From 370e445753132dd94d23e5e8a0c1c52981446781 Mon Sep 17 00:00:00 2001 From: CaroliisRibeiro Date: Mon, 23 Oct 2023 20:55:29 -0300 Subject: [PATCH 1/2] commit dia 23-10 --- material/aula_s12.ipynb | 3064 ++++++++++++++++++++++++++++++++++++++- 1 file changed, 2988 insertions(+), 76 deletions(-) diff --git a/material/aula_s12.ipynb b/material/aula_s12.ipynb index 690a7b6..15d2217 100644 --- a/material/aula_s12.ipynb +++ b/material/aula_s12.ipynb @@ -114,16 +114,277 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, "metadata": { "id": "_eorJ3GNS_mm", "outputId": "14f2b233-cc14-4f8a-a041-98b4cb90d2cc" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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PassengerIdSurvivedPclassNameSexAgeSibSpParchTicketFareCabinEmbarked
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
3411Futrelle, Mrs. Jacques Heath (Lily May Peel)female35.01011380353.1000C123S
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
.......................................
88688702Montvila, Rev. Juozasmale27.00021153613.0000NaNS
88788811Graham, Miss. Margaret Edithfemale19.00011205330.0000B42S
88888903Johnston, Miss. Catherine Helen \"Carrie\"femaleNaN12W./C. 660723.4500NaNS
88989011Behr, Mr. Karl Howellmale26.00011136930.0000C148C
89089103Dooley, Mr. Patrickmale32.0003703767.7500NaNQ
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891 rows × 12 columns

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" + ], + "text/plain": [ + " 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", + ".. ... ... ... \n", + "886 887 0 2 \n", + "887 888 1 1 \n", + "888 889 0 3 \n", + "889 890 1 1 \n", + "890 891 0 3 \n", + "\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": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "import pandas as pd\n", - "\n", - "df = pd.read_csv(\"data/titanic.csv\")\n", + "df = pd.read_csv(\"titanic.csv\")\n", "df" ] }, @@ -138,12 +399,20 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "metadata": { "id": "ZuehjTU7S_mt", "outputId": "6ce66e1f-01d4-4889-f97f-50d5edae71e6" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['IdPassageiro', 'Sobreviveu', 'Classe', 'Nome', 'Gênero', 'Idade', 'NumeroIrmaos', 'NumeroPais', 'NumeroTicket', 'PrecoTicket', 'NumeroCabine', 'PortoEmbarcacao']\n" + ] + } + ], "source": [ "# Resolução\n", "\n", @@ -152,7 +421,7 @@ " 'Survived': 'Sobreviveu', # 0 = Não, 1 = Sim\n", " 'Pclass': 'Classe', # 1, 2, 3\n", " 'Name': 'Nome',\n", - " 'Sex': 'Sexo',\n", + " 'Sex': 'Gênero',\n", " 'Age': 'Idade',\n", " 'SibSp': 'NumeroIrmaos',\n", " 'Parch': 'NumeroPais',\n", @@ -173,12 +442,279 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": { "id": "h6tvl5HPS_mw", "outputId": "4639f186-8484-4780-f4dc-0a29f3cc759e" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
3411Futrelle, Mrs. Jacques Heath (Lily May Peel)female35.01011380353.1000C123S
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
.......................................
88688702Montvila, Rev. Juozasmale27.00021153613.0000NaNS
88788811Graham, Miss. Margaret Edithfemale19.00011205330.0000B42S
88888903Johnston, Miss. Catherine Helen \"Carrie\"femaleNaN12W./C. 660723.4500NaNS
88989011Behr, Mr. Karl Howellmale26.00011136930.0000C148C
89089103Dooley, Mr. Patrickmale32.0003703767.7500NaNQ
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891 rows × 12 columns

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" + ], + "text/plain": [ + " IdPassageiro Sobreviveu Classe \\\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", + ".. ... ... ... \n", + "886 887 0 2 \n", + "887 888 1 1 \n", + "888 889 0 3 \n", + "889 890 1 1 \n", + "890 891 0 3 \n", + "\n", + " Nome Gênero Idade \\\n", + "0 Braund, Mr. Owen Harris male 22.0 \n", + "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 \n", + "2 Heikkinen, Miss. Laina female 26.0 \n", + "3 Futrelle, Mrs. Jacques Heath (Lily May Peel) female 35.0 \n", + "4 Allen, Mr. William Henry male 35.0 \n", + ".. ... ... ... \n", + "886 Montvila, Rev. Juozas male 27.0 \n", + "887 Graham, Miss. Margaret Edith female 19.0 \n", + "888 Johnston, Miss. Catherine Helen \"Carrie\" female NaN \n", + "889 Behr, Mr. Karl Howell male 26.0 \n", + "890 Dooley, Mr. Patrick male 32.0 \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", + "2 0 0 STON/O2. 3101282 7.9250 NaN \n", + "3 1 0 113803 53.1000 C123 \n", + "4 0 0 373450 8.0500 NaN \n", + ".. ... ... ... ... ... \n", + "886 0 0 211536 13.0000 NaN \n", + "887 0 0 112053 30.0000 B42 \n", + "888 1 2 W./C. 6607 23.4500 NaN \n", + "889 0 0 111369 30.0000 C148 \n", + "890 0 0 370376 7.7500 NaN \n", + "\n", + " PortoEmbarcacao \n", + "0 S \n", + "1 C \n", + "2 S \n", + "3 S \n", + "4 S \n", + ".. ... \n", + "886 S \n", + "887 S \n", + "888 S \n", + "889 C \n", + "890 Q \n", + "\n", + "[891 rows x 12 columns]" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "df.columns = novas_colunas\n", "df" @@ -203,12 +739,279 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "metadata": { "id": "gZKfzWYAS_mx", "outputId": "cdc7a73b-0f3b-42ce-cdf2-f8322b15e686" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
3411Futrelle, Mrs. Jacques Heath (Lily May Peel)female35.01011380353.1000C123S
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
.......................................
88688702Montvila, Rev. Juozasmale27.00021153613.0000NaNS
88788811Graham, Miss. Margaret Edithfemale19.00011205330.0000B42S
88888903Johnston, Miss. Catherine Helen \"Carrie\"femaleNaN12W./C. 660723.4500NaNS
88989011Behr, Mr. Karl Howellmale26.00011136930.0000C148C
89089103Dooley, Mr. Patrickmale32.0003703767.7500NaNQ
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891 rows × 12 columns

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" + ], + "text/plain": [ + " IdPassageiro Sobreviveu Classe \\\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", + ".. ... ... ... \n", + "886 887 0 2 \n", + "887 888 1 1 \n", + "888 889 0 3 \n", + "889 890 1 1 \n", + "890 891 0 3 \n", + "\n", + " Nome Gênero Idade \\\n", + "0 Braund, Mr. Owen Harris male 22.0 \n", + "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 \n", + "2 Heikkinen, Miss. Laina female 26.0 \n", + "3 Futrelle, Mrs. Jacques Heath (Lily May Peel) female 35.0 \n", + "4 Allen, Mr. William Henry male 35.0 \n", + ".. ... ... ... \n", + "886 Montvila, Rev. Juozas male 27.0 \n", + "887 Graham, Miss. Margaret Edith female 19.0 \n", + "888 Johnston, Miss. Catherine Helen \"Carrie\" female NaN \n", + "889 Behr, Mr. Karl Howell male 26.0 \n", + "890 Dooley, Mr. Patrick male 32.0 \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", + "2 0 0 STON/O2. 3101282 7.9250 NaN \n", + "3 1 0 113803 53.1000 C123 \n", + "4 0 0 373450 8.0500 NaN \n", + ".. ... ... ... ... ... \n", + "886 0 0 211536 13.0000 NaN \n", + "887 0 0 112053 30.0000 B42 \n", + "888 1 2 W./C. 6607 23.4500 NaN \n", + "889 0 0 111369 30.0000 C148 \n", + "890 0 0 370376 7.7500 NaN \n", + "\n", + " PortoEmbarcacao \n", + "0 S \n", + "1 C \n", + "2 S \n", + "3 S \n", + "4 S \n", + ".. ... \n", + "886 S \n", + "887 S \n", + "888 S \n", + "889 C \n", + "890 Q \n", + "\n", + "[891 rows x 12 columns]" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# dataframe originial\n", "df" @@ -230,26 +1033,48 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "metadata": { "id": "ZFZ7LOT6S_my", "outputId": "e41628cd-501b-4009-d643-c91f7fe9d7e4" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(0, 12)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Agora um filtro com múltiplas condições\n", - "df_filtrado = df[(df['Idade'] > 30) & (df['Sexo'] == 'F')]\n", + "df_filtrado = df[(df['Idade'] > 30) & (df['Gênero'] == 'F')]\n", "df_filtrado.shape" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "metadata": { "id": "BpueQ0G0S_my", "outputId": "ba8ca09f-6788-4332-9a11-786aa02700e4" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "(6, 12)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Selecionando entradas que possuem uma determinada 'string'\n", "# Vamos procurar por nomes que possuam 'Good'\n", @@ -260,12 +1085,155 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "metadata": { "id": "ODR1BQRyS_my", "outputId": "a2289b09-9eb0-460f-da3b-265bfaf400fb" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
5603Moran, Mr. JamesmaleNaN003308778.4583NaNQ
161703Rice, Master. Eugenemale2.04138265229.1250NaNQ
222313McGowan, Miss. Anna \"Annie\"female15.0003309238.0292NaNQ
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323313Glynn, Miss. Mary AgathafemaleNaN003356777.7500NaNQ
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" + ], + "text/plain": [ + " IdPassageiro Sobreviveu Classe Nome Gênero \\\n", + "5 6 0 3 Moran, Mr. James male \n", + "16 17 0 3 Rice, Master. Eugene male \n", + "22 23 1 3 McGowan, Miss. Anna \"Annie\" female \n", + "28 29 1 3 O'Dwyer, Miss. Ellen \"Nellie\" female \n", + "32 33 1 3 Glynn, Miss. Mary Agatha female \n", + "\n", + " Idade NumeroIrmaos NumeroPais NumeroTicket PrecoTicket NumeroCabine \\\n", + "5 NaN 0 0 330877 8.4583 NaN \n", + "16 2.0 4 1 382652 29.1250 NaN \n", + "22 15.0 0 0 330923 8.0292 NaN \n", + "28 NaN 0 0 330959 7.8792 NaN \n", + "32 NaN 0 0 335677 7.7500 NaN \n", + "\n", + " PortoEmbarcacao \n", + "5 Q \n", + "16 Q \n", + "22 Q \n", + "28 Q \n", + "32 Q " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Por último, utilizando a função isin()\n", "df_filtrado = df[df['PortoEmbarcacao'].isin(['Q'])]\n", @@ -288,12 +1256,155 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "metadata": { "id": "W-Ktv45VS_mz", "outputId": "00f9464e-df1b-4cd2-c0b3-30eac23016f1" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
5603Moran, Mr. JamesmaleNaN003308778.4583NaNQ
7803Palsson, Master. Gosta Leonardmale2.03134990921.0750NaNS
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" + ], + "text/plain": [ + " IdPassageiro Sobreviveu Classe Nome Gênero \\\n", + "0 1 0 3 Braund, Mr. Owen Harris male \n", + "2 3 1 3 Heikkinen, Miss. Laina female \n", + "4 5 0 3 Allen, Mr. William Henry male \n", + "5 6 0 3 Moran, Mr. James male \n", + "7 8 0 3 Palsson, Master. Gosta Leonard male \n", + "\n", + " Idade NumeroIrmaos NumeroPais NumeroTicket PrecoTicket \\\n", + "0 22.0 1 0 A/5 21171 7.2500 \n", + "2 26.0 0 0 STON/O2. 3101282 7.9250 \n", + "4 35.0 0 0 373450 8.0500 \n", + "5 NaN 0 0 330877 8.4583 \n", + "7 2.0 3 1 349909 21.0750 \n", + "\n", + " NumeroCabine PortoEmbarcacao \n", + "0 NaN S \n", + "2 NaN S \n", + "4 NaN S \n", + "5 NaN Q \n", + "7 NaN S " + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "# Para ilustrar essa função, vamos procurar por pessoas que estavam na classe 3:\n", "df_consulta = df.query(\"Classe == 3\")\n", @@ -302,12 +1413,162 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "metadata": { "id": "uVSmQ1zeS_mz", "outputId": "555cf64e-c5a6-4b3d-d69a-89fb77dd1012" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
3411Futrelle, Mrs. Jacques Heath (Lily May Peel)female35.01011380353.1000C123S
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
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PassengerIdSurvivedPclassNameSexAgeSibSpParchTicketFareCabinEmbarked
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
2313Heikkinen, Miss. Lainafemale26.000STON/O2. 31012827.9250NaNS
3411Futrelle, Mrs. Jacques Heath (Lily May Peel)female35.01011380353.1000C123S
4503Allen, Mr. William Henrymale35.0003734508.0500NaNS
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
0103Braund, Mr. Owen Harrismale22.010A/5 211717.2500NaNS
1211Cumings, Mrs. John Bradley (Florence Briggs Th...female38.010PC 1759971.2833C85C
