'Ferramentas de AutoML (Datarobot, H2O, Auto-Keras etc)')\"\n", + " \"('P8_c_6 ', 'Ferramentas de ETL (Apache Airflow, NiFi, Stitch, Fivetran, Pentaho etc)')\"\n", + " \"('P8_c_7 ', 'Plataformas de Machine Learning (TensorFlow, Azure Machine Learning, Kubeflow etc)')\"\n", + " \"('P8_c_8 ', 'Feature Store (Feast, Hopsworks, AWS Feature Store, Databricks Feature Store etc)')\"\n", + " \"('P8_c_9 ', 'Sistemas de controle de versão (Github, DVC, Neptune, Gitlab etc)')\"\n", + " \"('P8_c_10 ', 'Plataformas de Data Apps (Streamlit, Shiny, Plotly Dash etc)')\"\n", + " \"('P8_c_11 ', 'Ferramentas de estatÃ\\xadstica avançada como SPSS, SAS, etc.')\"\n", + " \"('P8_d ', 'Em qual das opções abaixo você gasta a maior parte do seu tempo no trabalho?')\"\n", + " \"('P8_d_1 ', 'Estudos Ad-hoc com o objetivo de confirmar hipóteses, realizar modelos preditivos, forecasts, análise de cluster para resolver problemas pontuais e responder perguntas das áreas de negócio.')\"\n", + " \"('P8_d_2 ', 'Coletando e limpando os dados que uso para análise e modelagem.')\"\n", + " \"('P8_d_3 ', 'Entrando em contato com os times de negócio para definição do problema, identificar a solução e apresentação de resultados.')\"\n", + " \"('P8_d_4 ', 'Desenvolvendo modelos de Machine Learning com o objetivo de colocar em produção em sistemas (produtos de dados).')\"\n", + " \"('P8_d_5 ', 'Colocando modelos em produção, criando os pipelines de dados, APIs de consumo e monitoramento.')\"\n", + " \"('P8_d_6 ', 'Cuidando da manutenção de modelos de Machine Learning já em produção, atuando no monitoramento, ajustes e refatoração quando necessário.')\"\n", + " \"('P8_d_7 ', 'Realizando construções de dashboards em ferramentas de BI como PowerBI, Tableau, Looker, Qlik, etc.')\"\n", + " \"('P8_d_8 ', 'Utilizando ferramentas avançadas de estatÃ\\xadstica como SAS, SPSS, Stata etc, para realizar análises.')\"\n", + " \"('P8_d_9 ', 'Criando e dando manutenção em ETLs, DAGs e automações de pipelines de dados.')\"\n", + " \"('P8_d_10 ', 'Criando e gerenciando soluções de Feature Store e cultura de MLOps.')\"\n", + " \"('P8_d_11 ', 'Criando e mantendo a infra que meus modelos e soluções rodam (clusters, servidores, API, containers, etc.)')\"\n", + " \"('P8_d_12 ', 'Treinando e aplicando LLM's para solucionar problemas de negócio.')\"]\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Deletar colunas entre os índices 200 e 300 (considerando a posição das colunas)\n", + "df_mercado_tech.drop(df_mercado_tech.columns[16:301], axis=1, inplace=True)\n", + "\n", + "# Verificar o tamanho e contagem de valores nulos no DataFrame\n", + "print(df_mercado_tech.shape)\n", + "print(df_mercado_tech.isnull().sum())\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "oVQbAe4O5VVM", + "outputId": "6e9a2787-f49a-41e3-c73d-c2c08b9e5935" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "(0, 16)\n", + "('P0', 'id') 0\n", + "('P1_a ', 'Idade') 0\n", + "('P1_a_1 ', 'Faixa idade') 0\n", + "('P1_b ', 'Genero') 0\n", + "('P1_c ', 'Cor/raca/etnia') 0\n", + "('P1_d ', 'PCD') 0\n", + "('P1_e ', 'experiencia_profissional_prejudicada') 0\n", + "('P1_e_1 ', 'Não acredito que minha experiência profissional seja afetada') 0\n", + "('P1_e_2 ', 'Experiencia prejudicada devido a minha Cor Raça Etnia') 0\n", + "('P1_e_3 ', 'Experiencia prejudicada devido a minha identidade de gênero') 0\n", + "('P1_e_4 ', 'Experiencia prejudicada devido ao fato de ser PCD') 0\n", + "('P1_f ', 'aspectos_prejudicados') 0\n", + "('P1_f_1', 'Quantidade de oportunidades de emprego/vagas recebidas') 0\n", + "('P1_f_2', 'Senioridade das vagas recebidas em relação à sua experiência') 0\n", + "('P1_f_3', 'Aprovação em processos seletivos/entrevistas') 0\n", + "('P1_f_4', 'Oportunidades de progressão de carreira') 0\n", + "dtype: int64\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Categoria: Dados demográficos\n", + "demograficos = filtrar_por_categoria(df_mercado_tech, 'Dados demográficos')\n", + "\n", + "\n", + "'Faixa_Idade',\n", + "'Genero',\n", + "'Cor_Etnia',\n", + "'PCD',\n", + "'Oportunidades_Emprego',\n", + "'Senioridade_Vagas',\n", + "'Aprovacao_Processos_Seletivos',\n", + "'Vive_no_Brasil',\n", + "'Estado_Mora',\n", + "'UF_Mora',\n", + "'Regiao_Mora',\n", + "'Mudou_Estado',\n", + "'Regiao_Origem',\n", + "'Nivel_Ensino',\n", + "'Area_Formacao'\n" + ], + "metadata": { + "id": "gJXo_twz2A-e" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "## Juntando os três datasets\n", + "\n", + "Fizemos a limpeza dos três datasets, chegou a hora de juntarmos.\n", + "\n", + "Para unir os 3 datasets usaremos a função `merge()`, precisamos entender qual é a coluna em comum entre as bases." + ], + "metadata": { + "id": "oa6vGNH9Auy6" + } + }, + { + "cell_type": "code", + "source": [ + "# O join default da função merge é o inner join.\n", + "\n", + "\"\"\"\n", + "df_final = pd.merge(df_mercado_tech, df_dispositivo_per_capto, df_internet_renomeado on='nome_coluna').merge(df_consumidor, on='customer_id')\n", + "df_final\n", + "\"\"\"" + ], + "metadata": { + "id": "Ew7Lt2OIAvJP" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "### ***PERGUNTAS***\n", + "\n", + "1.Qual o indice de acesso a internet por país?\n", + "\n", + "2.Qual a média de acessos da população brasileira por estado da federação a internet?\n", + "\n", + "3.Média de quantos computadores existem por domicilio em cada região do Brasil?\n", + "\n", + "4.Qual o perfil socioeconomico dos brasileiros que conseguiram vagas em tech em 2023, por estado?" + ], + "metadata": { + "id": "pLp3HGGeyXvi" + } + } + ] +} \ No newline at end of file diff --git a/tabela7302_nv.xlsx b/tabela7302_nv.xlsx new file mode 100644 index 0000000..6258918 Binary files /dev/null and b/tabela7302_nv.xlsx differ