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" + ], + "text/plain": [ + " IdPassageiro Sobreviveu Classe \\\n", + "0 1 0 3 \n", + "1 2 1 1 \n", + "\n", + " Nome Gênero 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": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "df.iloc[[0,1],:]" ] @@ -456,11 +2169,31 @@ { "cell_type": "code", "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 22, "metadata": { "id": "noSCxvLQS_m6", "outputId": "fd434c19-19d3-4395-a595-83703e140d1b" }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Contagem de passageiros\n", + "Classe\n", + "1 216\n", + "2 184\n", + "3 491\n", + "Name: IdPassageiro, dtype: int64\n" + ] + } + ], "source": [ "# Agrupar passageiros por classe\n", "dado_agrupado = df.groupby('Classe')\n", @@ -474,18 +2207,46 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "UxbPOZJfS_m7", - "outputId": "f2031638-fbad-45b1-94a6-1415795d6800" - }, - "outputs": [], + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gênero de passageiros\n", + "Gênero\n", + "female 314\n", + "male 577\n", + "Name: IdPassageiro, dtype: int64\n" + ] + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Média de Idade de passageiros por classe\n", + "Gênero\n", + "female 27.915709\n", + "male 30.726645\n", + "Name: Idade, dtype: float64\n" + ] + } + ], "source": [ "# Média de Idade de passageiros em cada classe\n", - "media_idade = dado_agrupado['Idade'].mean()\n", + "media_genero = dado_agrupado['Idade'].mean()\n", "\n", "print(\"Média de Idade de passageiros por classe\")\n", - "print(media_idade)" + "print(media_genero)" ] }, { @@ -514,9 +2275,217 @@ "source": [ "### Exercício 04 parte 02\n", "\n", - "- Agrupar passageiros por classe\n", - "- Obter a média de idade de passageiros por classe\n", - "- Obter o valor máximo e mínimo pago por passageiros em cada classe" + "- Agrupar passageiros por gêreo\n", + "- Obter a média de idade de passageiros por gênero\n", + "- Obter o valor máximo e mínimo pago por passageiros em cada gênero" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gênero de passageiros\n", + "Gênero\n", + "female 314\n", + "male 577\n", + "Name: IdPassageiro, dtype: int64\n" + ] + } + ], + "source": [ + "# Agrupar passageiros por classe\n", + "dado_agrupado = df.groupby('Gênero')\n", + "\n", + "# Contagem de passageiros em cada classe, usando os dados agrupados no passo anterior\n", + "contagem_genero_passageiros = dado_agrupado['IdPassageiro'].count()\n", + "\n", + "print(\"Gênero de passageiros\")\n", + "print(contagem_genero_passageiros)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Média de Idade de passageiros por classe\n", + "Gênero\n", + "female 27.915709\n", + "male 30.726645\n", + "Name: Idade, dtype: float64\n" + ] + } + ], + "source": [ + "# Média de Idade de passageiros em cada classe\n", + "media_idade = dado_agrupado['Idade'].mean()\n", + "\n", + "print(\"Média de Idade de passageiros por Gênero\")\n", + "print(media_idade)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Valor máximo do preço da passagem por gênero - Gênero\n", + "female 512.3292\n", + "male 512.3292\n", + "Name: PrecoTicket, dtype: float64 e Valor mínimo do preço da passagem por gênero - Gênero\n", + "female 6.75\n", + "male 0.00\n", + "Name: PrecoTicket, dtype: float64\n", + "Gênero\n", + "female 512.3292\n", + "male 512.3292\n", + "Name: PrecoTicket, dtype: float64\n", + "Valor mínimo do preço da passagem por gênero\n", + "Gênero\n", + "female 6.75\n", + "male 0.00\n", + "Name: PrecoTicket, dtype: float64\n" + ] + } + ], + "source": [ + "# Obter o valor máximo e mínimo pago por passageiros em cada classe:\n", + "valor_max = dado_agrupado['PrecoTicket'].max()\n", + "valor_min = dado_agrupado['PrecoTicket'].min()\n", + "\n", + "print(f\"Valor máximo do preço da passagem por gênero - {valor_max} e Valor mínimo do preço da passagem por gênero - {valor_min}\")\n", + "print(valor_max)\n", + "\n", + "print(\"Valor mínimo do preço da passagem por gênero\")\n", + "print(valor_min)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " PrecoTicket Idade \\\n", + " count mean median min max count mean median \n", + "Gênero \n", + "female 314 44.479818 23.0 6.75 512.3292 261 27.915709 27.0 \n", + "male 577 25.523893 10.5 0.00 512.3292 453 30.726645 29.0 \n", + "\n", + " \n", + " min max \n", + "Gênero \n", + "female 0.75 63.0 \n", + "male 0.42 80.0 " + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.groupby('Gênero').agg({'PrecoTicket': ['count', 'mean', 'median', 'min', 'max'], \n", + " 'Idade':['count', 'mean', 'median', 'min', 'max'] })" ] }, { @@ -563,7 +2532,103 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Collecting matplotlib\n", + " Downloading matplotlib-3.8.0-cp311-cp311-win_amd64.whl (7.6 MB)\n", + " 0.0/7.6 MB ? eta -:--:--\n", + " 0.0/7.6 MB 1.4 MB/s eta 0:00:06\n", + " 0.1/7.6 MB 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+ ], + "source": [ + "%pip install matplotlib" + ] + }, + { + "cell_type": "code", + "execution_count": 38, "metadata": { "colab": { "base_uri": "https://localhost:8080/", @@ -572,7 +2637,18 @@ "id": "KS8389rdXMEu", "outputId": "386b4ea1-0ef0-4e2a-891a-e1ea0dee0ed5" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "#exemplo mais simples de gráfico:\n", "\n", @@ -580,7 +2656,7 @@ "\n", "\n", "fig, ax = plt.subplots()\n", - "ax.plot([1, 2, 3, 4], [2, 4, 6, 8])" + "ax.plot([1, 2, 3, 4], [2, 4, 6, 8]);" ] }, { @@ -596,30 +2672,87 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 47, "metadata": { "id": "bmZg5LjvS_nJ", "outputId": "f3874a08-9ec1-4235-8db1-2250deeb54ea" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Criação de um gráfico de barras: matplotlib + Pandas\n", "# plot() + bar\n", "import matplotlib.pyplot as plt\n", "\n", "contagem_passageiros = df['Classe'].value_counts()\n", - "contagem_passageiros.plot(kind='bar')\n", + "contagem_passageiros.plot(kind='bar');\n", + "\n", "\n" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Criação de um gráfico de barras: matplotlib + Pandas\n", + "# plot() + bar\n", + "\n", + "contagem_passageiros = df['Classe'].value_counts()\n", + "contagem_passageiros.plot(kind='barh');\n" + ] + }, + { + "cell_type": "code", + "execution_count": 41, "metadata": { "id": "zpZmI2e9S_nJ", "outputId": "3f16a4f4-3039-4426-ac46-d0f8178d87a6" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Número de Passageiros por Classe')" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "contagem_passageiros = df['Classe'].value_counts()\n", "contagem_passageiros.plot(kind='bar')\n", @@ -631,39 +2764,71 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": { "id": "j7lUqI3BS_nK", "outputId": "758058f2-185d-412d-835e-38d8ca773f3e" }, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Criando um gráfico de barras para calcular a taxa de sobrevivência por sexo\n", "# plot.bar()\n", "\n", "\n", - "taxa_sob_sexo = df.groupby('Sexo')['Sobreviveu'].mean()\n", + "taxa_sob_sexo = df.groupby('Gênero')['Sobreviveu'].mean()\n", "taxa_sob_sexo.plot.bar()\n", "\n", - "plt.xlabel('Sexo')\n", + "plt.xlabel('Gênero')\n", "plt.ylabel('Taxa de Sobrevivência')\n", - "plt.title('Taxa de Sobrevivência por Sexo')\n", + "plt.title('Taxa de Sobrevivência por Gênero')\n", "\n", "plt.show()" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 52, "metadata": { "id": "RzV9cvoOS_nK", "outputId": "eea06c73-5805-427d-f2b1-b82d3481b8a8" }, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Distribuição de Idade')" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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O2QHgNrp06eLwyAwAuBGcswOg1Pv444+Vk5Ojzz77TKGhoa4uB4Cb4cgOgFJv165dGjx4sH755RdOiAVQZJyzAwAALI0jOwAAwNIIOwAAwNI4QVmXn/9y9OhR+fv7O/12+gAAoGQYY3T27FlFRERc98aghB1JR48eVWRkpKvLAAAAxXDkyBFVrVr1mv2EHUn+/v6SLv+wAgICXFwNAAC4EVlZWYqMjLT/Hb8Wwo5k/+oqICCAsAMAgJv5vVNQOEEZAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYGmEHAABYmpcrd75hwwa99tpr2rZtm9LS0vTll1+qW7du9v5rPbJ9ypQpevHFFyVJ1apV06FDhxz6J02apFGjRpVY3SiNDks64eoiiqiSpChXFwEAlufSsJOTk6PGjRurb9++evDBBwv0p6WlOax//fXX6tevn7p37+7QPmHCBA0YMMC+7u/vXzIFo5Q6rLz8evL0OOfqQookL7+cPD12i8ADACXLpWEnISFBCQkJ1+wPCwtzWF+8eLHuvvtuVa9e3aHd39+/wFj8kZyQp8c5DV3wvFIyIl1dzA2pGXpEb/SYqstHowg7AFCSXBp2iuLYsWNatmyZPvzwwwJ9kydP1quvvqqoqCg9+uijGj58uLy83GZqcJKUjEjtOlrT1WUAAEoZt0kEH374ofz9/Qt83TVkyBA1bdpUwcHB+vbbb5WYmKi0tDRNmzbtmtvKzc1Vbm6ufT0rK6vE6gYAAK7lNmHngw8+UK9evVS2bFmH9hEjRthfN2rUSN7e3nrqqac0adIk+fj4FLqtSZMmafz48SVaLwAAKB3c4tLz//73v9q7d6/69+//u2NjY2N16dIlHTx48JpjEhMTdebMGfty5MgRJ1YLAABKE7c4svP++++rWbNmaty48e+OTU5OloeHh0JDQ685xsfH55pHfQAAgLW4NOxkZ2crJSXFvp6amqrk5GQFBwcrKuryFSpZWVn67LPPNHXq1ALvT0pK0ubNm3X33XfL399fSUlJGj58uB577DFVqFDhls0DAACUXi4NO1u3btXdd99tX79y/k3v3r01Z84cSdKCBQtkjFHPnj0LvN/Hx0cLFizQuHHjlJubq5iYGA0fPtzhPB4AAPDH5tKw0759exljrjtm4MCBGjhwYKF9TZs21aZNm0qiNAAAYBFucYIyAABAcRF2AACApRF2AACApRF2AACApRF2AACApbnFTQUB69rt6gKKoZJ4UjsAd0LYAVwgxO+U8vJt8vR4zNWlFFlefjl5euwWgQeAuyDsAC4Q4JstTw+joQueV0pGpKvLuWE1Q4/ojR5TJZ0QYQeAuyDsAC6UkhGpXUdruroMALA0TlAGAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACWRtgBAACW5tKws2HDBnXp0kURERGy2WxatGiRQ3+fPn1ks9kclo4dOzqMyczMVK9evRQQEKCgoCD169dP2dnZt3AWAACgNHNp2MnJyVHjxo311ltvXXNMx44dlZaWZl8+/vhjh/5evXpp165dWrlypZYuXaoNGzZo4MCBJV06AABwE16u3HlCQoISEhKuO8bHx0dhYWGF9u3evVvLly/Xli1b1Lx5c0nSzJkz1alTJ/3jH/9QRESE02sGAADupdSfs7Nu3TqFhoaqTp06euaZZ3Ty5El7X1JSkoKCguxBR5Li4uLk4eGhzZs3X3Obubm5ysrKclgAAIA1leqw07FjR3300UdavXq1/v73v2v9+vVKSEhQXl6eJCk9PV2hoaEO7/Hy8lJwcLDS09Ovud1JkyYpMDDQvkRGRpboPAAAgOu49Gus39OjRw/769tuu02NGjVSjRo1tG7dOnXo0KHY201MTNSIESPs61lZWQQeAAAsqlQf2bla9erVValSJaWkpEiSwsLClJGR4TDm0qVLyszMvOZ5PtLl84ACAgIcFgAAYE1uFXZ+/vlnnTx5UuHh4ZKkli1b6vTp09q2bZt9zJo1a5Sfn6/Y2FhXlQkAAEoRl36NlZ2dbT9KI0mpqalKTk5WcHCwgoODNX78eHXv3l1hYWE6cOCA/vKXv6hmzZqKj4+XJNWrV08dO3bUgAEDNGvWLF28eFGDBw9Wjx49uBILAABIcvGRna1bt6pJkyZq0qSJJGnEiBFq0qSJxowZI09PT+3YsUNdu3ZV7dq11a9fPzVr1kz//e9/5ePjY9/GvHnzVLduXXXo0EGdOnVS69at9e6777pqSgAAoJRx6ZGd9u3byxhzzf5vvvnmd7cRHBys+fPnO7MsAABgIW51zg4AAEBREXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAIClEXYAAICluTTsbNiwQV26dFFERIRsNpsWLVpk77t48aJGjhyp2267TeXLl1dERISeeOIJHT161GEb1apVk81mc1gmT558i2cCAABKK5eGnZycHDVu3FhvvfVWgb5z585p+/btGj16tLZv366FCxdq79696tq1a4GxEyZMUFpamn157rnnbkX5AADADXi5cucJCQlKSEgotC8wMFArV650aHvzzTfVokULHT58WFFRUfZ2f39/hYWFlWitAADAPbnVOTtnzpyRzWZTUFCQQ/vkyZNVsWJFNWnSRK+99pouXbp03e3k5uYqKyvLYQEAANbk0iM7RfHrr79q5MiR6tmzpwICAuztQ4YMUdOmTRUcHKxvv/1WiYmJSktL07Rp0665rUmTJmn8+PG3omwAAOBibhF2Ll68qIcffljGGL3zzjsOfSNGjLC/btSokby9vfXUU09p0qRJ8vHxKXR7iYmJDu/LyspSZGRkyRQPAABcqtSHnStB59ChQ1qzZo3DUZ3CxMbG6tKlSzp48KDq1KlT6BgfH59rBiEAAGAtpTrsXAk6+/fv19q1a1WxYsXffU9ycrI8PDwUGhp6CyoEAAClnUvDTnZ2tlJSUuzrqampSk5OVnBwsMLDw/XnP/9Z27dv19KlS5WXl6f09HRJUnBwsLy9vZWUlKTNmzfr7rvvlr+/v5KSkjR8+HA99thjqlChgqumBQAAShGXhp2tW7fq7rvvtq9fOY+md+/eGjdunJYsWSJJuv322x3et3btWrVv314+Pj5asGCBxo0bp9zcXMXExGj48OEO5+MAAIA/NpeGnfbt28sYc83+6/VJUtOmTbVp0yZnlwUAACzEre6zAwAAUFSEHQAAYGmEHQAAYGmEHQAAYGmEHQAAYGmEHQAAYGml+g7KAEqr3a4uoIgqSYpydREAXISwA+CGhfidUl6+TZ4ej7m6lCLJyy8nT4/dIvAAf0yEHQA3LMA3W54eRkMXPK+UjEhXl3NDaoYe0Rs9pko6IcIO8MdE2AFQZCkZkdp1tKarywCAG8IJygAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNKKHXZOnz6t9957T4mJicrMzJQkbd++Xb/88ovTigMAALhZxXpcxI4dOxQXF6fAwEAdPHhQAwYMUHBwsBYuXKjDhw/ro48+cnadAAAAxVKsIzsjRoxQnz59tH//fpUtW9be3qlTJ23YsMFpxQEAANysYoWdLVu26KmnnirQXqVKFaWnp990UQAAAM5SrLDj4+OjrKysAu379u1TSEjITRcFAADgLMUKO127dtWECRN08eJFSZLNZtPhw4c1cuRIde/e3akFAgAA3IxihZ2pU6cqOztboaGhOn/+vNq1a6eaNWvK399fEydOdHaNAAAAxVasq7ECAwO1cuVKbdy4UTt27FB2draaNm2quLg4Z9cHAABwU4oVdq5o3bq1Wrdu7axaAAAAnO6Gw86MGTNueKNDhgwpVjEAAADOdsNh5/XXX3dYP378uM6dO6egoCBJl++oXK5cOYWGhhJ2AABAqXHDJyinpqbal4kTJ+r222/X7t27lZmZqczMTO3evVtNmzbVq6++WpL1AgAAFEmxrsYaPXq0Zs6cqTp16tjb6tSpo9dff12vvPKK04oDAAC4WcUKO2lpabp06VKB9ry8PB07duymiwIAAHCWYoWdDh066KmnntL27dvtbdu2bdMzzzzD5ecAAKBUKVbY+eCDDxQWFqbmzZvLx8dHPj4+atGihSpXrqz33nvP2TUCAAAUW7HusxMSEqKvvvpK+/bt0549eyRJdevWVe3atZ1aHAAAwM26qZsK1q5dm4ADAABKtWKHnZ9//llLlizR4cOHdeHCBYe+adOm3XRhAAAAzlCssLN69Wp17dpV1atX1549e9SwYUMdPHhQxhg1bdrU2TUCAAAUW7FOUE5MTNQLL7ygH374QWXLltUXX3yhI0eOqF27dnrooYdueDsbNmxQly5dFBERIZvNpkWLFjn0G2M0ZswYhYeHy9fXV3Fxcdq/f7/DmMzMTPXq1UsBAQEKCgpSv379lJ2dXZxpAQAACypW2Nm9e7eeeOIJSZKXl5fOnz8vPz8/TZgwQX//+99veDs5OTlq3Lix3nrrrUL7p0yZohkzZmjWrFnavHmzypcvr/j4eP3666/2Mb169dKuXbu0cuVKLV26VBs2bNDAgQOLMy0AAGBBxfoaq3z58vbzdMLDw3XgwAE1aNBAknTixIkb3k5CQoISEhIK7TPGaPr06XrllVd0//33S5I++ugjVa5cWYsWLVKPHj20e/duLV++XFu2bFHz5s0lSTNnzlSnTp30j3/8QxEREcWZHgAAsJBiHdm58847tXHjRklSp06d9Pzzz2vixInq27ev7rzzTqcUlpqaqvT0dIebFAYGBio2NlZJSUmSpKSkJAUFBdmDjiTFxcXJw8NDmzdvvua2c3NzlZWV5bAAAABrKtaRnWnTptnPixk/fryys7P1ySefqFatWk67Eis9PV2SVLlyZYf2ypUr2/vS09MVGhrq0O/l5aXg4GD7mMJMmjRJ48ePd0qdAACgdCtW2Klevbr9dfny5TVr1iynFXQrJCYmasSIEfb1rKwsRUZGurAiAABQUor1NdatEBYWJkkFHix67Ngxe19YWJgyMjIc+i9duqTMzEz7mML4+PgoICDAYQEAANZ0w0d2KlSoIJvNdkNjMzMzi13QFTExMQoLC9Pq1at1++23S7p8BGbz5s165plnJEktW7bU6dOntW3bNjVr1kyStGbNGuXn5ys2NvamawAAAO7vhsPO9OnT7a9Pnjypv/71r4qPj1fLli0lXT5Z+JtvvtHo0aNveOfZ2dlKSUmxr6empio5OVnBwcGKiorSsGHD9Ne//lW1atVSTEyMRo8erYiICHXr1k2SVK9ePXXs2FEDBgzQrFmzdPHiRQ0ePFg9evTgSiwAACCpCGGnd+/e9tfdu3fXhAkTNHjwYHvbkCFD9Oabb2rVqlUaPnz4DW1z69atuvvuu+3rV86j6d27t+bMmaO//OUvysnJ0cCBA3X69Gm1bt1ay5cvV9myZe3vmTdvngYPHqwOHTrIw8ND3bt314wZM250WgAAwOKKdYLyN998U+jNAzt27KhRo0bd8Hbat28vY8w1+202myZMmKAJEyZcc0xwcLDmz59/w/sEAAB/LMU6QblixYpavHhxgfbFixerYsWKN10UAACAsxTryM748ePVv39/rVu3zn4i8ObNm7V8+XL961//cmqBAAAAN6NYYadPnz6qV6+eZsyYoYULF0q6fLLwxo0buQoKAACUKsUKO5IUGxurefPmObMWAAAAp7vhsJOVlWW/+d7vPUuKm/QBAIDSokg3FUxLS1NoaKiCgoIKvcGgMUY2m015eXlOLRIAAKC4bjjsrFmzRsHBwZKktWvXllhBAAAAznTDYaddu3b21zExMYqMjCxwdMcYoyNHjjivOgAAgJtUrPvsxMTE6Pjx4wXaMzMzFRMTc9NFAQAAOEuxws6Vc3Oulp2d7fAoBwAAAFcr0qXnV55dZbPZNHr0aJUrV87el5eXp82bN9ufUA4AAFAaFCnsfPfdd5IuH9n54Ycf5O3tbe/z9vZW48aN9cILLzi3QgAAgJtQpLBz5SqsJ598Um+88Qb30wEAAKVese6gPHv2bGfXAQAAUCKKFXZycnI0efJkrV69WhkZGcrPz3fo/+mnn5xSHAAAwM0qVtjp37+/1q9fr8cff1zh4eGFXpkFAABQGhQr7Hz99ddatmyZWrVq5ex6AAAAnKpY99mpUKGC/dERAAAApVmxws6rr76qMWPG6Ny5c86uBwAAwKmK9TXW1KlTdeDAAVWuXFnVqlVTmTJlHPq3b9/ulOIAAABuVrHCTrdu3ZxcBgAAQMkoVtgZO3ass+sAAAAoEcU6ZwcAAMBdFOvITl5enl5//XV9+umnOnz4sC5cuODQn5mZ6ZTiAAAAblaxjuyMHz9e06ZN0yOPPKIzZ85oxIgRevDBB+Xh4aFx48Y5uUQAAIDiK1bYmTdvnv71r3/p+eefl5eXl3r27Kn33ntPY8aM0aZNm5xdIwAAQLEVK+ykp6frtttukyT5+fnpzJkzkqT77rtPy5Ytc151AAAAN6lYYadq1apKS0uTJNWoUUMrVqyQJG3ZskU+Pj7Oqw4AAOAmFSvsPPDAA1q9erUk6bnnntPo0aNVq1YtPfHEE+rbt69TCwQAALgZxboaa/LkyfbXjzzyiKKiopSUlKRatWqpS5cuTisOAADgZhUr7FytZcuWatmypTM2BQAA4FTFCjsfffTRdfufeOKJYhUDAADgbMUKO0OHDnVYv3jxos6dOydvb2+VK1eOsAMAAEqNYp2gfOrUKYclOztbe/fuVevWrfXxxx87u0YAAIBic9qzsWrVqqXJkycXOOoDAADgSk59EKiXl5eOHj3qzE0CAADclGKds7NkyRKHdWOM0tLS9Oabb6pVq1ZOKQwAAMAZihV2unXr5rBus9kUEhKie+65R1OnTnVGXQAAAE5RrK+x8vPzlZ+fr2PHjunUqVPKy8tTenq65s+fr/DwcKcWWK1aNdlstgLLoEGDJEnt27cv0Pf00087tQYAAOC+ihx2Tp8+rUGDBqlSpUoKCwtTcHCwwsLClJiYqHPnzjm9wC1btigtLc2+rFy5UpL00EMP2ccMGDDAYcyUKVOcXgcAAHBPRfoaKzMzUy1bttQvv/yiXr16qV69epKkH3/8UTNnztTKlSu1ceNG7dixQ5s2bdKQIUNuusCQkBCH9cmTJ6tGjRpq166dva1cuXIKCwu76X0BAADrKVLYmTBhgry9vXXgwAFVrly5QN+9996rxx9/XCtWrNCMGTOcWqgkXbhwQXPnztWIESNks9ns7fPmzdPcuXMVFhamLl26aPTo0SpXrpzT9w8AANxPkcLOokWL9M9//rNA0JGksLAwTZkyRZ06ddLYsWPVu3dvpxX52/2fPn1affr0sbc9+uijio6OVkREhHbs2KGRI0dq7969Wrhw4TW3k5ubq9zcXPt6VlaW02sFAAClQ5HCTlpamho0aHDN/oYNG8rDw0Njx4696cIK8/777yshIUERERH2toEDB9pf33bbbQoPD1eHDh104MAB1ahRo9DtTJo0SePHjy+RGgEAQOlSpBOUK1WqpIMHD16zPzU1VaGhoTdbU6EOHTqkVatWqX///tcdFxsbK0lKSUm55pjExESdOXPGvhw5csSptQIAgNKjSGEnPj5eL7/8si5cuFCgLzc3V6NHj1bHjh2dVtxvzZ49W6GhoercufN1xyUnJ0vSdS+B9/HxUUBAgMMCAACsqcgnKDdv3ly1atXSoEGDVLduXRljtHv3br399tvKzc3VRx995PQi8/PzNXv2bPXu3VteXv+/5AMHDmj+/Pnq1KmTKlasqB07dmj48OFq27atGjVq5PQ6AACA+ylS2KlataqSkpL07LPPKjExUcYYSZfvoPynP/1Jb775pqKiopxe5KpVq3T48GH17dvXod3b21urVq3S9OnTlZOTo8jISHXv3l2vvPKK02sAAADuqciPi4iJidHXX3+tU6dOaf/+/ZKkmjVrKjg42OnFXXHvvffag9VvRUZGav369SW2XwAA4P6K9WwsSapQoYJatGjhzFoAAACcrljPxgIAAHAXhB0AAGBpxf4aCwDcy25XF1BElSQ5/4IP4I+IsAPA0kL8Tikv3yZPj8dcXUqR5OWXk6fHbhF4gJtH2AFgaQG+2fL0MBq64HmlZES6upwbUjP0iN7oMVXSCRF2gJtH2AHwh5CSEaldR2u6ugwALsAJygAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNK8XF2A9R2WdMLVRRRRJUlRri4CAACnIOyUqMPKy68nT49zri6kSPLyy8nTY7cIPAAAKyDslKgT8vQ4p6ELnldKRqSri7khNUOP6I0eU3X5aBRhBwDg/gg7t0BKRqR2Ha3p6jIAAPhD4gRlAABgaaU67IwbN042m81hqVu3rr3/119/1aBBg1SxYkX5+fmpe/fuOnbsmAsrBgAApU2pDjuS1KBBA6WlpdmXjRs32vuGDx+u//znP/rss8+0fv16HT16VA8++KALqwUAAKVNqT9nx8vLS2FhYQXaz5w5o/fff1/z58/XPffcI0maPXu26tWrp02bNunOO++81aUCAIBSqNQf2dm/f78iIiJUvXp19erVS4cPH5Ykbdu2TRcvXlRcXJx9bN26dRUVFaWkpKTrbjM3N1dZWVkOCwAAsKZSHXZiY2M1Z84cLV++XO+8845SU1PVpk0bnT17Vunp6fL29lZQUJDDeypXrqz09PTrbnfSpEkKDAy0L5GR7nFZOAAAKLpS/TVWQkKC/XWjRo0UGxur6Ohoffrpp/L19S32dhMTEzVixAj7elZWFoEHAACLKtVHdq4WFBSk2rVrKyUlRWFhYbpw4YJOnz7tMObYsWOFnuPzWz4+PgoICHBYAACANblV2MnOztaBAwcUHh6uZs2aqUyZMlq9erW9f+/evTp8+LBatmzpwioBAEBpUqq/xnrhhRfUpUsXRUdH6+jRoxo7dqw8PT3Vs2dPBQYGql+/fhoxYoSCg4MVEBCg5557Ti1btuRKLAAAYFeqw87PP/+snj176uTJkwoJCVHr1q21adMmhYSESJJef/11eXh4qHv37srNzVV8fLzefvttF1cNAABKk1IddhYsWHDd/rJly+qtt97SW2+9dYsqAgAA7qZUhx240m5XF1AE7lQrAOBWI+zAQYjfKeXl2+Tp8ZirSwEAwCkIO3AQ4JstTw+joQueV0qGe9x7qH2drXoxfq6rywBKgLsdtawkKcrVRQAFEHZQqJSMSO06WtPVZdyQGiFHXF0C4FTueoQ1L7+cPD12i8CD0oawAwCljDseYa0ZekRv9Jgq6YQIOyhtCDsAUEq50xFWoDRzqzsoAwAAFBVhBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWFqpDjuTJk3SHXfcIX9/f4WGhqpbt27au3evw5j27dvLZrM5LE8//bSLKgYAAKVNqQ4769ev16BBg7Rp0yatXLlSFy9e1L333qucnByHcQMGDFBaWpp9mTJliosqBgAApY2Xqwu4nuXLlzusz5kzR6Ghodq2bZvatm1rby9XrpzCwsJudXkAAMANlOojO1c7c+aMJCk4ONihfd68eapUqZIaNmyoxMREnTt37rrbyc3NVVZWlsMCAACsqVQf2fmt/Px8DRs2TK1atVLDhg3t7Y8++qiio6MVERGhHTt2aOTIkdq7d68WLlx4zW1NmjRJ48ePvxVlAwAAF3ObsDNo0CDt3LlTGzdudGgfOHCg/fVtt92m8PBwdejQQQcOHFCNGjUK3VZiYqJGjBhhX8/KylJkZGTJFA4Afyi7XV1AEVWSFOXqIlDC3CLsDB48WEuXLtWGDRtUtWrV646NjY2VJKWkpFwz7Pj4+MjHx8fpdQLAH1WI3ynl5dvk6fGYq0spkrz8cvL02C0Cj7WV6rBjjNFzzz2nL7/8UuvWrVNMTMzvvic5OVmSFB4eXsLVAQCuCPDNlqeH0dAFzyslwz2OlNcMPaI3ekyVdEKEHWsr1WFn0KBBmj9/vhYvXix/f3+lp6dLkgIDA+Xr66sDBw5o/vz56tSpkypWrKgdO3Zo+PDhatu2rRo1auTi6gHgjyclI1K7jtZ0dRmAg1Iddt555x1Jl28c+FuzZ89Wnz595O3trVWrVmn69OnKyclRZGSkunfvrldeecUF1QIAgNKoVIcdY8x1+yMjI7V+/fpbVA0AAHBHbnWfHQAAgKIi7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEsj7AAAAEvzcnUBAAC41m5XF1BElSRFuboIt0LYAQD8IYX4nVJevk2eHo+5upQiycsvJ0+P3SLw3DjCDgDgDynAN1ueHkZDFzyvlIxIV5dzQ2qGHtEbPaZKOiHCzo0j7AAA/tBSMiK162hNV5eBEsQJygAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIIOwAAwNIs87iIt956S6+99prS09PVuHFjzZw5Uy1atHB1WQAAlACe1F4Ulgg7n3zyiUaMGKFZs2YpNjZW06dPV3x8vPbu3avQ0FBXlwcAgFPwpPbisUTYmTZtmgYMGKAnn3xSkjRr1iwtW7ZMH3zwgUaNGuXi6gAAcA6e1F48bh92Lly4oG3btikxMdHe5uHhobi4OCUlJbmwMgAASgZPai8atw87J06cUF5enipXruzQXrlyZe3Zs6fQ9+Tm5io3N9e+fubMGUlSVlaWk6vLliRF+qXoYvCvTt52yQjxOaKsLGouae5Ys+SedVPzrUHNt4Y71hzp97Mu/3nNluTcv7NX/m4bY64/0Li5X375xUgy3377rUP7iy++aFq0aFHoe8aOHWsksbCwsLCwsFhgOXLkyHWzgtsf2alUqZI8PT117Ngxh/Zjx44pLCys0PckJiZqxIgR9vX8/HxlZmaqYsWKstlsN11TVlaWIiMjdeTIEQUEBNz09kobq89PYo5WYPX5SczRCqw+P6lk52iM0dmzZxUREXHdcW4fdry9vdWsWTOtXr1a3bp1k3Q5vKxevVqDBw8u9D0+Pj7y8fFxaAsKCnJ6bQEBAZb9xytZf34Sc7QCq89PYo5WYPX5SSU3x8DAwN8d4/ZhR5JGjBih3r17q3nz5mrRooWmT5+unJwc+9VZAADgj8sSYeeRRx7R8ePHNWbMGKWnp+v222/X8uXLC5y0DAAA/ngsEXYkafDgwdf82upW8/Hx0dixYwt8VWYVVp+fxBytwOrzk5ijFVh9flLpmKPNmN+7XgsAAMB98SBQAABgaYQdAABgaYQdAABgaYQdAABgaYQdJ3vrrbdUrVo1lS1bVrGxsfrf//7n6pKKbcOGDerSpYsiIiJks9m0aNEih35jjMaMGaPw8HD5+voqLi5O+/fvd02xxTBp0iTdcccd8vf3V2hoqLp166a9e/c6jPn11181aNAgVaxYUX5+furevXuBu3WXZu+8844aNWpkv5lXy5Yt9fXXX9v73X1+V5s8ebJsNpuGDRtmb3P3OY4bN042m81hqVu3rr3f3ed3xS+//KLHHntMFStWlK+vr2677TZt3brV3u/uv2+qVatW4HO02WwaNGiQJPf/HPPy8jR69GjFxMTI19dXNWrU0KuvvurwzCqXfoY3/3QqXLFgwQLj7e1tPvjgA7Nr1y4zYMAAExQUZI4dO+bq0orlq6++Mi+//LJZuHChkWS+/PJLh/7JkyebwMBAs2jRIvP999+brl27mpiYGHP+/HnXFFxE8fHxZvbs2Wbnzp0mOTnZdOrUyURFRZns7Gz7mKefftpERkaa1atXm61bt5o777zT3HXXXS6sumiWLFlili1bZvbt22f27t1rXnrpJVOmTBmzc+dOY4z7z++3/ve//5lq1aqZRo0amaFDh9rb3X2OY8eONQ0aNDBpaWn25fjx4/Z+d5+fMcZkZmaa6Oho06dPH7N582bz008/mW+++cakpKTYx7j775uMjAyHz3DlypVGklm7dq0xxv0/x4kTJ5qKFSuapUuXmtTUVPPZZ58ZPz8/88Ybb9jHuPIzJOw4UYsWLcygQYPs63l5eSYiIsJMmjTJhVU5x9VhJz8/34SFhZnXXnvN3nb69Gnj4+NjPv74YxdUePMyMjKMJLN+/XpjzOX5lClTxnz22Wf2Mbt37zaSTFJSkqvKvGkVKlQw7733nqXmd/bsWVOrVi2zcuVK065dO3vYscIcx44daxo3blxonxXmZ4wxI0eONK1bt75mvxV/3wwdOtTUqFHD5OfnW+Jz7Ny5s+nbt69D24MPPmh69epljHH9Z8jXWE5y4cIFbdu2TXFxcfY2Dw8PxcXFKSkpyYWVlYzU1FSlp6c7zDcwMFCxsbFuO98zZ85IkoKDgyVJ27Zt08WLFx3mWLduXUVFRbnlHPPy8rRgwQLl5OSoZcuWlprfoEGD1LlzZ4e5SNb5DPfv36+IiAhVr15dvXr10uHDhyVZZ35LlixR8+bN9dBDDyk0NFRNmjTRv/71L3u/1X7fXLhwQXPnzlXfvn1ls9ks8TneddddWr16tfbt2ydJ+v7777Vx40YlJCRIcv1naJk7KLvaiRMnlJeXV+ARFZUrV9aePXtcVFXJSU9Pl6RC53ulz53k5+dr2LBhatWqlRo2bCjp8hy9vb0LPCTW3eb4ww8/qGXLlvr111/l5+enL7/8UvXr11dycrIl5rdgwQJt375dW7ZsKdBnhc8wNjZWc+bMUZ06dZSWlqbx48erTZs22rlzpyXmJ0k//fST3nnnHY0YMUIvvfSStmzZoiFDhsjb21u9e/e23O+bRYsW6fTp0+rTp48ka/w7HTVqlLKyslS3bl15enoqLy9PEydOVK9evSS5/m8GYQfQ5SMDO3fu1MaNG11ditPVqVNHycnJOnPmjD7//HP17t1b69evd3VZTnHkyBENHTpUK1euVNmyZV1dTom48n/GktSoUSPFxsYqOjpan376qXx9fV1YmfPk5+erefPm+tvf/iZJatKkiXbu3KlZs2apd+/eLq7O+d5//30lJCQoIiLC1aU4zaeffqp58+Zp/vz5atCggZKTkzVs2DBFRESUis+Qr7GcpFKlSvL09Cxw9vyxY8cUFhbmoqpKzpU5WWG+gwcP1tKlS7V27VpVrVrV3h4WFqYLFy7o9OnTDuPdbY7e3t6qWbOmmjVrpkmTJqlx48Z64403LDG/bdu2KSMjQ02bNpWXl5e8vLy0fv16zZgxQ15eXqpcubLbz/FqQUFBql27tlJSUizxGUpSeHi46tev79BWr149+9d1Vvp9c+jQIa1atUr9+/e3t1nhc3zxxRc1atQo9ejRQ7fddpsef/xxDR8+XJMmTZLk+s+QsOMk3t7eatasmVavXm1vy8/P1+rVq9WyZUsXVlYyYmJiFBYW5jDfrKwsbd682W3ma4zR4MGD9eWXX2rNmjWKiYlx6G/WrJnKlCnjMMe9e/fq8OHDbjPHwuTn5ys3N9cS8+vQoYN++OEHJScn25fmzZurV69e9tfuPserZWdn68CBAwoPD7fEZyhJrVq1KnDbh3379ik6OlqSNX7fXDF79myFhoaqc+fO9jYrfI7nzp2Th4djpPD09FR+fr6kUvAZlvgp0H8gCxYsMD4+PmbOnDnmxx9/NAMHDjRBQUEmPT3d1aUVy9mzZ813331nvvvuOyPJTJs2zXz33Xfm0KFDxpjLlxEGBQWZxYsXmx07dpj777/frS4FfeaZZ0xgYKBZt26dwyWh586ds495+umnTVRUlFmzZo3ZunWradmypWnZsqULqy6aUaNGmfXr15vU1FSzY8cOM2rUKGOz2cyKFSuMMe4/v8L89mosY9x/js8//7xZt26dSU1NNf/3f/9n4uLiTKVKlUxGRoYxxv3nZ8zl2wZ4eXmZiRMnmv3795t58+aZcuXKmblz59rHuPvvG2MuX6EbFRVlRo4cWaDP3T/H3r17mypVqtgvPV+4cKGpVKmS+ctf/mIf48rPkLDjZDNnzjRRUVHG29vbtGjRwmzatMnVJRXb2rVrjaQCS+/evY0xly8lHD16tKlcubLx8fExHTp0MHv37nVt0UVQ2NwkmdmzZ9vHnD9/3jz77LOmQoUKply5cuaBBx4waWlpriu6iPr27Wuio6ONt7e3CQkJMR06dLAHHWPcf36FuTrsuPscH3nkERMeHm68vb1NlSpVzCOPPOJw/xl3n98V//nPf0zDhg2Nj4+PqVu3rnn33Xcd+t39940xxnzzzTdGUqF1u/vnmJWVZYYOHWqioqJM2bJlTfXq1c3LL79scnNz7WNc+RnajPnN7Q0BAAAshnN2AACApRF2AACApRF2AACApRF2AACApRF2AACApRF2AACApRF2AACApRF2ALit9u3ba9iwYTe1jXXr1slmsxV4LhEA6yDsACi1+vTpo27durm6DABujrADAAAsjbADwC3k5OToiSeekJ+fn8LDwzV16tQCY/7973+refPm8vf3V1hYmB599FFlZGQ4jPnqq69Uu3Zt+fr66u6779bBgwcLbGfjxo1q06aNfH19FRkZqSFDhignJ6ekpgaghBF2ALiFF198UevXr9fixYu1YsUKrVu3Ttu3b3cYc/HiRb366qv6/vvvtWjRIh08eFB9+vSx9x85ckQPPvigunTpouTkZPXv31+jRo1y2MaBAwfUsWNHde/eXTt27NAnn3yijRs3avDgwbdimgBKAA8CBVBq9enTR6dPn9bcuXNVsWJFzZ07Vw899JAkKTMzU1WrVtXAgQM1ffr0Qt+/detW3XHHHTp79qz8/Pz00ksvafHixdq1a5d9zKhRo/T3v/9dp06dUlBQkPr37y9PT0/985//tI/ZuHGj2rVrp5ycHJUtW7ZE5wzA+TiyA6DUO3DggC5cuKDY2Fh7W3BwsOrUqeMwbtu2berSpYuioqLk7++vdu3aSZIOHz4sSdq9e7fDNiSpZcuWDuvff/+95syZIz8/P/sSHx+v/Px8paamlsT0AJQwL1cXAADOkJOTo/j4eMXHx2vevHkKCQnR4cOHFR8frwsXLtzwdrKzs/XUU09pyJAhBfqioqKcWTKAW4SwA6DUq1GjhsqUKaPNmzfbA8epU6e0b98++9GbPXv26OTJk5o8ebIiIyMlXf4a67fq1aunJUuWOLRt2rTJYb1p06b68ccfVbNmzZKaDoBbjK+xAJR6fn5+6tevn1588UWtWbNGO3fuVJ8+feTh8f9/hUVFRcnb21szZ87UTz/9pCVLlujVV1912M7TTz+t/fv368UXX9TevXs1f/58zZkzx2HMyJEj9e2332rw4MFKTk7W/v37tXjxYk5QBtwYYQeAW3jttdfUpk0bdenSRXFxcWrdurWaNWtm7w8JCdGcOXP02WefqX79+po8ebL+8Y9/OGwjKipKX3zxhRYtWqTGjRtr1qxZ+tvf/uYwplGjRlq/fr327dunNm3aqEmTJhozZowiIiJuyTwBOB9XYwEAAEvjyA4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALA0wg4AALC0/wdjNrB1SXvJfwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# Criando um histograma com a distribuição de idade em passageiros do Titanic\n", "\n", - "df['Idade'].plot.hist(bins=10, edgecolor='pink')\n", + "df['Idade'].plot.hist(bins=10, edgecolor='yellow')\n", "\n", "plt.xlabel('Idade')\n", "plt.ylabel('Quantidade')\n", @@ -679,6 +2844,115 @@ "- Gerar 3 gráficos com ideias de interesses\n" ] }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "taxa_sob_sexo = df.groupby('Gênero')['PrecoTicket'].mean()\n", + "taxa_sob_sexo.plot.bar()\n", + "\n", + "plt.xlabel('Gênero')\n", + "plt.ylabel('Valor do Tiket')\n", + "plt.title('Taxa dos valores dos Tikets por Gênero')\n", + "\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Distribuição do Preço dos Tikets')" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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ip8LevXsxa9Ys+Pr6Iiws7L7jcnJyKrSVf3Bg+aVvBwcHAKg0fBhjzZo1BuuINm3ahMzMTHTv3l1qq1+/Po4cOYLi4mKpLS4u7h/fznF1dcWLL76IlStXIj093aBP3HWLs6WlZYVbnpcsWYLS0lKDth49euCXX35BYmKi1Hbjxg18/vnn8PHxMVjncq/y84mJiTFov/crKSwtLdG1a1ds2bLF4K28rKwsrFu3Dh06dIBKpbr/SVcDS0tLhIaG4rvvvqs0OJbftg4AoaGhuHbtGj799NMK48rnuEePHigtLa0wZuHChVAoFAZ/9vdq3bo1XF1dsWLFCoPXw6pVqyq8Jnv06AG9Xo9vv/1Wart9+zaWLFkCR0dHdOzYEcCdOwjvZmFhIYXt6n7LR61WY9euXXBzc8O//vUv6fZ8Nzc3dOrUCZ999hkyMzMrPO/uOb/f7+Tff/9d4XV97+8zPR14ZYdkZ8eOHThz5gxu376NrKws7N27F/Hx8fD29sbWrVsf+OFm0dHROHjwIEJCQuDt7Y3s7GwsW7YMdevWlRbl1q9fH05OTlixYgVq1aoFBwcHBAYGVljnUVXOzs7o0KEDhgwZgqysLCxatAgNGjQwuD3+zTffxKZNm9CtWze8/vrruHjxIr7++usK618qExMTgw4dOqBly5YYMWIEfH19cenSJWzbtk36youePXviv//9L9RqNfz9/ZGYmIg9e/agdu3aBvuaPHkyvvnmG3Tv3h1jx46Fs7MzVq9ejbS0NHz33XcV1obcrUWLFhgwYACWLVuGvLw8tGvXDgkJCbhw4UKFsbNnz5Y+72j06NGwsrLCZ599hqKiIsybN6+KM2taH374Ifbt24fAwEAMHz4c/v7+yMnJwfHjx7Fnzx4pKA8aNAhr1qzBxIkT8csvv+CFF17AjRs3sGfPHowePRp9+vRBr1698NJLL+H999/HpUuX0Lx5c+zevRtbtmzB+PHjH/jnam1tjdmzZ2PkyJHo3Lkz+vXrh7S0NMTGxla4yjdixAh89tlnGDx4MJKTk+Hj44NNmzbh559/xqJFi6SrSm+++SZycnLQuXNn1K1bF5cvX8aSJUvQokULaX1PdXJxcZH+vIOCgnDo0CHUqVMHS5cuRYcOHRAQEIDhw4ejXr16yMrKQmJiIv744w/873//A3DntWVpaYmPPvoIeXl5UCqV6Ny5M9atW4dly5bh5ZdfRv369XH9+nV88cUXUKlU6NGjR7WfF9UgZrsPjMjEym89L99sbGyEVqsV//rXv8TixYsNbu8ud++t5wkJCaJPnz7Cw8ND2NjYCA8PDzFgwABx7tw5g+dt2bJF+Pv7CysrK4Pbbe++nfZe97v1/JtvvhFRUVHCzc1N2NnZiZCQkAq3iQshxPz580WdOnWEUqkU7du3F8eOHavSredCCHHq1Cnx8ssvC5VKJQCIxo0bi6lTp0r9f//9txgyZIhwcXERjo6OIjg4WJw5c6bSW94vXrwoXn31VeHk5CRsbW1FmzZtRFxcXKXnfK9bt26JsWPHitq1awsHBwfRq1cvkZGRUeHWcyGEOH78uAgODhaOjo7C3t5evPTSS+Lw4cNVOk5lHvRnczcAIiIiotK+rKwsERERITw9PYW1tbXQarWiS5cu4vPPPzcYd/PmTfH+++8LX19fAUBYWVmJV1991eBW+uvXr4sJEyYIDw8PYW1tLRo2bCg+/vhjg48EeJBly5YJX19foVQqRevWrcXBgwcrvB7Kay7/s7WxsREBAQEVXh+bNm0SXbt2FW5ubsLGxkZ4eXmJkSNHiszMzCrVIsSj3Xpe7sKFC8Ld3V34+flJH/9w8eJFMWjQIKHVaoW1tbWoU6eO6Nmzp9i0aZPBc7/44gtRr149YWlpKR3r+PHjYsCAAcLLy0solUrh5uYmevbsKY4dO1bl8yJ5UAhRxY/rJCJZCAoKwjvvvIOuXbuau5Snwtdff43t27dj3bp15i6F6KnFsEP0lFm8eDGSk5OxZs0ac5fyVMjLy4OrqyuuX78OpVJp7nKInkpcs0P0lPjmm29w48YNbNy4EW5ubuYuR/ZSU1Oxe/duXLlyBSUlJSgsLGTYITIThh2ip0RKSgo++eQTuLu7m22R79OksLAQs2fPRmFhId57770Kn25MRI8P38YiIiIiWePn7BAREZGsMewQERGRrHHNDu58B8uVK1dQq1Ytk38VABEREVUPIQSuX78ODw+PB36oKcMOgCtXrjz279ohIiIi08jIyEDdunXv28+wA0gfmZ6RkfHYv3OHiIiIjJOfnw9PT0+DL9StDMMO/u8bc1UqFcMOERHRE+aflqBwgTIRERHJGsMOERERyRrDDhEREckaww4RERHJGsMOERERyRrDDhEREckaww4RERHJGsMOERERyRrDDhEREckaww4RERHJGsMOERERyRrDDhEREckaww4RERHJGsMOERERyZqVuQuQv3QA18xdxFPABYCXuYsgIqIaiGGnWqWjtMwPlhY3zV2I7JWW2cPSIhUMPEREdC+GnWp1DZYWNzFu/Vu4kO1p7mJkq4FbBhb3n487V9AYdoiIyBDDzmNwIdsTKVcamLsMIiKipxIXKBMREZGsMewQERGRrDHsEBERkawx7BAREZGsMewQERGRrDHsEBERkawx7BAREZGsMewQERGRrJk17JSWlmLq1Knw9fWFnZ0d6tevj1mzZkEIIY0RQmDatGlwd3eHnZ0dgoKCcP78eYP95OTkICwsDCqVCk5OThg2bBgKCgoe9+kQERFRDWTWsPPRRx9h+fLl+PTTT5GamoqPPvoI8+bNw5IlS6Qx8+bNQ0xMDFasWIGkpCQ4ODggODgYhYWF0piwsDCkpKQgPj4ecXFxOHjwIEaMGGGOUyIiIqIaxqxfF3H48GH06dMHISEhAAAfHx988803+OWXXwDcuaqzaNEiTJkyBX369AEArFmzBhqNBps3b0b//v2RmpqKnTt34ujRo2jdujUAYMmSJejRowc++eQTeHh4mOfkiIiIqEYw65Wddu3aISEhAefOnQMA/O9//8OhQ4fQvXt3AEBaWhr0ej2CgoKk56jVagQGBiIxMREAkJiYCCcnJynoAEBQUBAsLCyQlJT0GM+GiIiIaiKzXtmZPHky8vPz0aRJE1haWqK0tBRz5sxBWFgYAECv1wMANBqNwfM0Go3Up9fr4ebmZtBvZWUFZ2dnacy9ioqKUFRUJD3Oz8832TkRERFRzWLWKzsbNmzA2rVrsW7dOhw/fhyrV6/GJ598gtWrV1frcefOnQu1Wi1tnp6e1Xo8IiIiMh+zhp1JkyZh8uTJ6N+/PwICAjBw4EBMmDABc+fOBQBotVoAQFZWlsHzsrKypD6tVovs7GyD/tu3byMnJ0cac6+oqCjk5eVJW0ZGhqlPjYiIiGoIs4admzdvwsLCsARLS0uUlZUBAHx9faHVapGQkCD15+fnIykpCTqdDgCg0+mQm5uL5ORkaczevXtRVlaGwMDASo+rVCqhUqkMNiIiIpIns67Z6dWrF+bMmQMvLy80bdoUv/76KxYsWIChQ4cCABQKBcaPH4/Zs2ejYcOG8PX1xdSpU+Hh4YG+ffsCAPz8/NCtWzcMHz4cK1asQElJCSIjI9G/f3/eiUVERETmDTtLlizB1KlTMXr0aGRnZ8PDwwMjR47EtGnTpDHvvPMObty4gREjRiA3NxcdOnTAzp07YWtrK41Zu3YtIiMj0aVLF1hYWCA0NBQxMTHmOCUiIiKqYRTi7o8rfkrl5+dDrVYjLy/PxG9pHQfQCiExi5BypYEJ90t3a+pxAdvGjgeQDKClmashIqLHpar/fvO7sYiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWzBp2fHx8oFAoKmwREREAgMLCQkRERKB27dpwdHREaGgosrKyDPaRnp6OkJAQ2Nvbw83NDZMmTcLt27fNcTpERERUA5k17Bw9ehSZmZnSFh8fDwB47bXXAAATJkzAjz/+iI0bN+LAgQO4cuUKXnnlFen5paWlCAkJQXFxMQ4fPozVq1dj1apVmDZtmlnOh4iIiGoes4YdV1dXaLVaaYuLi0P9+vXRsWNH5OXl4auvvsKCBQvQuXNntGrVCrGxsTh8+DCOHDkCANi9ezdOnz6Nr7/+Gi1atED37t0xa9YsLF26FMXFxeY8NSIiIqohasyaneLiYnz99dcYOnQoFAoFkpOTUVJSgqCgIGlMkyZN4OXlhcTERABAYmIiAgICoNFopDHBwcHIz89HSkrKYz8HIiIiqnmszF1Auc2bNyM3NxeDBw8GAOj1etjY2MDJyclgnEajgV6vl8bcHXTK+8v77qeoqAhFRUXS4/z8fBOcAREREdVENebKzldffYXu3bvDw8Oj2o81d+5cqNVqafP09Kz2YxIREZF51Iiwc/nyZezZswdvvvmm1KbValFcXIzc3FyDsVlZWdBqtdKYe+/OKn9cPqYyUVFRyMvLk7aMjAwTnQkRERHVNDUi7MTGxsLNzQ0hISFSW6tWrWBtbY2EhASp7ezZs0hPT4dOpwMA6HQ6nDx5EtnZ2dKY+Ph4qFQq+Pv73/d4SqUSKpXKYCMiIiJ5MvuanbKyMsTGxiI8PBxWVv9XjlqtxrBhwzBx4kQ4OztDpVJhzJgx0Ol0aNu2LQCga9eu8Pf3x8CBAzFv3jzo9XpMmTIFERERUCqV5jolIiIiqkHMHnb27NmD9PR0DB06tELfwoULYWFhgdDQUBQVFSE4OBjLli2T+i0tLREXF4dRo0ZBp9PBwcEB4eHhiI6OfpynQERERDWY2cNO165dIYSotM/W1hZLly7F0qVL7/t8b29vbN++vbrKIyIioidcjVizQ0RERFRdGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWGHaIiIhI1hh2iIiISNYYdoiIiEjWzB52/vzzT7zxxhuoXbs27OzsEBAQgGPHjkn9QghMmzYN7u7usLOzQ1BQEM6fP2+wj5ycHISFhUGlUsHJyQnDhg1DQUHB4z4VIiIiqoHMGnb+/vtvtG/fHtbW1tixYwdOnz6N+fPn45lnnpHGzJs3DzExMVixYgWSkpLg4OCA4OBgFBYWSmPCwsKQkpKC+Ph4xMXF4eDBgxgxYoQ5TomIiIhqGCtzHvyjjz6Cp6cnYmNjpTZfX1/pZyEEFi1ahClTpqBPnz4AgDVr1kCj0WDz5s3o378/UlNTsXPnThw9ehStW7cGACxZsgQ9evTAJ598Ag8Pj8d7UkRERFSjmPXKztatW9G6dWu89tprcHNzw3PPPYcvvvhC6k9LS4Ner0dQUJDUplarERgYiMTERABAYmIinJycpKADAEFBQbCwsEBSUtLjOxkiIiKqkcwadn7//XcsX74cDRs2xK5duzBq1CiMHTsWq1evBgDo9XoAgEajMXieRqOR+vR6Pdzc3Az6rays4OzsLI25V1FREfLz8w02IiIikiezvo1VVlaG1q1b44MPPgAAPPfcczh16hRWrFiB8PDwajvu3LlzMXPmzGrbPxEREdUcZr2y4+7uDn9/f4M2Pz8/pKenAwC0Wi0AICsry2BMVlaW1KfVapGdnW3Qf/v2beTk5Ehj7hUVFYW8vDxpy8jIMMn5EBERUc1j1rDTvn17nD171qDt3Llz8Pb2BnBnsbJWq0VCQoLUn5+fj6SkJOh0OgCATqdDbm4ukpOTpTF79+5FWVkZAgMDKz2uUqmESqUy2IiIiEiezPo21oQJE9CuXTt88MEHeP311/HLL7/g888/x+effw4AUCgUGD9+PGbPno2GDRvC19cXU6dOhYeHB/r27QvgzpWgbt26Yfjw4VixYgVKSkoQGRmJ/v37804sIiIiMm/Yef755/HDDz8gKioK0dHR8PX1xaJFixAWFiaNeeedd3Djxg2MGDECubm56NChA3bu3AlbW1tpzNq1axEZGYkuXbrAwsICoaGhiImJMccpERERUQ2jEEIIcxdhbvn5+VCr1cjLyzPxW1rHAbRCSMwipFxpYML90t2aelzAtrHjASQDaGnmaoiI6HGp6r/fZv+6CCIiIqLqxLBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREsmZ02MnNzcWXX36JqKgo5OTkAACOHz+OP//802TFERERET0qK2Oe9NtvvyEoKAhqtRqXLl3C8OHD4ezsjO+//x7p6elYs2aNqeskIiIiMopRV3YmTpyIwYMH4/z587C1tZXae/TogYMHD5qsOCIiIqJHZVTYOXr0KEaOHFmhvU6dOtDr9Y9cFBEREZGpGBV2lEol8vPzK7SfO3cOrq6uj1wUERERkakYFXZ69+6N6OholJSUAAAUCgXS09Px7rvvIjQ01KQFEhERET0Ko8LO/PnzUVBQADc3N9y6dQsdO3ZEgwYNUKtWLcyZM8fUNRIREREZzai7sdRqNeLj43Ho0CH89ttvKCgoQMuWLREUFGTq+oiIiIgeySN9qGCHDh0wevRovPPOO0YFnRkzZkChUBhsTZo0kfoLCwsRERGB2rVrw9HREaGhocjKyjLYR3p6OkJCQmBvbw83NzdMmjQJt2/ffpTTIiIiIhmp8pWdmJiYKu907NixVR7btGlT7Nmz5/8Ksvq/kiZMmIBt27Zh48aNUKvViIyMxCuvvIKff/4ZAFBaWoqQkBBotVocPnwYmZmZGDRoEKytrfHBBx9UuQYiIiKSryqHnYULFxo8vnr1Km7evAknJycAdz5RufzqysOEHSsrK2i12grteXl5+Oqrr7Bu3Tp07twZABAbGws/Pz8cOXIEbdu2xe7du3H69Gns2bMHGo0GLVq0wKxZs/Duu+9ixowZsLGxqXIdREREJE9VfhsrLS1N2ubMmYMWLVogNTUVOTk5yMnJQWpqKlq2bIlZs2Y9VAHnz5+Hh4cH6tWrh7CwMKSnpwMAkpOTUVJSYvD2WJMmTeDl5YXExEQAQGJiIgICAqDRaKQxwcHByM/PR0pKykPVQURERPJk1JqdqVOnYsmSJWjcuLHU1rhxYyxcuBBTpkyp8n4CAwOxatUq7Ny5E8uXL0daWhpeeOEFXL9+HXq9HjY2NtKVo3IajUb64EK9Xm8QdMr7y/vup6ioCPn5+QYbERERyZNRd2NlZmZWugi4tLS0wgLiB+nevbv0c7NmzRAYGAhvb29s2LABdnZ2xpRWJXPnzsXMmTOrbf9ERERUcxh1ZadLly4YOXIkjh8/LrUlJydj1KhRj3T7uZOTExo1aoQLFy5Aq9WiuLgYubm5BmOysrKkNT5arbZCuCp/XNk6oHJRUVHIy8uTtoyMDKNrJiIioprNqLCzcuVKaLVatG7dGkqlEkqlEm3atIFGo8GXX35pdDEFBQW4ePEi3N3d0apVK1hbWyMhIUHqP3v2LNLT06HT6QAAOp0OJ0+eRHZ2tjQmPj4eKpUK/v7+9z2OUqmESqUy2IiIiEiejHoby9XVFdu3b8e5c+dw5swZAHcWDzdq1Oih9vP222+jV69e8Pb2xpUrVzB9+nRYWlpiwIABUKvVGDZsGCZOnAhnZ2eoVCqMGTMGOp0Obdu2BQB07doV/v7+GDhwIObNmwe9Xo8pU6YgIiICSqXSmFMjIiIimTEq7JRr1KjRQwecu/3xxx8YMGAA/vrrL7i6uqJDhw44cuSI9GWiCxcuhIWFBUJDQ1FUVITg4GAsW7ZMer6lpSXi4uIwatQo6HQ6ODg4IDw8HNHR0Y9yWkRERCQjRoedP/74A1u3bkV6ejqKi4sN+hYsWFClfaxfv/6B/ba2tli6dCmWLl163zHe3t7Yvn17lY5HRERETx+jwk5CQgJ69+6NevXq4cyZM3j22Wdx6dIlCCHQsmVLU9dIREREZDSjFihHRUXh7bffxsmTJ2Fra4vvvvsOGRkZ6NixI1577TVT10hERERkNKPCTmpqKgYNGgTgztc93Lp1C46OjoiOjsZHH31k0gKJiIiIHoVRYcfBwUFap+Pu7o6LFy9KfdeuXTNNZUREREQmYNSanbZt2+LQoUPw8/NDjx498NZbb+HkyZP4/vvvpdvCiYiIiGoCo8LOggULUFBQAACYOXMmCgoK8O2336Jhw4ZVvhOLiIiI6HEwKuzUq1dP+tnBwQErVqwwWUFEREREpmTUmh0iIiKiJ0WVr+w888wzUCgUVRqbk5NjdEFEREREplTlsLNo0SLp57/++guzZ89GcHCw9KWciYmJ2LVrF6ZOnWryIomIiIiMVeWwEx4eLv0cGhqK6OhoREZGSm1jx47Fp59+ij179mDChAmmrZKIiIjISEat2dm1axe6detWob1bt27Ys2fPIxdFREREZCpGhZ3atWtjy5YtFdq3bNmC2rVrP3JRRERERKZi1K3nM2fOxJtvvon9+/cjMDAQAJCUlISdO3fiiy++MGmBRERERI/CqLAzePBg+Pn5ISYmBt9//z0AwM/PD4cOHZLCDxEREVFNYFTYAYDAwECsXbvWlLUQERERmVyVw05+fj5UKpX084OUjyMiIiIyt4f6UMHMzEy4ubnBycmp0g8YFEJAoVCgtLTUpEUSERERGavKYWfv3r1wdnYGAOzbt6/aCiIiIiIypSqHnY4dO0o/+/r6wtPTs8LVHSEEMjIyTFcdERER0SMy6nN2fH19cfXq1QrtOTk58PX1feSiiIiIiEzFqLBTvjbnXgUFBbC1tX3kooiIiIhM5aFuPZ84cSIAQKFQYOrUqbC3t5f6SktLkZSUhBYtWpi0QCIiIqJH8VBh59dffwVw58rOyZMnYWNjI/XZ2NigefPmePvtt01bIREREdEjeKiwU34X1pAhQ7B48WJ+ng4RERHVeEZ9gnJsbKyp6yAiIiKqFkaFnRs3buDDDz9EQkICsrOzUVZWZtD/+++/m6Q4IiIiokdlVNh58803ceDAAQwcOBDu7u6V3plFREREVBMYFXZ27NiBbdu2oX379qauh4iIiMikjPqcnWeeeUb66ggiIiKimsyosDNr1ixMmzYNN2/eNHU9RERERCZlVNiZP38+du3aBY1Gg4CAALRs2dJgM8aHH34IhUKB8ePHS22FhYWIiIhA7dq14ejoiNDQUGRlZRk8Lz09HSEhIbC3t4ebmxsmTZqE27dvG1UDERERyY9Ra3b69u1r0iKOHj2Kzz77DM2aNTNonzBhArZt24aNGzdCrVYjMjISr7zyCn7++WcAdz61OSQkBFqtFocPH0ZmZiYGDRoEa2trfPDBByatkYiIiJ5MRoWd6dOnm6yAgoIChIWF4YsvvsDs2bOl9ry8PHz11VdYt24dOnfuDODO5/v4+fnhyJEjaNu2LXbv3o3Tp09jz5490Gg0aNGiBWbNmoV3330XM2bMMPiEZyIiIno6GfU2lilFREQgJCQEQUFBBu3JyckoKSkxaG/SpAm8vLyQmJgIAEhMTERAQAA0Go00Jjg4GPn5+UhJSXk8J0BEREQ1mlFXdkpLS7Fw4UJs2LAB6enpKC4uNujPycmp0n7Wr1+P48eP4+jRoxX69Ho9bGxs4OTkZNCu0Wig1+ulMXcHnfL+8r77KSoqQlFRkfQ4Pz+/SvUSERHRk8eoKzszZ87EggUL0K9fP+Tl5WHixIl45ZVXYGFhgRkzZlRpHxkZGRg3bhzWrl0LW1tbY8ow2ty5c6FWq6XN09PzsR6fiIiIHh+jws7atWvxxRdf4K233oKVlRUGDBiAL7/8EtOmTcORI0eqtI/k5GRkZ2ejZcuWsLKygpWVFQ4cOICYmBhYWVlBo9GguLgYubm5Bs/LysqCVqsFAGi12gp3Z5U/Lh9TmaioKOTl5UlbRkbGQ5w9ERERPUmMCjt6vR4BAQEAAEdHR+Tl5QEAevbsiW3btlVpH126dMHJkydx4sQJaWvdujXCwsKkn62trZGQkCA95+zZs0hPT4dOpwMA6HQ6nDx5EtnZ2dKY+Ph4qFQq+Pv73/fYSqUSKpXKYCMiIiJ5MmrNTt26dZGZmQkvLy/Ur18fu3fvRsuWLXH06FEolcoq7aNWrVp49tlnDdocHBxQu3ZtqX3YsGGYOHEinJ2doVKpMGbMGOh0OrRt2xYA0LVrV/j7+2PgwIGYN28e9Ho9pkyZgoiIiCrXQURERPJmVNh5+eWXkZCQgMDAQIwZMwZvvPEGvvrqK6Snp2PChAkmK27hwoWwsLBAaGgoioqKEBwcjGXLlkn9lpaWiIuLw6hRo6DT6eDg4IDw8HBER0ebrAYiIiJ6simEEOJRd5KYmIjExEQ0bNgQvXr1MkVdj1V+fj7UajXy8vJM/JbWcQCtEBKzCClXGphwv3S3ph4XsG3seADJAIz7BG8iInryVPXfb6Ou7NxLp9NJ62iIiIiIahKjws6aNWse2D9o0CCjiiEiIiIyNaPCzrhx4wwel5SU4ObNm7CxsYG9vT3DDhEREdUYRt16/vfffxtsBQUFOHv2LDp06IBvvvnG1DUSERERGc1k343VsGFDfPjhhxWu+hARERGZk0m/CNTKygpXrlwx5S6JiIiIHolRa3a2bt1q8FgIgczMTHz66ado3769SQojIiIiMgWjwk7fvn0NHisUCri6uqJz586YP3++KeoiIiIiMgmjwk5ZWRkA4OrVq7CxsYFarTZpUURERESm8tBrdnJzcxEREQEXFxdotVo4OztDq9UiKioKN2/erI4aiYiIiIz2UFd2cnJyoNPp8OeffyIsLAx+fn4AgNOnT2PJkiWIj4/HoUOH8Ntvv+HIkSMYO3ZstRRNREREVFUPFXaio6NhY2ODixcvQqPRVOjr2rUrBg4ciN27dyMmJsakhRIREREZ46HCzubNm/HZZ59VCDoAoNVqMW/ePPTo0QPTp09HeHi4yYokIiIiMtZDrdnJzMxE06ZN79v/7LPPwsLCAtOnT3/kwoiIiIhM4aHCjouLCy5dunTf/rS0NLi5uT1qTUREREQm81BhJzg4GO+//z6Ki4sr9BUVFWHq1Kno1q2byYojIiIielQPvUC5devWaNiwISIiItCkSRMIIZCamoply5ahqKgIa9asqa5aiYiIiB7aQ4WdunXrIjExEaNHj0ZUVBSEEADufILyv/71L3z66afw8vKqlkKJiIiIjPHQn6Ds6+uLHTt24O+//8b58+cBAA0aNICzs7PJiyMiIiJ6VEZ9XQQAPPPMM2jTpo0payEiIiIyuYf+uggiIiKiJwnDDhEREckaww4RERHJGsMOERERyRrDDhEREckaww4RERHJGsMOERERyRrDDhEREckaww4RERHJGsMOERERyRrDDhEREcmaWcPO8uXL0axZM6hUKqhUKuh0OuzYsUPqLywsREREBGrXrg1HR0eEhoYiKyvLYB/p6ekICQmBvb093NzcMGnSJNy+fftxnwoRERHVUGYNO3Xr1sWHH36I5ORkHDt2DJ07d0afPn2QkpICAJgwYQJ+/PFHbNy4EQcOHMCVK1fwyiuvSM8vLS1FSEgIiouLcfjwYaxevRqrVq3CtGnTzHVKREREVMMohBDC3EXczdnZGR9//DFeffVVuLq6Yt26dXj11VcBAGfOnIGfnx8SExPRtm1b7NixAz179sSVK1eg0WgAACtWrMC7776Lq1evwsbGpkrHzM/Ph1qtRl5eHlQqlQnP5jiAVgiJWYSUKw1MuF+6W1OPC9g2djyAZAAtzVwNERE9LlX997vGrNkpLS3F+vXrcePGDeh0OiQnJ6OkpARBQUHSmCZNmsDLywuJiYkAgMTERAQEBEhBBwCCg4ORn58vXR0iIiKip5uVuQs4efIkdDodCgsL4ejoiB9++AH+/v44ceIEbGxs4OTkZDBeo9FAr9cDAPR6vUHQKe8v77ufoqIiFBUVSY/z8/NNdDZERERU05j9yk7jxo1x4sQJJCUlYdSoUQgPD8fp06er9Zhz586FWq2WNk9Pz2o9HhEREZmP2cOOjY0NGjRogFatWmHu3Llo3rw5Fi9eDK1Wi+LiYuTm5hqMz8rKglarBQBotdoKd2eVPy4fU5moqCjk5eVJW0ZGhmlPioiIiGoMs4ede5WVlaGoqAitWrWCtbU1EhISpL6zZ88iPT0dOp0OAKDT6XDy5ElkZ2dLY+Lj46FSqeDv73/fYyiVSul29/KNiIiI5Mmsa3aioqLQvXt3eHl54fr161i3bh3279+PXbt2Qa1WY9iwYZg4cSKcnZ2hUqkwZswY6HQ6tG3bFgDQtWtX+Pv7Y+DAgZg3bx70ej2mTJmCiIgIKJVKc54aERER1RBmDTvZ2dkYNGgQMjMzoVar0axZM+zatQv/+te/AAALFy6EhYUFQkNDUVRUhODgYCxbtkx6vqWlJeLi4jBq1CjodDo4ODggPDwc0dHR5jolIiIiqmHMGna++uqrB/bb2tpi6dKlWLp06X3HeHt7Y/v27aYujYiIiGSixq3ZISIiIjIlhh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1hh0iIiKSNYYdIiIikjWGHSIiIpI1s4aduXPn4vnnn0etWrXg5uaGvn374uzZswZjCgsLERERgdq1a8PR0RGhoaHIysoyGJOeno6QkBDY29vDzc0NkyZNwu3btx/nqRAREVENZdawc+DAAURERODIkSOIj49HSUkJunbtihs3bkhjJkyYgB9//BEbN27EgQMHcOXKFbzyyitSf2lpKUJCQlBcXIzDhw9j9erVWLVqFaZNm2aOUyIiIqIaxsqcB9+5c6fB41WrVsHNzQ3Jycl48cUXkZeXh6+++grr1q1D586dAQCxsbHw8/PDkSNH0LZtW+zevRunT5/Gnj17oNFo0KJFC8yaNQvvvvsuZsyYARsbG3OcGhEREdUQNWrNTl5eHgDA2dkZAJCcnIySkhIEBQVJY5o0aQIvLy8kJiYCABITExEQEACNRiONCQ4ORn5+PlJSUh5j9URERFQTmfXKzt3Kysowfvx4tG/fHs8++ywAQK/Xw8bGBk5OTgZjNRoN9Hq9NObuoFPeX95XmaKiIhQVFUmP8/PzTXUaREREVMPUmCs7EREROHXqFNavX1/tx5o7dy7UarW0eXp6VvsxiYiIyDxqRNiJjIxEXFwc9u3bh7p160rtWq0WxcXFyM3NNRiflZUFrVYrjbn37qzyx+Vj7hUVFYW8vDxpy8jIMOHZEBERUU1i1rAjhEBkZCR++OEH7N27F76+vgb9rVq1grW1NRISEqS2s2fPIj09HTqdDgCg0+lw8uRJZGdnS2Pi4+OhUqng7+9f6XGVSiVUKpXBRkRERPJk1jU7ERERWLduHbZs2YJatWpJa2zUajXs7OygVqsxbNgwTJw4Ec7OzlCpVBgzZgx0Oh3atm0LAOjatSv8/f0xcOBAzJs3D3q9HlOmTEFERASUSqU5T4+IiIhqALOGneXLlwMAOnXqZNAeGxuLwYMHAwAWLlwICwsLhIaGoqioCMHBwVi2bJk01tLSEnFxcRg1ahR0Oh0cHBwQHh6O6Ojox3UaREREVIOZNewIIf5xjK2tLZYuXYqlS5fed4y3tze2b99uytKIiIhIJmrEAmUiIiKi6sKwQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREssawQ0RERLLGsENERESyxrBDREREsmbWsHPw4EH06tULHh4eUCgU2Lx5s0G/EALTpk2Du7s77OzsEBQUhPPnzxuMycnJQVhYGFQqFZycnDBs2DAUFBQ8xrMgIiKimsysYefGjRto3rw5li5dWmn/vHnzEBMTgxUrViApKQkODg4IDg5GYWGhNCYsLAwpKSmIj49HXFwcDh48iBEjRjyuUyAiIqIazsqcB+/evTu6d+9eaZ8QAosWLcKUKVPQp08fAMCaNWug0WiwefNm9O/fH6mpqdi5cyeOHj2K1q1bAwCWLFmCHj164JNPPoGHh8djOxciIiKqmWrsmp20tDTo9XoEBQVJbWq1GoGBgUhMTAQAJCYmwsnJSQo6ABAUFAQLCwskJSU99pqJiIio5jHrlZ0H0ev1AACNRmPQrtFopD69Xg83NzeDfisrKzg7O0tjKlNUVISioiLpcX5+vqnKJiIiohqmxl7ZqU5z586FWq2WNk9PT3OXRERERNWkxoYdrVYLAMjKyjJoz8rKkvq0Wi2ys7MN+m/fvo2cnBxpTGWioqKQl5cnbRkZGSaunoiIiGqKGht2fH19odVqkZCQILXl5+cjKSkJOp0OAKDT6ZCbm4vk5GRpzN69e1FWVobAwMD77lupVEKlUhlsREREJE9mXbNTUFCACxcuSI/T0tJw4sQJODs7w8vLC+PHj8fs2bPRsGFD+Pr6YurUqfDw8EDfvn0BAH5+fujWrRuGDx+OFStWoKSkBJGRkejfvz/vxCIiIiIAZg47x44dw0svvSQ9njhxIgAgPDwcq1atwjvvvIMbN25gxIgRyM3NRYcOHbBz507Y2tpKz1m7di0iIyPRpUsXWFhYIDQ0FDExMY/9XIiIiKhmMmvY6dSpE4QQ9+1XKBSIjo5GdHT0fcc4Oztj3bp11VEeERERyUCNXbNDREREZAoMO0RERCRrDDtEREQkaww7REREJGsMO0RERCRrDDtEREQkaww7REREJGsMO0RERCRrDDtEREQkaww7REREJGsMO0RERCRrDDtEREQkaww7REREJGsMO0RERCRrDDtEREQkaww7REREJGsMO0RERCRrDDtEREQkaww7REREJGsMO0RERCRrDDtEREQka1bmLoDIdFLNXcBTwgWAl7mLICKqMoYdeuK5Ov6N0jIFLC3eMHcpT4XSMntYWqSCgYeInhQMO/TEU9kVwNJCYNz6t3Ah29Pc5chaA7cMLO4/H8A1MOwQ0ZOCYYdk40K2J1KuNDB3GUREVMNwgTIRERHJGsMOERERyRrDDhEREcka1+wQkRF4m3/14y3+RKbCsENEVcbb/B8f3uJPZDoMO0RUZbzN//HgLf5EpiWbsLN06VJ8/PHH0Ov1aN68OZYsWYI2bdqYuywiWeJt/kT0JJHFAuVvv/0WEydOxPTp03H8+HE0b94cwcHByM7ONndpREREZGayuLKzYMECDB8+HEOGDAEArFixAtu2bcPKlSsxefJkM1dHREQ1VzruvF1I1cu8C+6f+LBTXFyM5ORkREVFSW0WFhYICgpCYmKiGSsjIqKaLR2lZX6wtLhp7kJkz9wL7p/4sHPt2jWUlpZCo9EYtGs0Gpw5c6bS5xQVFaGoqEh6nJeXBwDIz883cXUFAABPxwsocS408b6pnKsyA/n5nOfHgXP9eHg6/oE7fx0lo/zvEaoOZwHcxIr9r+BKnqu5i5EtD/VV/KfT9wAuAXAy6b7L/90WQjx4oHjC/fnnnwKAOHz4sEH7pEmTRJs2bSp9zvTp0wUAbty4cePGjZsMtoyMjAdmhSf+yo6LiwssLS2RlZVl0J6VlQWtVlvpc6KiojBx4kTpcVlZGXJyclC7dm0oFAqT1Zafnw9PT09kZGRApVKZbL90B+e3enF+qxfnt3pxfqtXTZlfIQSuX78ODw+PB4574sOOjY0NWrVqhYSEBPTt2xfAnfCSkJCAyMjISp+jVCqhVCoN2pycnKqtRpVKxV+2asT5rV6c3+rF+a1enN/qVRPmV61W/+OYJz7sAMDEiRMRHh6O1q1bo02bNli0aBFu3Lgh3Z1FRERETy9ZhJ1+/frh6tWrmDZtGvR6PVq0aIGdO3dWWLRMRERETx9ZhB0AiIyMvO/bVuaiVCoxffr0Cm+ZkWlwfqsX57d6cX6rF+e3ej1p86sQ4p/u1yIiIiJ6csni6yKIiIiI7odhh4iIiGSNYYeIiIhkjWGHiIiIZI1hpxotXboUPj4+sLW1RWBgIH755Rdzl/REOHjwIHr16gUPDw8oFAps3rzZoF8IgWnTpsHd3R12dnYICgrC+fPnDcbk5OQgLCwMKpUKTk5OGDZsGAoK+B1Dc+fOxfPPP49atWrBzc0Nffv2xdmzZw3GFBYWIiIiArVr14ajoyNCQ0MrfEJ5eno6QkJCYG9vDzc3N0yaNAm3b99+nKdSIy1fvhzNmjWTPmhNp9Nhx44dUj/n1rQ+/PBDKBQKjB8/XmrjHBtvxowZUCgUBluTJk2k/id6bk3yBVVUwfr164WNjY1YuXKlSElJEcOHDxdOTk4iKyvL3KXVeNu3bxfvv/+++P777wUA8cMPPxj0f/jhh0KtVovNmzeL//3vf6J3797C19dX3Lp1SxrTrVs30bx5c3HkyBHx008/iQYNGogBAwY85jOpeYKDg0VsbKw4deqUOHHihOjRo4fw8vISBQUF0pj//Oc/wtPTUyQkJIhjx46Jtm3binbt2kn9t2/fFs8++6wICgoSv/76q9i+fbtwcXERUVFR5jilGmXr1q1i27Zt4ty5c+Ls2bPivffeE9bW1uLUqVNCCM6tKf3yyy/Cx8dHNGvWTIwbN05q5xwbb/r06aJp06YiMzNT2q5evSr1P8lzy7BTTdq0aSMiIiKkx6WlpcLDw0PMnTvXjFU9ee4NO2VlZUKr1YqPP/5YasvNzRVKpVJ88803QgghTp8+LQCIo0ePSmN27NghFAqF+PPPPx9b7U+C7OxsAUAcOHBACHFnLq2trcXGjRulMampqQKASExMFELcCaMWFhZCr9dLY5YvXy5UKpUoKip6vCfwBHjmmWfEl19+ybk1oevXr4uGDRuK+Ph40bFjRynscI4fzfTp00Xz5s0r7XvS55ZvY1WD4uJiJCcnIygoSGqzsLBAUFAQEhMTzVjZky8tLQ16vd5gbtVqNQIDA6W5TUxMhJOTE1q3bi2NCQoKgoWFBZKSkh57zTVZXl4eAMDZ2RkAkJycjJKSEoP5bdKkCby8vAzmNyAgwOATyoODg5Gfn4+UlJTHWH3NVlpaivXr1+PGjRvQ6XScWxOKiIhASEiIwVwCfP2awvnz5+Hh4YF69eohLCwM6enpAJ78uZXNJyjXJNeuXUNpaWmFr6vQaDQ4c+aMmaqSB71eDwCVzm15n16vh5ubm0G/lZUVnJ2dpTF05wtzx48fj/bt2+PZZ58FcGfubGxsKnwx7r3zW9n8l/c97U6ePAmdTofCwkI4Ojrihx9+gL+/P06cOMG5NYH169fj+PHjOHr0aIU+vn4fTWBgIFatWoXGjRsjMzMTM2fOxAsvvIBTp0498XPLsEP0lIqIiMCpU6dw6NAhc5ciK40bN8aJEyeQl5eHTZs2ITw8HAcOHDB3WbKQkZGBcePGIT4+Hra2tuYuR3a6d+8u/dysWTMEBgbC29sbGzZsgJ2dnRkre3R8G6sauLi4wNLSssIq9aysLGi1WjNVJQ/l8/egudVqtcjOzjbov337NnJycjj//19kZCTi4uKwb98+1K1bV2rXarUoLi5Gbm6uwfh757ey+S/ve9rZ2NigQYMGaNWqFebOnYvmzZtj8eLFnFsTSE5ORnZ2Nlq2bAkrKytYWVnhwIEDiImJgZWVFTQaDefYhJycnNCoUSNcuHDhiX/9MuxUAxsbG7Rq1QoJCQlSW1lZGRISEqDT6cxY2ZPP19cXWq3WYG7z8/ORlJQkza1Op0Nubi6Sk5OlMXv37kVZWRkCAwMfe801iRACkZGR+OGHH7B37174+voa9Ldq1QrW1tYG83v27Fmkp6cbzO/JkycNAmV8fDxUKhX8/f0fz4k8QcrKylBUVMS5NYEuXbrg5MmTOHHihLS1bt0aYWFh0s+cY9MpKCjAxYsX4e7u/uS/fs26PFrG1q9fL5RKpVi1apU4ffq0GDFihHBycjJYpU6Vu379uvj111/Fr7/+KgCIBQsWiF9//VVcvnxZCHHn1nMnJyexZcsW8dtvv4k+ffpUeuv5c889J5KSksShQ4dEw4YNeeu5EGLUqFFCrVaL/fv3G9xeevPmTWnMf/7zH+Hl5SX27t0rjh07JnQ6ndDpdFJ/+e2lXbt2FSdOnBA7d+4Urq6uNeL2UnObPHmyOHDggEhLSxO//fabmDx5slAoFGL37t1CCM5tdbj7biwhOMeP4q233hL79+8XaWlp4ueffxZBQUHCxcVFZGdnCyGe7Lll2KlGS5YsEV5eXsLGxka0adNGHDlyxNwlPRH27dsnAFTYwsPDhRB3bj+fOnWq0Gg0QqlUii5duoizZ88a7OOvv/4SAwYMEI6OjkKlUokhQ4aI69evm+FsapbK5hWAiI2NlcbcunVLjB49WjzzzDPC3t5evPzyyyIzM9NgP5cuXRLdu3cXdnZ2wsXFRbz11luipKTkMZ9NzTN06FDh7e0tbGxshKurq+jSpYsUdITg3FaHe8MO59h4/fr1E+7u7sLGxkbUqVNH9OvXT1y4cEHqf5LnViGEEOa5pkRERERU/bhmh4iIiGSNYYeIiIhkjWGHiIiIZI1hh4iIiGSNYYeIiIhkjWGHiIiIZI1hh4iIiGSNYYeInlqrVq2q8C3OD+Lj44NFixZVWz1EVD0YdojIJAYPHgyFQgGFQiF9GWZ0dDRu375tlno6deok1VPZ1qlTJ/Tr1w/nzp17rDWNHz/+sR2PiO6wMncBRCQf3bp1Q2xsLIqKirB9+3ZERETA2toaUVFRBuOKi4thY2NTrbV8//33KC4uBgBkZGSgTZs22LNnD5o2bQrgzhf22tnZwc7OrlrrICLz45UdIjIZpVIJrVYLb29vjBo1CkFBQdi6dSsGDx6Mvn37Ys6cOfDw8EDjxo0B3Akhr7/+OpycnODs7Iw+ffrg0qVLBvtcuXIlmjZtCqVSCXd3d0RGRkp96enp6NOnDxwdHaFSqfD6668jKysLAODs7AytVgutVgtXV1cAQO3ataU2Z2fnSt/G+vHHH/H888/D1tYWLi4uePnll+97vl9++SWcnJykb4I+deoUunfvDkdHR2g0GgwcOBDXrl0DcOfK14EDB7B48WLp6tK950pE1YNhh4iqjZ2dnXR1JSEhAWfPnkV8fDzi4uJQUlKC4OBg1KpVCz/99BN+/vlnODo6olu3btJzli9fjoiICIwYMQInT57E1q1b0aBBAwBAWVkZ+vTpg5ycHBw4cADx8fH4/fff0a9fP6Pr3bZtG15++WX06NEDv/76KxISEtCmTZtKx86bNw+TJ0/G7t270aVLF+Tm5qJz58547rnncOzYMezcuRNZWVl4/fXXAQCLFy+GTqfD8OHDkZmZiczMTHh6ehpdKxFVHd/GIiKTE0IgISEBu3btwpgxY3D16lU4ODjgyy+/lN6++vrrr1FWVoYvv/wSCoUCABAbGwsnJyfs378fXbt2xezZs/HWW29h3Lhx0r6ff/55AHfC08mTJ5GWliaFhjVr1qBp06Y4evSoNO5hzJkzB/3798fMmTOltubNm1cY9+677+K///0vDhw4IL0t9umnn+K5557DBx98II1buXIlPD09ce7cOTRq1Ag2Njawt7eHVqt96NqIyHgMO0RkMnFxcXB0dERJSQnKysrw73//GzNmzEBERAQCAgIM1un873//w4ULF1CrVi2DfRQWFuLixYvIzs7GlStX0KVLl0qPlZqaCk9PT4OrI/7+/nByckJqaqpRYefEiRMYPnz4A8fMnz8fN27cwLFjx1CvXj2D89m3bx8cHR0rPOfixYto1KjRQ9dDRKbBsENEJvPSSy9h+fLlsLGxgYeHB6ys/u+vGAcHB4OxBQUFaNWqFdauXVthP66urrCwePzvsldlsfILL7yAbdu2YcOGDZg8ebLUXlBQgF69euGjjz6q8Bx3d3eT1klED4dhh4hMxsHBQVpT809atmyJb7/9Fm5ublCpVJWO8fHxQUJCAl566aUKfX5+fsjIyEBGRoZ0def06dPIzc2Fv7+/UfU3a9YMCQkJGDJkyH3HtGnTBpGRkejWrRusrKzw9ttvS+fz3XffwcfHxyDk3c3GxgalpaVG1UZExuMCZSIyi7CwMLi4uKBPnz746aefkJaWhv3792Ps2LH4448/AAAzZszA/PnzERMTg/Pnz+P48eNYsmQJACAoKAgBAQEICwvD8ePH8csvv2DQoEHo2LEjWrdubVRN06dPxzfffIPp06cjNTUVJ0+erPRKTbt27bB9+3bMnDlT+pDBiIgI5OTkYMCAATh69CguXryIXbt2YciQIVLA8fHxQVJSEi5duoRr166hrKzMqDqJ6OEw7BCRWdjb2+PgwYPw8vLCK6+8Aj8/PwwbNgyFhYXSlZ7w8HAsWrQIy5YtQ9OmTdGzZ0+cP38eAKBQKLBlyxY888wzePHFFxEUFIR69erh22+/NbqmTp06YePGjdi6dStatGiBzp0745dffql0bIcOHbBt2zZMmTIFS5YsgYeHB37++WeUlpaia9euCAgIwPjx4+Hk5CS9Jff222/D0tIS/v7+cHV1RXp6utG1ElHVKYQQwtxFEBEREVUXXtkhIiIiWWPYISIiIllj2CEiIiJZY9ghIiIiWWPYISIiIllj2CEiIiJZY9ghIiIiWWPYISIiIllj2CEiIiJZY9ghIiIiWWPYISIiIllj2CEiIiJZ+3+GEULNEcVs5wAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df['PrecoTicket'].plot.hist(bins=5, edgecolor='yellow')\n", + "\n", + "plt.xlabel('PrecoTicket')\n", + "plt.ylabel('Quantidade')\n", + "plt.title('Distribuição do Preço dos Tikets')" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "contagem_passageiros = df['NumeroIrmaos'].value_counts()\n", + "contagem_passageiros.plot(kind='barh');\n" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " Numeros\n", + "0 1\n", + "1 81\n", + "2 88\n", + "3 54\n", + "4 34\n", + "5 27\n", + "6 9\n", + "7 70\n", + "8 88\n", + "9 20\n", + "10 19\n", + "11 53\n", + "12 71\n", + "13 72\n", + "14 6\n", + "15 35\n", + "16 40\n", + "17 46\n", + "18 19\n", + "19 2\n", + "20 45\n", + "21 65\n", + "22 36\n", + "23 77\n", + "24 35\n", + "25 10\n", + "26 88\n", + "27 94\n", + "28 69\n", + "29 46\n", + "30 56\n", + "31 89\n", + "32 79\n", + "33 96\n", + "34 81\n", + "35 74\n", + "36 67\n", + "37 91\n", + "38 43\n", + "39 86\n", + "40 83\n", + "41 39\n", + "42 15\n", + "43 41\n", + "44 43\n", + "45 38\n", + "46 26\n", + "47 2\n", + "48 95\n", + "49 98" + ] + }, + "execution_count": 101, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Criar um DataFrame a partir de um array NumPy\n", + "df = pd.DataFrame(array_50, columns=['Numeros'])\n", + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 10, 174, 68, 176, 168])" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Dobrar os números na lista usando métodos do NumPy\n", + "array_dobrado = np.multiply(array_5, 2)\n", + "\n", + "array_dobrado" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 10\n", + "1 174\n", + "2 68\n", + "3 176\n", + "4 168\n", + "Name: Numeros_dobrados, dtype: int32" + ] + }, + "execution_count": 103, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Criar uma série do Pandas a partir do array dobrado\n", + "serie_dobrada = pd.Series(array_dobrado, name='Numeros_dobrados')\n", + "serie_dobrada" + ] } ], "metadata": { From 00046ce5136a91f8bb85bbe4bb9837785476a5c5 Mon Sep 17 00:00:00 2001 From: CaroliisRibeiro Date: Wed, 25 Oct 2023 18:58:23 -0300 Subject: [PATCH 2/2] Atividade casa --- exercicios/para-casa/Descricao.md | 9 + exercicios/para-casa/atividade-casa.ipynb | 2911 + exercicios/para-casa/dados.csv | 76841 ++++++++++++++++ .../pesquisa-salarial-anominizada.csv | 190 + .../pesquisa-salarial-devs-no-twitter.csv | 1500 + material/aula_s12.ipynb | 4317 +- 6 files changed, 82719 insertions(+), 3049 deletions(-) create mode 100644 exercicios/para-casa/Descricao.md create mode 100644 exercicios/para-casa/atividade-casa.ipynb create mode 100644 exercicios/para-casa/dados.csv create mode 100644 exercicios/para-casa/pesquisa-salarial-anominizada.csv create mode 100644 exercicios/para-casa/pesquisa-salarial-devs-no-twitter.csv diff --git a/exercicios/para-casa/Descricao.md b/exercicios/para-casa/Descricao.md new file mode 100644 index 0000000..195d4dd --- /dev/null +++ b/exercicios/para-casa/Descricao.md @@ -0,0 +1,9 @@ +# DESCRIÇÃO DA BASE DE DADOS +##### Projeto da Semana 12 + + +# Pesquisa Nacional por Amostra de Domicílios - PNAD + +### Pesquisa Nacional por Amostra de Domicílios - 2015 + + A Pesquisa Nacional por Amostra de Domicílios - PNAD investiga anualmente, de forma permanente, características gerais da população, de educação, trabalho, rendimento e habitação e outras, com periodicidade variável, de acordo com as necessidades de informação para o país, como as características sobre migração, fecundidade, nupcialidade, saúde, segurança alimentar, entre outros temas. O levantamento dessas estatísticas constitui, ao longo dos 49 anos de realização da pesquisa, um importante instrumento para formulação, validação e avaliação de políticas orientadas para o desenvolvimento socioeconômico e a melhoria das condições de vida no Brasil. \ No newline at end of file diff --git a/exercicios/para-casa/atividade-casa.ipynb b/exercicios/para-casa/atividade-casa.ipynb new file mode 100644 index 0000000..bc5d2fb --- /dev/null +++ b/exercicios/para-casa/atividade-casa.ipynb @@ -0,0 +1,2911 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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UFSexoIdadeCorAnos de EstudoRendaAltura
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UFSexoIdadeCorAnos de EstudoRendaAltura
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UFSexoIdadeCorAnos de EstudoRendaAltura
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Sexo
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1235901566.847393900.00120000
\n", + "
" + ], + "text/plain": [ + " Renda \n", + " count mean median min max\n", + "Sexo \n", + "0 53250 2192.441596 1350.0 0 200000\n", + "1 23590 1566.847393 900.0 0 120000" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.groupby('Sexo').agg({\"Renda\" :['count','mean', 'median','min', 'max', ]})" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "# exemplo mais simples de gráfico:\n", + "import matplotlib.pyplot as plt\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Anos de Estudo\n", + "12 20848\n", + "16 10795\n", + "9 7980\n", + "5 6729\n", + "1 5849\n", + "6 4499\n", + "4 2891\n", + "8 2689\n", + "7 2445\n", + "11 2118\n", + "3 2101\n", + "10 1840\n", + "13 1836\n", + "15 1388\n", + "2 1388\n", + "14 1253\n", + "17 191\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Criação de um gráfico de barras: matplotlib + Pandas\n", + "# plot() + bar\n", + "contagem_pessoas= df['Anos de Estudo'].value_counts()\n", + "contagem_pessoas" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Distribuição de Anos de Estudo')" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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LRWrWrIl+/frhjz/+QLdu3TBo0CA0b94cjo6OiI+Px7Vr1zB48GCpfOvWrbFs2TJ89NFHaNy4MWrXro1nnnkGzz33HOrXr4/Ro0dj6tSpcHBwwOrVq+Hj42OUWBf16RMbG4vnn38ePXv2xKlTp7Br1y54e3sbxfY49x9VIVZrR0VkBkVNPosmJycn4evrK5599lmxePFio+bPRR5uPrp//37Rt29f4e/vL5ycnIS/v78YMmSI+OOPP4y227Ztm2jevLlwdHQ0agodGRkpWrRoUWJ8pTXN3rBhg4iJiRG1a9cWLi4uolevXsWaUQshxPz580XdunWFUqkUHTp0ECdOnKhQ02whhDh9+rTo37+/cHd3FwBESEiImDFjhrT+xo0bYuTIkcLb21vUrFlTdO/eXaSkpJTYJDw9PV28+OKLwsPDQzg7O4unnnpKbN++vcRzftjt27fFhAkThJeXl6hRo4bo3bu3yMzMLNb0WAghrl27JsaPHy8CAgJE9erVha+vr+jWrZv48ssvS91/cnKyAGB0bg+7ePGiACAmTZokhPinaXaNGjWKlSupafHNmzfFpEmThL+/v6hevboIDg4Wc+fONWpSXNF7yBqfT5GymmYHBgYKIYTQarVi/PjxomnTpqJGjRpCpVKJiIgIsWnTJqN9Xb16VfTq1Uu4ubkJAEb3Y3JysoiIiBBOTk6ifv36YsGCBcWaZgshREFBgZg9e7bw8/MTLi4uokuXLuL06dNmv/+oalAI8dB7ZiKyO1FRUXjnnXfw3HPPWTsUIiKz4/s5oiqgd+/eJX69QERkD1hnhsiObdiwAfn5+fjuu+9Qu3Zta4dDRFQp+GaGyI6dOXMGb7zxBq5cuYK3337b2uEQEVUK1pkhIiIiWeObGSIiIpI1JjNEREQka3ZfAbiwsBB//fUX3NzczN4lPREREVUOIQRu3rwJf3//cjtHtPtk5q+//iq1V1AiIiKybZmZmahXr16ZZew+mSkaHC4zMxPu7u5WjoaIiIgqQq/XIyAgwGiQ19LYfTJT9NWSu7s7kxkiIiKZqUgVEVYAJiIiIlljMkNERESyZvdfMxXRaDSoWbMmAMDb2xv169e3ckRERERkDlUmmYmMjJR+dnF1Rsq580xoiIiI7IBVv2ZKSkpC79694e/vD4VCga1btxqtVygUJU5z5841+Vg9VwCjfwH6fgXcvnUHWq3WTGdBRERE1mTVZCY/Px+hoaFYsmRJieuzsrKMptWrV0OhUOCFF14w+VhewYBfOODd9HGjJiIiIlti1a+Z1Go11Gp1qet9fX2N5rdt24auXbuiYcOGlR0aERERyYRs6sxcu3YNO3bswNq1a8ssZzAYYDAYpHm9Xl/ZoREREZEVyaZp9tq1a+Hm5oYBAwaUWS42NhYqlUqaOJQBERGRfZNNMrN69WoMHToUzs7OZZaLiYmBTqeTpszMTAtFSERERNYgi6+ZfvrpJ5w/fx7ffvttuWWVSiWUSqUFoiIiIiJbIIs3M6tWrULr1q0RGhpq7VCIiIjIxlj1zUxeXh7S0tKk+YyMDGg0Gnh6ekod2un1enz33XeYP3/+Yx0rJxVwqgloUx5rN0RERGRjrJrMnDhxAl27dpXmJ0+eDACIjo5GXFwcAGDjxo0QQmDIkCGPdaydr/7/zy6uzvD29n6s/REREZFtUAghhLWDqEx6vR4qlQqJiYkcm4mIiEgmip7fOp0O7u7uZZaVRQVgcwgLCyv3wyAiIiL5kUUFYCIiIqLSMJkhIiIiWWMyQ0RERLLGZIaIiIhkjckMERERyRqTGSIiIpI1JjNEREQka1WmnxmNRiN1mlfZ2CkfERGR5VSZZCYyMtJix3JxdUbKufNMaIiIiCzAqslMUlIS5s6di+TkZGRlZSE+Ph79+vUrsexrr72GFStWYOHChZg4caLJx+q5AvBr9XjxVoQ2Bdg2/A60Wi2TGSIiIguwajKTn5+P0NBQjBo1CgMGDCi1XHx8PI4ePQp/f/9HPpZXMOAX/sibExERkY2yajKjVquhVqvLLHPlyhW8+eab2LNnD3r16mWhyIiIiEgubLo1U2FhIYYNG4apU6eiRYsW1g6HiIiIbJBNVwD+5JNP4OjoiAkTJlR4G4PBAIPBIM3r9frKCI2IiIhshM2+mUlOTsbixYsRFxcHhUJR4e1iY2OhUqmkKSAgoBKjJCIiImuz2WTmp59+QnZ2NurXrw9HR0c4Ojri0qVLmDJlCoKCgkrdLiYmBjqdTpoyMzMtFzQRERFZnM1+zTRs2DBERUUZLevevTuGDRuGkSNHlrqdUqmEUqms7PCIiIjIRlg1mcnLy0NaWpo0n5GRAY1GA09PT9SvXx9eXl5G5atXrw5fX1+EhIRYOlQiIiKyUVZNZk6cOIGuXbtK85MnTwYAREdHIy4uzqzHykkFnCwwmoE2pfKPQURERP9PIYQQ1g6iMun1eqhUKosek8MZEBERPZ6i57dOp4O7u3uZZW22zoy5JSYmcqBJIiIiO1RlkpmwsLByMzsiIiKSH5ttmk1ERERUEUxmiIiISNaYzBAREZGsMZkhIiIiWWMyQ0RERLLGZIaIiIhkjckMERERyVqV6WdGo9FYrNO8B7EDPSIiospVZZKZyMhIqxyXQxsQERFVLptPZmJjY7FlyxakpKTAxcUF7du3xyeffGLyyNk9VwB+rSopyFJoU4Btw+9Aq9UymSEiIqokNp/MJCYmYvz48Wjbti3u37+P9957D8899xzOnj2LGjVqVHg/XsGAX3glBkpERERWYfPJzO7du43m4+LiULt2bSQnJ6Nz585WioqIiIhshc0nMw/T6XQAAE9PzxLXGwwGGAwGaV6v11skLiIiIrIOWTXNLiwsxMSJE9GhQwc88cQTJZaJjY2FSqWSpoCAAAtHSURERJYkq2Rm/PjxOH36NDZu3FhqmZiYGOh0OmnKzMy0YIRERERkabL5mumNN97A9u3bkZSUhHr16pVaTqlUQqlUWjAyIiIisiabT2aEEHjzzTcRHx+PhIQENGjQwNohERERkQ2x+WRm/Pjx+Oabb7Bt2za4ubnh6tWrAACVSgUXFxcrR0dERETWZvPJzLJlywAAXbp0MVq+Zs0ajBgxosL7yUkFnCw8moE2xbLHIyIiqopsPpkRQphlPztfNctuTObi6gxvb2/rHJyIiKgKsPlkxlwSExM50CQREZEdqjLJTFhYGNzd3a0dBhEREZmZrPqZISIiInoYkxkiIiKSNSYzREREJGtMZoiIiEjWmMwQERGRrDGZISIiIlljMkNERESyVmX6mdFoNOw0j4iIyA5VmWQmMjLSKsd1cXVGyrnzTGiIiIgqiVWTmaSkJMydOxfJycnIyspCfHw8+vXrJ60fMWIE1q5da7RN9+7dsXv3bpOP1XMF4NfqcSM2jTYF2Db8DrRaLZMZIiKiSmLVZCY/Px+hoaEYNWoUBgwYUGKZHj16YM2aNdK8Uql8pGN5BQN+4Y+0KREREdkwqyYzarUaarW6zDJKpRK+vr4WioiIiIjkxuZbMyUkJKB27doICQnBuHHjkJOTU2Z5g8EAvV5vNBEREZH9sulkpkePHvjqq6+wf/9+fPLJJ0hMTIRarUZBQUGp28TGxkKlUklTQECABSMmIiIiS7Pp1kyDBw+Wfn7yySfRsmVLNGrUCAkJCejWrVuJ28TExGDy5MnSvF6vZ0JDRERkx2z6zczDGjZsCG9vb6SlpZVaRqlUwt3d3WgiIiIi+yWrZObPP/9ETk4O/Pz8rB0KERER2Qirfs2Ul5dn9JYlIyMDGo0Gnp6e8PT0xOzZs/HCCy/A19cX6enpeOedd9C4cWN0797dilETERGRLbFqMnPixAl07dpVmi+q6xIdHY1ly5bht99+w9q1a5Gbmwt/f38899xz+Pe///1Ifc3kpAJOFh7NQJti2eMRERFVRQohhLB2EJVJr9dDpVJZ7fgczoCIiMh0Rc9vnU5Xbv1Xm27NZE6JiYkcaJKIiMgOVZlkJiwsjC2biIiI7JCsWjMRERERPYzJDBEREckakxkiIiKSNSYzREREJGtMZoiIiEjWmMwQERGRrDGZISIiIlmrMv3MaDQaq3SaZwp2sEdERGS6KpPMREZGWjuEcnHoAyIiItNZNZlJSkrC3LlzkZycjKysLMTHx6Nfv37S+lmzZmHjxo3IzMyEk5MTWrdujY8//hgREREmH6vnCsCvlRmDNzNtCrBt+B1otVomM0RERCawajKTn5+P0NBQjBo1CgMGDCi2vkmTJvjiiy/QsGFD3L59GwsXLsRzzz2HtLQ0+Pj4mHQsr2DAL9xckRMREZGtsGoyo1aroVarS13/8ssvG80vWLAAq1atwm+//YZu3bpVdnhEREQkA7KpM3P37l18+eWXUKlUCA0NLbWcwWCAwWCQ5vV6vSXCIyIiIiux+abZ27dvR82aNeHs7IyFCxdi79698Pb2LrV8bGwsVCqVNAUEBFgwWiIiIrI0m09munbtCo1Gg8OHD6NHjx4YNGgQsrOzSy0fExMDnU4nTZmZmRaMloiIiCzN5pOZGjVqoHHjxnj66aexatUqODo6YtWqVaWWVyqVcHd3N5qIiIjIftl8MvOwwsJCozoxREREVLVZtQJwXl4e0tLSpPmMjAxoNBp4enrCy8sLH3/8Mfr06QM/Pz9otVosWbIEV65cwcCBA00+Vk4q4GTDHQBrU6wdARERkTxZNZk5ceIEunbtKs1PnjwZABAdHY3ly5cjJSUFa9euhVarhZeXF9q2bYuffvoJLVq0MPlYO181W9iVxsXVuczKzURERFScQgghrB1EZdLr9VCpVEhMTOTYTERERDJR9PzW6XTl1n+VTT8zjyssLIyVgYmIiOyQ7CoAExERET2IyQwRERHJGpMZIiIikjUmM0RERCRrTGaIiIhI1pjMEBERkawxmSEiIiJZqzL9zGg0GnaaR0REZIeqTDITGRlp7RDK5eLqjJRz55nQEBERmcCqyUxSUhLmzp2L5ORkZGVlIT4+Hv369ZPWCyEwc+ZMrFy5Erm5uejQoQOWLVuG4OBgk4/VcwXg18qMwZuZNgXYNvwOtFotkxkiIiITWDWZyc/PR2hoKEaNGoUBAwYUW//pp5/is88+w9q1a9GgQQPMmDED3bt3x9mzZ+Hs7GzSsbyCAb9wc0VOREREtsKqyYxarYZarS5xnRACixYtwvvvv4++ffsCAL766ivUqVMHW7duxeDBgy0ZKhEREdkom23NlJGRgatXryIqKkpaplKpEBERgSNHjlgxMiIiIrIlNlsB+OrVqwCAOnXqGC2vU6eOtK4kBoMBBoNBmtfr9ZUTIBEREdkEm30z86hiY2OhUqmkKSAgwNohERERUSWy2WTG19cXAHDt2jWj5deuXZPWlSQmJgY6nU6aMjMzKzVOIiIisi6bTWYaNGgAX19f7N+/X1qm1+tx7NgxtGvXrtTtlEol3N3djSYiIiKyX1atM5OXl4e0tDRpPiMjAxqNBp6enqhfvz4mTpyIjz76CMHBwVLTbH9/f6O+aIiIiKhqs2oyc+LECXTt2lWanzx5MgAgOjoacXFxeOedd5Cfn4+xY8ciNzcXHTt2xO7du03uYwYAclIBJxsezUCbYu0IiIiI5EkhhBDWDqIy6fV6qFQqa4dRIRzOgIiI6B9Fz2+dTldulRGbbZptbomJiRxokoiIyA5VmWQmLCyMlYGJiIjskM22ZiIiIiKqCCYzREREJGtMZoiIiEjWmMwQERGRrDGZISIiIll7pNZMubm5WLVqFc6dOwcAaNGiBUaNGiWb/lyIiIjIfpj8ZubEiRNo1KgRFi5ciOvXr+P69etYsGABGjVqhJMnT1ZGjERERESlMrkH4E6dOqFx48ZYuXIlHB3/ebFz//59jBkzBhcuXEBSUlKlBPqoinoQlEOneaVhZ3pERFTVmNIDsMnJjIuLC06dOoWmTZsaLT979izatGmDW7dumR5xJZLTcAal4TAHRERU1VTqcAbu7u64fPlysWQmMzMTbm5upu6uXMuWLcOyZctw8eJFAP/Uz/nggw+gVqtN2k/PFYBfK7OHV+m0KcC24Xeg1WqZzBAREZXA5GTmpZdewujRozFv3jy0b98eAHDo0CFMnToVQ4YMMXuA9erVw5w5cxAcHAwhBNauXYu+ffvi1KlTaNGiRYX34xUM+IWbPTwiIiKyMpOTmXnz5kGhUGD48OG4f/8+AKB69eoYN24c5syZY/YAe/fubTT/8ccfY9myZTh69KhJyQwRERHZJ5OTGScnJyxevBixsbFIT08HADRq1Aiurq5mD+5hBQUF+O6775Cfn4927dqVWMZgMMBgMEjzer2+0uMiIiIi63nkUbNdXV3x5JNPmjOWUv3+++9o164d7ty5g5o1ayI+Ph7NmzcvsWxsbCxmz55tkbiIiIjI+iqUzAwYMKDCO9yyZcsjB1OakJAQaDQa6HQ6bN68GdHR0UhMTCwxoYmJicHkyZOleb1ej4CAALPHRERERLahQsnMg02bhRCIj4+HSqVCmzZtAADJycnIzc01KekxhZOTExo3bgwAaN26NY4fP47FixdjxYoVxcoqlUoolcpKiYOIiIhsT4WSmTVr1kg/T5s2DYMGDcLy5cvh4OAA4J+6LK+//nq57cDNpbCw0KheDBEREVVdJteZWb16NX7++WcpkQEABwcHTJ48Ge3bt8fcuXPNGmBMTAzUajXq16+Pmzdv4ptvvkFCQgL27Nlj1uMQERGRPJmczNy/fx8pKSkICQkxWp6SkoLCwkKzBVYkOzsbw4cPR1ZWFlQqFVq2bIk9e/bg2WefNWk/OamAkwxHM9CmWDsCIiIi22ZyMjNy5EiMHj0a6enpeOqppwAAx44dw5w5czBy5EizB7hq1Sqz7Gfnq2bZjVW4uDrD29vb2mEQERHZpEfqNM/X1xfz589HVlYWAMDPzw9Tp07FlClTzB6guXCgSSIiIvtk8kCTDyrqkM5SFX8fhSkDVREREZFtqNSBJh/E5ICIiIiszeRkpkGDBlAoFKWuv3DhwmMFRERERGQKk5OZiRMnGs3fu3cPp06dwu7duzF16lRzxUVERERUISYnM2+99VaJy5csWYITJ048dkBEREREpqhmrh2p1Wp8//335todERERUYWYLZnZvHkzPD09zbU7IiIiogox+WumVq1aGVUAFkLg6tWr+Pvvv7F06VKzBkdERERUHpOTmb59+xolM9WqVYOPjw+6dOmCpk2bmjU4c9JoNOw0j4iIyA49Vqd5clDU6Y6cubg6I+XceSY0RERUZVRqp3kODg7IyspC7dq1jZbn5OSgdu3aKCgoqPC+kpKSMHfuXCQnJyMrKwvx8fHo16+ftH7Lli1Yvnw5kpOTcf36dZw6dQphYWGmhgwA6LkC8Gv1SJtalTYF2Db8DrRaLZMZIiKiEpiczJT2IsdgMMDJycmkfeXn5yM0NBSjRo3CgAEDSlzfsWNHDBo0CK+88oqpoRrxCgb8wh9rF0RERGSDKpzMfPbZZwAAhUKB//73v0b1TwoKCpCUlGRynRm1Wg21Wl3q+mHDhgEALl68aNJ+iYiIqOqocDKzcOFCAP+8mVm+fDkcHBykdU5OTggKCsLy5cvNH6GJDAYDDAaDNF80GCYRERHZpwonMxkZGQCArl27YsuWLahVq1alBfU4YmNjMXv2bGuHQURERBZicqd5Bw8eNEpkCgoKoNFocOPGDbMG9qhiYmKg0+mkKTMz09ohERERUSUyOZmZOHEiVq1aBeCfRKZz584IDw9HQEAAEhISzB2fyZRKJdzd3Y0mIiIisl8mJzPfffcdQkNDAQD/+9//cPHiRaSkpGDSpEmYPn262QMkIiIiKovJTbNzcnLg6+sLANi5cycGDhyIJk2aYNSoUVi8eLFJ+8rLy0NaWpo0n5GRAY1GA09PT9SvXx/Xr1/H5cuX8ddffwEAzp8/DwDw9fWVYiAiIqKqzeRkpk6dOjh79iz8/Pywe/duLFu2DABw69YtoxZOFXHixAl07dpVmp88eTIAIDo6GnFxcfjhhx8wcuRIaf3gwYMBADNnzsSsWbNMOlZOKuAkw9EMtCnWjoCIiMi2mZzMjBw5EoMGDYKfnx8UCgWioqIAAMeOHTO5n5kuXbqU2gkfAIwYMQIjRowwNcQS7XzVLLuxChdXZ3h7e1s7DCIiIptkcjIza9YsPPHEE8jMzMTAgQOhVCoB/DPMwbvvvmv2AM0lMTGRA00SERHZoSoz0GRFBqoiIiIi22DK87vCrZl69uwJnU4nzc+ZMwe5ubnSfE5ODpo3b256tERERESPocLJzJ49e4yGCfjPf/6D69evS/P379+XWhsRERERWUqFk5mHv42y82+niIiISCZM7jSPiIiIyJZUOJlRKBRQKBTFlhERERFZU4WbZgshMGLECKkp9p07d/Daa6+hRo0aAGBUn4aIiIjIUiqczERHRxvN/+tf/ypWZvjw4Y8fUSXRaDSy7WemLOyDhoiIqroq08+MvXJxdUbKufNMaIiIyK6Y0s+MyT0Ay1XPFYBfK2tHYV7aFGDb8DvQarVMZoiIqMqy+WQmKCgIly5dKrb89ddfx5IlSyq8H69gwC/cnJERERGRLbD5ZOb48eMoKCiQ5k+fPo1nn30WAwcOtGJUREREZCtsPpnx8fExmp8zZw4aNWqEyMhIK0VEREREtsTmk5kH3b17F+vWrcPkyZNL7ePGYDAYNRPX6/WWCo+IiIis4JF6AP7666/RoUMH+Pv7S/VZFi1ahG3btpk1uIdt3boVubm5GDFiRKllYmNjoVKppCkgIKBSYyIiIiLrMjmZWbZsGSZPnoyePXsiNzdXqs/i4eGBRYsWmTs+I6tWrYJarYa/v3+pZWJiYqDT6aQpMzOzUmMiIiIi6zI5mfn888+xcuVKTJ8+HQ4ODtLyNm3a4PfffzdrcA+6dOkS9u3bhzFjxpRZTqlUwt3d3WgiIiIi+2VyMpORkYFWrYp32KJUKpGfn2+WoEqyZs0a1K5dG7169aq0YxAREZH8mFwBuEGDBtBoNAgMDDRavnv3bjRr1sxsgT2osLAQa9asQXR0NBwdH63Ock4q4GRnoxloU6wdARERkfWZnBlMnjwZ48ePx507dyCEwC+//IINGzYgNjYW//3vfysjRuzbtw+XL1/GqFGjHnkfO181Y0A2xMXVGd7e3tYOg4iIyGoeaWym9evXY9asWUhPTwcA+Pv7Y/bs2Rg9erTZA3xcRWM7JCYmcqBJIiIimTBlbKbHGmjy1q1byMvLQ+3atR91F5XOlA+DiIiIbIPFBpp0dXWFq6vr4+yCiIiI6LFUKJlp1apVqT3uPuzkyZOPFRARERGRKSqUzPTr10/6+c6dO1i6dCmaN2+Odu3aAQCOHj2KM2fO4PXXX6+UIImIiIhKU6FkZubMmdLPY8aMwYQJE/Dvf/+7WBn2tktERESWZnIFYJVKhRMnTiA4ONhoeWpqKtq0aQOdTmfWAB8XKwATERHJjynPb5N7AHZxccGhQ4eKLT906BCcnZ1N3R0RERHRYzG5NdPEiRMxbtw4nDx5Ek899RQA4NixY1i9ejVmzJhh9gCJiIiIyvJI/cxs2rQJixcvxrlz5wAAzZo1w1tvvYVBgwaZPcDHZe+d5pWGnekREZGcWazTPDko+jCqGhdXZ6ScO8+EhoiIZMlineZVtoKCAsyaNQvr1q3D1atX4e/vjxEjRuD999+vcL83RXquAPyKD/Ztl7QpwLbhd6DVapnMEBGR3bPpZOaTTz7BsmXLsHbtWrRo0QInTpzAyJEjoVKpMGHCBJP25RUM+IVXUqBERERkNTadzBw+fBh9+/ZFr169AABBQUHYsGEDfvnlFytHRkRERLbC5KbZltS+fXvs378ff/zxBwDg119/xc8//wy1Wm3lyIiIiMhWPPabmYKCAvz+++8IDAxErVq1zBGT5N1334Ver0fTpk3h4OCAgoICfPzxxxg6dGip2xgMBhgMBmler9ebNSYiIiKyLSa/mZk4cSJWrVoF4J9EJjIyEuHh4QgICEBCQoJZg9u0aRPWr1+Pb775BidPnsTatWsxb948rF27ttRtYmNjoVKppCkgIMCsMREREZFtMTmZ2bx5M0JDQwEA//vf/5CRkYGUlBRMmjQJ06dPN2twU6dOxbvvvovBgwfjySefxLBhwzBp0iTExsaWuk1MTAx0Op00cbwoIiIi+2ZyMqPVauHr6wsA2LlzJwYOHIgmTZpg1KhR+P33380a3K1bt1CtmnGIDg4OKCwsLHUbpVIJd3d3o4mIiIjsl8nJTJ06dXD27FkUFBRg9+7dePbZZwH8k3g4ODiYNbjevXvj448/xo4dO3Dx4kXEx8djwYIF6N+/v1mPQ0RERPJlcgXgkSNHYtCgQfDz84NCoUBUVBSAf8Znatq0qVmD+/zzzzFjxgy8/vrryM7Ohr+/P1599VV88MEHJu8rJxVwqiKjGWhTrB0BERGR5TzScAabN29GZmYmBg4ciHr16gEA1q5dCw8PD/Tt29fsQT4ODmfAHoCJiEh+ODbTAzjQJBERkfxU+thMiYmJmDdvnjRqdvPmzTF16lR06tTpUXZnEWFhYawMTEREZIdMrgC8bt06REVFwdXVFRMmTMCECRPg4uKCbt264ZtvvqmMGImIiIhKZfLXTM2aNcPYsWMxadIko+ULFizAypUrpbc1tsKU11RERERkG0x5fpv8ZubChQvo3bt3seV9+vRBRkaGqbsjIiIieiwmJzMBAQHYv39/seX79u3j0AFERERkcSZXAJ4yZQomTJgAjUaD9u3bAwAOHTqEuLg4LF682OwBEhEREZXF5GRm3Lhx8PX1xfz587Fp0yYA/9Sj+fbbb22ujxkiIiKyf1WmnxlWACYiIpKPSu9nBgDu3r2L7OzsYoM+2mpHbRqNpkp1mlcSdqRHRET2yORkJjU1FaNGjcLhw4eNlgshoFAoUFBQYLbgzCkyMtLaIVgdhzggIiJ7ZHIyM2LECDg6OmL79u3SYJOWMmfOHMTExOCtt97CokWLTNq25wrAr1XlxCUH2hRg2/A70Gq1TGaIiMiumJzMaDQaJCcnm32E7PIcP34cK1asQMuWLR9pe69gwC/czEERERGR1Zncz0zz5s2h1WorI5ZS5eXlYejQoVi5ciVq1apl0WMTERGRbTM5mfnkk0/wzjvvICEhATk5OdDr9UZTZRg/fjx69eqFqKiocssaDAaLxERERES2weSvmYoSim7duhktr6wKwBs3bsTJkydx/PjxCpWPjY3F7NmzzRoDERER2S6Tk5mDBw9WRhwlyszMxFtvvYW9e/fC2dm5QtvExMRg8uTJ0rxer+cwC0RERHbM5GSmrCbOp0+ffqxgHpacnIzs7GyEh/9/zd2CggIkJSXhiy++gMFggIODg9E2SqUSSqXSrHEQERGR7XrkTvOK3Lx5Exs2bMB///tfJCcnm/Vrpm7duuH33383WjZy5Eg0bdoU06ZNK5bIEBERUdXzyMlMUlISVq1ahe+//x7+/v4YMGAAlixZYs7Y4ObmhieeeMJoWY0aNeDl5VVsOREREVVNJiUzV69eRVxcHFatWgW9Xo9BgwbBYDBg69ataN68eWXFaBY5qYBTFR7NQJti7QiIiIgqR4UHmuzduzeSkpLQq1cvDB06FD169ICDgwOqV6+OX3/91WaTmaKBqojDGRARkXxUykCTu3btwoQJEzBu3DgEBwc/dpCWlpiYyIEmOdAkERHZoQonMz///DNWrVqF1q1bo1mzZhg2bBgGDx5cmbGZVVhYWLmZHREREclPhXsAfvrpp7Fy5UpkZWXh1VdfxcaNG+Hv74/CwkLs3bsXN2/erMw4iYiIiEpU4TozJTl//jxWrVqFr7/+Grm5uXj22Wfxww8/mDO+x2bKd25ERERkG0x5fps8NtODQkJC8Omnn+LPP//Ehg0bHmdXRERERI/ksd7MyAHfzBAREcmPxd7MEBEREVkbkxkiIiKSNSYzREREJGuPPdCkXGg0mirfaZ6tYSd+RERkDlUmmYmMjLR2CPQQDq9ARETmYPPJzJUrVzBt2jTs2rULt27dQuPGjbFmzRq0adPGpP30XAH4taqkIMlk2hRg2/A70Gq1TGaIiOix2HQyc+PGDXTo0AFdu3bFrl274OPjg9TUVNSqVcvkfXkFA37hlRAkERERWZVNJzOffPIJAgICsGbNGmlZgwYNrBgRERER2Rqbbs30ww8/oE2bNhg4cCBq166NVq1aYeXKlWVuYzAYoNfrjSYiIiKyXzadzFy4cAHLli1DcHAw9uzZg3HjxmHChAlYu3ZtqdvExsZCpVJJU0BAgAUjJiIiIkuz6eEMnJyc0KZNGxw+fFhaNmHCBBw/fhxHjhwpcRuDwQCDwSDN6/V6BAQEYNgBILBzpYdMFZR1Elj1FJCcnIzwcFZmIiIiY3YznIGfnx+aN29utKxZs2a4fPlyqdsolUq4u7sbTURERGS/bDqZ6dChA86fP2+07I8//kBgYKCVIiIiIiJbY9PJzKRJk3D06FH85z//QVpaGr755ht8+eWXGD9+vLVDIyIiIhth002z27Zti/j4eMTExODDDz9EgwYNsGjRIgwdOtTkfeWkAk4czcBmaFOsHQEREdkLm64AbA5FFYjI9nA4AyIiKo0pFYBt+s2MOSUmJnKgSRvDgSaJiMgcqkwyExYWxpZNREREdsimKwATERERlYfJDBEREckakxkiIiKSNSYzREREJGtMZoiIiEjWmMwQERGRrFWZptkajYb9zJCEfdwQEdmPKpPMREZGWjsEsiHsfZiIyH5UmWSm5wrAr5W1oyBboE0Btg2/A61Wy2SGiMgO2Hwyk5SUhLlz5yI5ORlZWVmIj49Hv379TN6PVzDgF27++IiIiMi6bL4CcH5+PkJDQ7FkyRJrh0JEREQ2yObfzKjVaqjVamuHQURERDbK5pMZUxkMBhgMBmler9dbMRoiIiKqbDb/NZOpYmNjoVKppCkgIMDaIREREVElsrtkJiYmBjqdTpoyMzOtHRIRERFVIrv7mkmpVEKpVFo7DCIiIrIQu3szQ0RERFWLzb+ZycvLQ1pamjSfkZEBjUYDT09Pkzo8y0kFnDiaAeGfTvOIiMh+KIQQwtpBlCUhIQFdu3Yttjw6OhpxcXHlbq/X66FSqSohMpIzDmdARGTbip7fOp0O7u7uZZa1+TczXbp0gTnyrcTERA40SRIONElEZD9sPpkxl7CwsHIzOyIiIpIfVgAmIiIiWWMyQ0RERLLGZIaIiIhkjckMERERyRqTGSIiIpI1JjNEREQka0xmiIiISNaqTD8zGo2GneZRpWAHfERE1lVlkpnIyEhrh0B2ikMjEBFZl80nM7NmzcLs2bONloWEhCAlxbTRAnuuAPxamTMyon8Grdw2/A60Wi2TGSIiK7H5ZAYAWrRogX379knzjo6mh+0VDPiFmzMqIiIisgWySGYcHR3h6+tr7TCIiIjIBsmiNVNqair8/f3RsGFDDB06FJcvX7Z2SERERGQjbP7NTEREBOLi4hASEoKsrCzMnj0bnTp1wunTp+Hm5lasvMFggMFgkOb1er0lwyUiIiILs/lkRq1WSz+3bNkSERERCAwMxKZNmzB69Ohi5WNjY4tVGCYiIiL7JYuvmR7k4eGBJk2aIC0trcT1MTEx0Ol00pSZmWnhCImIiMiSZJfM5OXlIT09HX5+fiWuVyqVcHd3N5qIiIjIftl8MvP2228jMTERFy9exOHDh9G/f384ODhgyJAh1g6NiIiIbIDN15n5888/MWTIEOTk5MDHxwcdO3bE0aNH4ePjY9J+clIBJ45mQGamNa3vRiIiqgQKIYSwdhCVSa/XQ6VSWTsMsmMczoCIyPyKnt86na7cKiM2/2bGXBITEznQJFUKDjRJRGRdVSaZCQsLY2VgIiIiO2TzFYCJiIiIysJkhoiIiGSNyQwRERHJGpMZIiIikjUmM0RERCRrTGaIiIhI1pjMEBERkaxVmX5mNBoNO80ju8GO+oiI/l+VSWYiIyOtHQKR2XAIBSKi/2fzyczNmzcxY8YMxMfHIzs7G61atcLixYvRtm1bk/bTcwXg16qSgiSyIG0KsG34HWi1WiYzRESQQTIzZswYnD59Gl9//TX8/f2xbt06REVF4ezZs6hbt26F9+MVDPiFV2KgREREZBU2XQH49u3b+P777/Hpp5+ic+fOaNy4MWbNmoXGjRtj2bJl1g6PiIiIbIBNv5m5f/8+CgoK4OzsbLTcxcUFP//8c4nbGAwGGAwGaV6v11dqjERERGRdNv1mxs3NDe3atcO///1v/PXXXygoKMC6detw5MgRZGVllbhNbGwsVCqVNAUEBFg4aiIiIrIkm05mAODrr7+GEAJ169aFUqnEZ599hiFDhqBatZJDj4mJgU6nk6bMzEwLR0xERESWZNNfMwFAo0aNkJiYiPz8fOj1evj5+eGll15Cw4YNSyyvVCqhVCotHCURERFZi82/mSlSo0YN+Pn54caNG9izZw/69u1r7ZCIiIjIBtj8m5k9e/ZACIGQkBCkpaVh6tSpaNq0KUaOHGnt0IiIiMgG2Hwyo9PpEBMTgz///BOenp544YUX8PHHH6N69eom7ScnFXDiaAZkB7Qp1o6AiMi2KIQQwtpBVCa9Xg+VSmXtMIjMisMZEJG9K3p+63Q6uLu7l1nW5t/MmEtiYiIHmiS7wYEmiYj+X5VJZsLCwsrN7IiIiEh+ZNOaiYiIiKgkTGaIiIhI1pjMEBERkawxmSEiIiJZYzJDREREssZkhoiIiGSNyQwRERHJWpXpZ0aj0bDTPCI7wU4DiehBVSaZiYyMtHYIRGQmHM6BiB5k1WQmKSkJc+fORXJyMrKyshAfH49+/foZlTl37hymTZuGxMRE3L9/H82bN8f3339v8h+xnisAv1ZmDJ6IrEKbAmwbfgdarZbJDBEBsHIyk5+fj9DQUIwaNQoDBgwotj49PR0dO3bE6NGjMXv2bLi7u+PMmTNwdnY2+VhewYBfuDmiJiIiIlti1WRGrVZDrVaXun769Ono2bMnPv30U2lZo0aNLBEaERERyYTNtmYqLCzEjh070KRJE3Tv3h21a9dGREQEtm7dWuZ2BoMBer3eaCIiIiL7ZbPJTHZ2NvLy8jBnzhz06NEDP/74I/r3748BAwYgMTGx1O1iY2OhUqmkKSAgwIJRExERkaXZbDJTWFgIAOjbty8mTZqEsLAwvPvuu3j++eexfPnyUreLiYmBTqeTpszMTEuFTERERFZgs02zvb294ejoiObNmxstb9asGX7++edSt1MqlVAqlZUdHhEREdkIm30z4+TkhLZt2+L8+fNGy//44w8EBgZaKSoiIiKyNVZ9M5OXl4e0tDRpPiMjAxqNBp6enqhfvz6mTp2Kl156CZ07d0bXrl2xe/du/O9//0NCQoL1giYiIiKbYtVk5sSJE+jatas0P3nyZABAdHQ04uLi0L9/fyxfvhyxsbGYMGECQkJC8P3336Njx44mHysnFXDiaAZEsqdNsXYERGRrFEIIYe0gKpNer4dKpbJ2GERkRhzOgMj+FT2/dTod3N3dyyxrsxWAzS0xMZEDTRLZCQ40SUQPqjLJTFhYWLmZHREREcmPzbZmIiIiIqoIJjNEREQka0xmiIiISNaYzBAREZGsMZkhIiIiWWMyQ0RERLJWZZpmazQa9jNDRERkRrbS51OVSWYiIyOtHQIREZFdsZXeuKtMMtNzBeDXytpREBER2QdtCrBt+B1otdqqncwkJSVh7ty5SE5ORlZWFuLj49GvXz8AwL179/D+++9j586duHDhAlQqFaKiojBnzhz4+/ubfCyvYMAv3MwnQERERFZn1QrA+fn5CA0NxZIlS4qtu3XrFk6ePIkZM2bg5MmT2LJlC86fP48+ffpYIVIiIiKyVVZ9M6NWq6FWq0tcp1KpsHfvXqNlX3zxBZ566ilcvnzZ6q+0iIiIyDbIqs6MTqeDQqGAh4dHqWUMBgMMBoM0r9frLRAZERERWYts+pm5c+cOpk2bhiFDhpQ5+nVsbCxUKpU0BQQEWDBKIiIisjRZJDP37t3DoEGDIITAsmXLyiwbExMDnU4nTZmZmRaKkoiIiKzB5r9mKkpkLl26hAMHDpT5VgYAlEollEqlhaIjIiIia7PpZKYokUlNTcXBgwfh5eVl7ZCIiIjIxlg1mcnLy0NaWpo0n5GRAY1GA09PT/j5+eHFF1/EyZMnsX37dhQUFODq1asAAE9PTzg5OZl0rJxUwImjGRAREZmFNsXaETxAWNHBgwcFgGJTdHS0yMjIKHEdAHHw4MEKH0On05W6H06cOHHixInTo08urs7i0qVLlZIjFD2/dTpduWWt+mamS5cuEEKUur6sdaZKTEzkQJNERERmxIEmLSwsLKzcysNEREQkP7Jomk1ERERUGiYzREREJGt2/zVTUb0bDmtAREQkH0XP7YrUn7X7ZCYnJwcAOKwBERGRDN28eRMqlarMMnafzHh6egIALl++XO6HIVd6vR4BAQHIzMy0y0rO9n5+AM/RHtj7+QE8R3sgp/MTQuDmzZvw9/cvt6zdJzPVqv1TLUilUtn8hXtc7u7udn2O9n5+AM/RHtj7+QE8R3sgl/Or6EsIVgAmIiIiWWMyQ0RERLJm98mMUqnEzJkz7XokbXs/R3s/P4DnaA/s/fwAnqM9sNfzUwhzjhlAREREZGF2/2aGiIiI7BuTGSIiIpI1JjNEREQka0xmiIiISNbsPplZsmQJgoKC4OzsjIiICPzyyy/WDqmY2NhYtG3bFm5ubqhduzb69euH8+fPG5Xp0qULFAqF0fTaa68Zlbl8+TJ69eoFV1dX1K5dG1OnTsX9+/eNyiQkJCA8PBxKpRKNGzdGXFxcZZ8eAGDWrFnF4m/atKm0/s6dOxg/fjy8vLxQs2ZNvPDCC7h27ZrRPmz5/AAgKCio2DkqFAqMHz8egPyuYVJSEnr37g1/f38oFAps3brVaL0QAh988AH8/Pzg4uKCqKgopKamGpW5fv06hg4dCnd3d3h4eGD06NHIy8szKvPbb7+hU6dOcHZ2RkBAAD799NNisXz33Xdo2rQpnJ2d8eSTT2Lnzp2Vfo737t3DtGnT8OSTT6JGjRrw9/fH8OHD8ddffxnto6TrPmfOHFmcIwCMGDGiWPw9evQwKmPL17G88yvpd1KhUGDu3LlSGVu+hhV5Pljy76fNPlOFHdu4caNwcnISq1evFmfOnBGvvPKK8PDwENeuXbN2aEa6d+8u1qxZI06fPi00Go3o2bOnqF+/vsjLy5PKREZGildeeUVkZWVJk06nk9bfv39fPPHEEyIqKkqcOnVK7Ny5U3h7e4uYmBipzIULF4Srq6uYPHmyOHv2rPj888+Fg4OD2L17d6Wf48yZM0WLFi2M4v/777+l9a+99poICAgQ+/fvFydOnBBPP/20aN++vWzOTwghsrOzjc5v7969AoA4ePCgEEJ+13Dnzp1i+vTpYsuWLQKAiI+PN1o/Z84coVKpxNatW8Wvv/4q+vTpIxo0aCBu374tlenRo4cIDQ0VR48eFT/99JNo3LixGDJkiLRep9OJOnXqiKFDh4rTp0+LDRs2CBcXF7FixQqpzKFDh4SDg4P49NNPxdmzZ8X7778vqlevLn7//fdKPcfc3FwRFRUlvv32W5GSkiKOHDkinnrqKdG6dWujfQQGBooPP/zQ6Lo++Ltry+cohBDR0dGiR48eRvFfv37dqIwtX8fyzu/B88rKyhKrV68WCoVCpKenS2Vs+RpW5Plgqb+ftvxMtetk5qmnnhLjx4+X5gsKCoS/v7+IjY21YlTly87OFgBEYmKitCwyMlK89dZbpW6zc+dOUa1aNXH16lVp2bJly4S7u7swGAxCCCHeeecd0aJFC6PtXnrpJdG9e3fznkAJZs6cKUJDQ0tcl5ubK6pXry6+++47adm5c+cEAHHkyBEhhO2fX0neeust0ahRI1FYWCiEkPc1fPghUVhYKHx9fcXcuXOlZbm5uUKpVIoNGzYIIYQ4e/asACCOHz8uldm1a5dQKBTiypUrQgghli5dKmrVqiWdnxBCTJs2TYSEhEjzgwYNEr169TKKJyIiQrz66quVeo4l+eWXXwQAcenSJWlZYGCgWLhwYanb2Po5RkdHi759+5a6jZyuY0WuYd++fcUzzzxjtExO1/Dh54Ml/37a8jPVbr9munv3LpKTkxEVFSUtq1atGqKionDkyBErRlY+nU4H4P8HySyyfv16eHt744knnkBMTAxu3bolrTty5AiefPJJ1KlTR1rWvXt36PV6nDlzRirz4OdRVMZSn0dqair8/f3RsGFDDB06FJcvXwYAJCcn4969e0axNW3aFPXr15dik8P5Peju3btYt24dRo0aBYVCIS2X+zUskpGRgatXrxrFolKpEBERYXTNPDw80KZNG6lMVFQUqlWrhmPHjkllOnfuDCcnJ6lM9+7dcf78edy4cUMqYwvnDPzzu6lQKODh4WG0fM6cOfDy8kKrVq0wd+5co9f3cjjHhIQE1K5dGyEhIRg3bhxycnKM4reX63jt2jXs2LEDo0ePLrZOLtfw4eeDpf5+2voz1W4HmtRqtSgoKDC6eABQp04dpKSkWCmq8hUWFmLixIno0KEDnnjiCWn5yy+/jMDAQPj7++O3337DtGnTcP78eWzZsgUAcPXq1RLPtWhdWWX0ej1u374NFxeXSjuviIgIxMXFISQkBFlZWZg9ezY6deqE06dP4+rVq3Bycir2gKhTp065sRetK6uMJc7vYVu3bkVubi5GjBghLZP7NXxQUTwlxfJgrLVr1zZa7+joCE9PT6MyDRo0KLaPonW1atUq9ZyL9mEpd+7cwbRp0zBkyBCjAfomTJiA8PBweHp64vDhw4iJiUFWVhYWLFggnYctn2OPHj0wYMAANGjQAOnp6XjvvfegVqtx5MgRODg42NV1XLt2Ldzc3DBgwACj5XK5hiU9Hyz19/PGjRs2/Uy122RGrsaPH4/Tp0/j559/Nlo+duxY6ecnn3wSfn5+6NatG9LT09GoUSNLh2kytVot/dyyZUtEREQgMDAQmzZtsmiSYSmrVq2CWq02Grpe7tewKrt37x4GDRoEIQSWLVtmtG7y5MnSzy1btoSTkxNeffVVxMbGyqLL+MGDB0s/P/nkk2jZsiUaNWqEhIQEdOvWzYqRmd/q1asxdOhQODs7Gy2XyzUs7flAdtyaydvbGw4ODsVqdF+7dg2+vr5Wiqpsb7zxBrZv346DBw+iXr16ZZaNiIgAAKSlpQEAfH19SzzXonVllXF3d7d4QuHh4YEmTZogLS0Nvr6+uHv3LnJzc4vFVl7sRevKKmPp87t06RL27duHMWPGlFlOztewKJ6yfr98fX2RnZ1ttP7+/fu4fv26Wa6rpX6PixKZS5cuYe/evUZvZUoSERGB+/fv4+LFiwDkcY4PatiwIby9vY3uS3u4jj/99BPOnz9f7u8lYJvXsLTng6X+ftr6M9VukxknJye0bt0a+/fvl5YVFhZi//79aNeunRUjK04IgTfeeAPx8fE4cOBAsdeZJdFoNAAAPz8/AEC7du3w+++/G/3RKfrD27x5c6nMg59HURlrfB55eXlIT0+Hn58fWrdujerVqxvFdv78eVy+fFmKTU7nt2bNGtSuXRu9evUqs5ycr2GDBg3g6+trFIter8exY8eMrllubi6Sk5OlMgcOHEBhYaGUyLVr1w5JSUm4d++eVGbv3r0ICQlBrVq1pDLWOueiRCY1NRX79u2Dl5dXudtoNBpUq1ZN+mrG1s/xYX/++SdycnKM7ku5X0fgn7elrVu3RmhoaLllbekalvd8sNTfT5t/plq5AnKl2rhxo1AqlSIuLk6cPXtWjB07Vnh4eBjV6LYF48aNEyqVSiQkJBg1Dbx165YQQoi0tDTx4YcfihMnToiMjAyxbds20bBhQ9G5c2dpH0VN75577jmh0WjE7t27hY+PT4lN76ZOnSrOnTsnlixZYrGmy1OmTBEJCQkiIyNDHDp0SERFRQlvb2+RnZ0thPinaWH9+vXFgQMHxIkTJ0S7du1Eu3btZHN+RQoKCkT9+vXFtGnTjJbL8RrevHlTnDp1Spw6dUoAEAsWLBCnTp2SWvLMmTNHeHh4iG3btonffvtN9O3bt8Sm2a1atRLHjh0TP//8swgODjZq0pubmyvq1Kkjhg0bJk6fPi02btwoXF1dizV5dXR0FPPmzRPnzp0TM2fONFuz5bLO8e7du6JPnz6iXr16QqPRGP1uFrUAOXz4sFi4cKHQaDQiPT1drFu3Tvj4+Ijhw4fL4hxv3rwp3n77bXHkyBGRkZEh9u3bJ8LDw0VwcLC4c+eOtA9bvo7l3adC/NO02tXVVSxbtqzY9rZ+Dct7Pghhub+ftvxMtetkRgghPv/8c1G/fn3h5OQknnrqKXH06FFrh1QMgBKnNWvWCCGEuHz5sujcubPw9PQUSqVSNG7cWEydOtWojxIhhLh48aJQq9XCxcVFeHt7iylTpoh79+4ZlTl48KAICwsTTk5OomHDhtIxKttLL70k/Pz8hJOTk6hbt6546aWXRFpamrT+9u3b4vXXXxe1atUSrq6uon///iIrK8toH7Z8fkX27NkjAIjz588bLZfjNTx48GCJ92V0dLQQ4p/m2TNmzBB16tQRSqVSdOvWrdh55+TkiCFDhoiaNWsKd3d3MXLkSHHz5k2jMr/++qvo2LGjUCqVom7dumLOnDnFYtm0aZNo0qSJcHJyEi1atBA7duyo9HPMyMgo9XezqO+g5ORkERERIVQqlXB2dhbNmjUT//nPf4wSAVs+x1u3bonnnntO+Pj4iOrVq4vAwEDxyiuvFHs42fJ1LO8+FUKIFStWCBcXF5Gbm1tse1u/huU9H4Sw7N9PW32mKoQQopJe+hARERFVOrutM0NERERVA5MZIiIikjUmM0RERCRrTGaIiIhI1pjMEBERkawxmSEiIiJZYzJDREREssZkhoiIiGSNyQwR2YWEhAQoFIpiA+49KC4uDh4eHo99rKCgICxatOix90NE5sFkhogqJDMzE6NGjYK/vz+cnJwQGBiIt956Czk5ORaPpUuXLpg4caLRsvbt2yMrKwsqlcri8RCRdTGZIaJyXbhwAW3atEFqaio2bNiAtLQ0LF++XBox9/r169YOEU5OTvD19YVCobB2KERkYUxmiKhc48ePh5OTE3788UdERkaifv36UKvV2LdvH65cuYLp06cDABQKBbZu3Wq0rYeHB+Li4qT5adOmoUmTJnB1dUXDhg0xY8YM3Lt3T1o/a9YshIWF4euvv0ZQUBBUKhUGDx6MmzdvAgBGjBiBxMRELF68GAqFAgqFAhcvXizxa6a4uDjUr18frq6u6N+/f7G3SOnp6ejbty/q1KmDmjVrom3btti3b59RmezsbPTu3RsuLi5o0KAB1q9fX+zzyc3NxZgxY+Dj4wN3d3c888wz+PXXXx/loyaiR8BkhojKdP36dezZswevv/46XFxcjNb5+vpi6NCh+Pbbb1HRMWvd3NwQFxeHs2fPYvHixVi5ciUWLlxoVCY9PR1bt27F9u3bsX37diQmJmLOnDkAgMWLF6Ndu3Z45ZVXkJWVhaysLAQEBBQ7zrFjxzB69Gi88cYb0Gg06Nq1Kz766COjMnl5eejZsyf279+PU6dOoUePHujduzcuX74slRkxYgQyMzNx8OBBbN68GUuXLkV2drbRfgYOHIjs7Gzs2rULycnJCA8PR7du3WzijRVRlWDlUbuJyMYdPXpUABDx8fElrl+wYIEAIK5du1ZiOZVKJdasWVPq/ufOnStat24tzc+cOVO4uroKvV4vLZs6daqIiIiQ5iMjI8Vbb71ltJ+DBw8KAOLGjRtCCCGGDBkievbsaVTmpZdeEiqVqtRYhBCiRYsW4vPPPxdCCHH+/HkBQPzyyy/S+nPnzgkAYuHChUIIIX766Sfh7u4u7ty5Y7SfRo0aiRUrVpR5LCIyD0drJlJEJB+inDcvTk5OFdrPt99+i88++wzp6enIy8vD/fv34e7ublQmKCgIbm5u0ryfn1+xtyHlOXfuHPr372+0rF27dti9e7c0n5eXh1mzZmHHjh3IysrC/fv3cfv2benNzLlz5+Do6IjWrVtL2zRt2tSoRdSvv/6KvLw8eHl5GR3r9u3bSE9PNylmIno0TGaIqEyNGzeGQqEoMTkA/nng+/j4wMPDAwqFoljS82B9mCNHjmDo0KGYPXs2unfvDpVKhY0bN2L+/PlG21SvXt1oXqFQoLCw0Ixn9Y+3334be/fuxbx589C4cWO4uLjgxRdfxN27dyu8j7y8PPj5+SEhIaHYOnM0Ayei8jGZIaIyeXl54dlnn8XSpUsxadIko3ozV69exfr16zF+/HgAgI+PD7KysqT1qampuHXrljR/+PBhBAYGShWGAeDSpUsmx+Tk5ISCgoIyyzRr1gzHjh0zWnb06FGj+UOHDmHEiBFSkpaXl4eLFy9K65s2bYr79+8jOTkZbdu2BQCcP3/eqJJxeHg4rl69CkdHRwQFBZl8LkT0+FgBmIjK9cUXX8BgMKB79+5ISkpCZmYmdu/ejWeffRZNmjTBBx98AAB45pln8MUXX+DUqVM4ceIEXnvtNaO3LMHBwbh8+TI2btyI9PR0fPbZZ4iPjzc5nqCgIBw7dgwXL16EVqst8a3NhAkTsHv3bsybNw+pqan44osvjL5iKopny5Yt0Gg0+PXXX/Hyyy8b7SskJAQ9evTAq6++imPHjiE5ORljxowxSuiioqLQrl079OvXDz/++CMuXryIw4cPY/r06Thx4oTJ50ZEpmMyQ0TlCg4OxvHjx9GwYUMMGjQIgYGBUKvVaNKkCQ4dOoSaNWsCAObPn4+AgAB06tQJL7/8Mt5++224urpK++nTpw8mTZqEN954A2FhYTh8+DBmzJhhcjxvv/02HBwc0Lx5c/j4+Bi1Piry9NNPY+XKlVi8eDFCQ0Px448/4v333zcqs2DBAtSqVQvt27dH79690b17d4SHhxuVWbNmDfz9/REZGYkBAwZg7NixqF27trReoVBg586d6Ny5M0aOHIkmTZpg8ODBuHTpEurUqWPyuRGR6RSivFp9REQlmDlzJhYsWIC9e/fi6aeftnY4RFSFMZkhoke2Zs0a6HQ6TJgwAdWq8UUvEVkHkxkiIiKSNf4rRURERLLGZIaIiIhkjckMERERyRqTGSIiIpI1JjNEREQka0xmiIiISNaYzBAREZGsMZkhIiIiWWMyQ0RERLL2f7C1JWO8SDWFAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# pandas: gráfico\n", + "contagem_pessoas.plot(kind='barh', edgecolor='black', color = 'lawngreen');\n", + "plt.xlabel('Quantidade')\n", + "plt.ylabel('Anos de Estudo')\n", + "plt.title('Distribuição de Anos de Estudo')\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "taxa_renda_sexo = df.groupby('UF')['Renda'].mean()\n", + "taxa_renda_sexo.plot.bar( edgecolor='black', color = 'fuchsia')\n", + "\n", + "plt.xlabel('UF')\n", + "plt.ylabel('Taxa de Renda')\n", + "plt.title('Taxa de Renda por UF')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "taxa_renda_sexo = df.groupby('Renda')['Cor'].mean()\n", + "taxa_renda_sexo.plot.hist( edgecolor='black', color = 'blueviolet')\n", + "\n", + "plt.xlabel(' Cor')\n", + "plt.ylabel('Taxa de Renda')\n", + "plt.title('Taxa de Renda por Cor')\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "\n", + "def processamento_dados_csv(df):\n", + " # Leitura do arquivo CSV\n", + " df_filtrado = df[(df['Idade'] < 30) & (df['Sexo'] == 1 ) & (df['Renda'] == 150)]\n", + " df_filtrado.shape\n", + " \n", + " df_filtrado_head = df[(df['Idade'] < 30) & (df['Sexo'] == 1 ) & (df['Renda'] == 150)]\n", + " df_filtrado_head.head()\n", + " \n", + " dado_agrupado = df.groupby('Sexo')\n", + " dado_agrupado\n", + " \n", + " contagen_pessoas = dado_agrupado['UF'].count()\n", + " contagen_pessoas\n", + " \n", + " media_idade = dado_agrupado['Idade'].mean()\n", + " media_idade\n", + " \n", + " valor_max = dado_agrupado['Idade'].max()\n", + " valor_min = dado_agrupado['Idade'].min()\n", + "\n", + " print(\" O valor da renda maxima por idade \")\n", + " print(valor_max)\n", + "\n", + " print(\" O valor da renda minima por idade \")\n", + " print(valor_min)\n", + " \n", + " df_descricao = df[['Idade']].describe().T\n", + " df_descricao\n", + " \n", + " df_descricao2 = df[['Idade']].describe(percentiles=[0.99, 0.995]).T\n", + " df_descricao2\n", + " \n", + " \n", + " taxa_renda_Uf = df.groupby('UF')['Renda'].mean()\n", + " taxa_renda_Uf.plot.bar( edgecolor='black', color = 'fuchsia');\n", + "\n", + " plt.xlabel('UF')\n", + " plt.ylabel('Taxa de Renda')\n", + " plt.title('Taxa de Renda por UF')\n", + " plt.show()\n", + " \n", + " \n", + " taxa_renda_cor= df.groupby('Renda')['Cor'].mean()\n", + " taxa_renda_cor.plot.hist( edgecolor='black', color = 'blueviolet');\n", + "\n", + " plt.xlabel(' Cor')\n", + " plt.ylabel('Taxa de Renda')\n", + " plt.title('Taxa de Renda por Cor')\n", + " plt.show()\n", + " \n", + " #metricas : analise descritiva\n", + " metricas = df.describe(include= 'all')\n", + " \n", + " \n", + "\n", + " return df_filtrado,df_filtrado_head, dado_agrupado, contagem_pessoas,media_idade, df, valor_max, valor_min, df_descricao, df_descricao2, contagem_pessoas,taxa_renda_cor, metricas\n", + "\n", + " \n", + " \n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "contagem_pessoas.plot(kind='barh', edgecolor='black', color = 'lawngreen');\n", + "plt.xlabel('Quantidade')\n", + "plt.ylabel('Anos de Estudo')\n", + "plt.title('Distribuição de Anos de Estudo');\n" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " O valor da renda maxima por idade \n", + "Sexo\n", + "0 99\n", + "1 92\n", + "Name: Idade, dtype: int64\n", + " O valor da renda minima por idade \n", + "Sexo\n", + "0 13\n", + "1 15\n", + "Name: Idade, dtype: int64\n" + ] + }, + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "ename": "ValueError", + "evalue": "too many values to unpack (expected 11)", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32mc:\\Users\\PROFESSOR\\estudos-reprograma\\semana12\\on26-python-s12-pandas-numpy-II\\exercicios\\para-casa\\atividade-casa.ipynb Cell 39\u001b[0m line \u001b[0;36m1\n\u001b[1;32m----> 1\u001b[0m df_filtrado, df_filtrado_head, dado_agrupado, contagem_pessoas,media_idade,valor_max, valor_min, df_descricao, df_descricao2, metricas, taxa_renda_cor \u001b[39m=\u001b[39m processamento_dados_csv(df)\n", + "\u001b[1;31mValueError\u001b[0m: too many values to unpack (expected 11)" + ] + } + ], + "source": [ + "df_filtrado, df_filtrado_head, dado_agrupado, contagem_pessoas,media_idade,valor_max, valor_min, df_descricao, df_descricao2, metricas, taxa_renda_cor = processamento_dados_csv(df)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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UFSexoIdadeCorAnos de EstudoRendaAltura
615111298101501.849817
786715126851501.646478
964115120811501.790664
1158121129291501.723320
13132211298121501.570442
13375221258121501.906237
1362822126861501.691751
13844221248121501.829468
14463221248121501.724267
1613023129891501.590775
17174231262121501.680669
17631231288111501.807583
1781223126871501.643237
1806524128861501.770551
18698241208121501.701594
2010626128291501.784749
2446727125891501.568564
2540628124291501.582300
26388291228101501.617115
2856929122861501.762484
34787311278121501.582471
48736351298121501.711020
50038351218121501.753819
51865351268101501.573575
5286835128271501.767888
5698941127261501.603538
5929341124861501.848041
6259943129291501.660094
6885350129811501.494610
69310501254121501.760431
7501053123871501.699411
\n", + "
" + ], + "text/plain": [ + " UF Sexo Idade Cor Anos de Estudo Renda Altura\n", + "615 11 1 29 8 10 150 1.849817\n", + "7867 15 1 26 8 5 150 1.646478\n", + "9641 15 1 20 8 1 150 1.790664\n", + "11581 21 1 29 2 9 150 1.723320\n", + "13132 21 1 29 8 12 150 1.570442\n", + "13375 22 1 25 8 12 150 1.906237\n", + "13628 22 1 26 8 6 150 1.691751\n", + "13844 22 1 24 8 12 150 1.829468\n", + "14463 22 1 24 8 12 150 1.724267\n", + "16130 23 1 29 8 9 150 1.590775\n", + "17174 23 1 26 2 12 150 1.680669\n", + "17631 23 1 28 8 11 150 1.807583\n", + "17812 23 1 26 8 7 150 1.643237\n", + "18065 24 1 28 8 6 150 1.770551\n", + "18698 24 1 20 8 12 150 1.701594\n", + "20106 26 1 28 2 9 150 1.784749\n", + "24467 27 1 25 8 9 150 1.568564\n", + "25406 28 1 24 2 9 150 1.582300\n", + "26388 29 1 22 8 10 150 1.617115\n", + "28569 29 1 22 8 6 150 1.762484\n", + "34787 31 1 27 8 12 150 1.582471\n", + "48736 35 1 29 8 12 150 1.711020\n", + "50038 35 1 21 8 12 150 1.753819\n", + "51865 35 1 26 8 10 150 1.573575\n", + "52868 35 1 28 2 7 150 1.767888\n", + "56989 41 1 27 2 6 150 1.603538\n", + "59293 41 1 24 8 6 150 1.848041\n", + "62599 43 1 29 2 9 150 1.660094\n", + "68853 50 1 29 8 1 150 1.494610\n", + "69310 50 1 25 4 12 150 1.760431\n", + "75010 53 1 23 8 7 150 1.699411" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_filtrado" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.0" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/exercicios/para-casa/dados.csv b/exercicios/para-casa/dados.csv new file mode 100644 index 0000000..a6d0e62 --- /dev/null +++ b/exercicios/para-casa/dados.csv @@ -0,0 +1,76841 @@ +UF,Sexo,Idade,Cor,Anos de Estudo,Renda,Altura +11,0,23,8,12,800,1.603807616 +11,1,23,2,12,1150,1.739789827 +11,1,35,8,15,880,1.760443822 +11,0,46,2,6,3500,1.783157945 +11,1,47,8,9,150,1.690630954 +11,1,34,8,12,790,1.637905598 +11,0,57,8,12,3150,1.570078218 +11,1,60,8,12,1700,1.608495442 +11,1,50,4,14,1800,1.780328883 +11,0,26,8,12,1150,1.793202625 +11,1,46,8,12,3000,1.787003282 +11,1,49,8,6,2500,1.712911548 +11,1,52,2,6,1200,1.736442076 +11,0,38,8,12,2000,1.750826666 +11,0,45,2,12,2000,1.780450392 +11,0,34,2,16,6000,1.711825037 +11,1,43,8,10,1050,1.789011804 +11,0,53,8,16,7000,1.673665133 +11,0,57,2,12,2000,1.715137632 +11,1,62,8,12,1150,1.76597309 +11,0,69,8,1,3030,1.746351196 +11,1,41,8,16,4000,1.660873129 +11,0,34,8,5,788,1.746048026 +11,0,25,8,12,1000,1.726496158 +11,0,33,8,9,800,1.778913561 +11,1,44,8,5,788,1.668637941 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empresa te obriga a cumprir um horário especificado por ela? ","Como CLT, você é obrigado a fazer horas além do seu horário? ",O que você faz no seu trabalho,Você é responsável por coordenar pessoas? ,Qual é o tamanho da sua empresa? ,Sua empresa é uma consultoria? ,empresa_codigo,localidade +0,29/05/2023 10:26:51,Software Engineer,15000.0,,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,68, +1,29/05/2023 10:29:14,Desenvolvedor Python Pleno,7000.0,,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1, +2,29/05/2023 10:32:02,Desenvolvedor Frontend,7100.0,,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1, +3,29/05/2023 10:36:11,Software Engineer,15000.0,,PJ,Sim,,Desenvolvimento de novos produtos,Sim,Até 10 funcionários,Sim,61, +4,29/05/2023 10:36:11,Software Engineering Consultant,44000.0,,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 10 funcionários,Não,31, +5,29/05/2023 10:36:51,Tech Lead,15100.0,,CLT,,Não,Desenvolvimento de novos produtos,Sim,Até 500 funcionários,Não,23, +6,29/05/2023 10:40:01,Desenvolvedor de Software,4600.0,,CLT,,Sim,Suporte em sistemas legados,Sim,Até 10 funcionários,Sim,-1, +7,29/05/2023 10:42:49,Suporte Tecnico,1900.0,,CLT,,Não,Suporte de sistemas em produção,Não,Até 10 funcionários,Não,-1,PE +8,29/05/2023 10:46:14,Arquiteto de Soluções ,16740.0,8.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,56,SP +9,29/05/2023 10:46:54,Analista de sistemas,22500.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,101,SP +10,29/05/2023 10:49:22,Software Developer,6200.0,4.0,CLT,,Sim,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,-1,SP +11,29/05/2023 10:50:17,Senior Backend Developer,37000.0,32.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,79,PR +12,29/05/2023 10:51:12,Analista de Sistemas JR,6100.0,2.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,-1,RJ +13,29/05/2023 10:53:48,Front-end developer I,3812.0,1.0,CLT,,Não,"Novos produtos, suporte em prod e legado.",Não,Mais de 1000 funcionários,Não,32,MA +14,29/05/2023 11:03:59,Dev Especialista 1,11000.0,10.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,PR +15,29/05/2023 11:12:14,Senior Software Engineer,16500.0,10.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,51,SP +16,29/05/2023 11:18:45,Staff Engineer,50000.0,25.0,PJ,Não,,Gestão de Produtos,Sim,Até 100 funcionár,Não,37,DF +17,29/05/2023 11:18:48,Assessor técnico II,12283.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,85,RJ +18,29/05/2023 11:19:51,Career Backend,11000.0,4.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1,SP +19,29/05/2023 11:20:55,Security Engineer,24000.0,14.0,PJ,Sim,,ciber segurança,Não,Até 500 funcionários,Não,-1,RN +20,29/05/2023 11:26:41,Desenvolvedor Fullstack pleno,4000.0,2.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,71,GO +21,29/05/2023 11:29:25,Fullstack Sênior,38000.0,11.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Sim,19,GO +22,29/05/2023 11:33:30,Desenvolvedor de Software,8000.0,2.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,50,RN +23,29/05/2023 11:41:43,Software Engineer,10800.0,4.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,35,MG +24,29/05/2023 11:44:28,Senior Rust Developer,14300.0,9.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,84,SP +25,29/05/2023 11:47:49,Senior Software Engineer,18000.0,9.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,107,SP +26,29/05/2023 12:03:47,Software Engineer III,12000.0,9.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,42,Canadá +27,29/05/2023 12:10:16,Desenvolvedor Backend Junior,3000.0,1.0,PJ,Não,,Gestão de Projetos,Não,Até 100 funcionár,Sim,4,SP +28,29/05/2023 12:12:12,Senior Frontend Developer,15000.0,12.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Sim,2,SP +29,29/05/2023 12:19:57,Analista Junior,3100.0,4.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Sim,-1,ES +30,29/05/2023 12:28:07,Analista de desenvolvimento de sistema junior,5000.0,2.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,MG +31,29/05/2023 12:41:16,Engenheiro de software ,15500.0,3.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Sim,-1,MG +32,29/05/2023 13:51:34,Desenvolvedor Senior,60000.0,14.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,5,SP +33,29/05/2023 13:55:51,Desenvolvedor pleno,7000.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,60,RJ +34,29/05/2023 14:23:17,Tech Lead,21000.0,3.0,PJ,Sim,,Desenvolvimento de novos produtos,Sim,Até 500 funcionários,Sim,25,SP +35,29/05/2023 14:32:28,Engenheiro de Software Júnior,4000.0,0.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,15,SP +36,29/05/2023 14:50:48,Consultor,12100.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Sim,97,SP +37,29/05/2023 15:10:32,Staff Software Engineer,61000.0,16.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,-1,Brasil +38,29/05/2023 15:12:55,Desenvolvedor back end III,8000.0,3.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,119,SP +39,29/05/2023 15:20:00,Desenvolvedor FullStack,14600.0,10.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,110,SP +40,29/05/2023 15:20:02,Cientista de dados,3900.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 10 funcionários,Sim,99,RS +41,29/05/2023 15:21:19,Engenheiro de software L3,14800.0,10.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,64,SC +42,29/05/2023 15:21:52,Engenheiro de Software,10000.0,2.0,PJ,Não,,Desenvolvimento de novos produtos,Sim,Até 100 funcionár,Não,111,SP +43,29/05/2023 15:24:50,system development specialist,8300.0,9.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Sim,116,RN +44,29/05/2023 15:36:26,Técnico Judiciário Tecnologia da Informação ,10500.0,10.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,57,RS +45,29/05/2023 15:52:04,Dev Jr,4000.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Sim,74,SP +46,29/05/2023 15:55:37,Analista de sistemas sênior 2,5800.0,4.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 1000 funcionários,Não,48,SP +47,29/05/2023 15:56:01,Salesforce architect,13700.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Até 100 funcionár,Sim,-1,MG +48,29/05/2023 15:57:54,Principal Salesforce Engineer,19305.0,6.0,CLT,,Sim,Liderança técnica e Arquitetura Salesforce,Sim,Mais de 1000 funcionários,Não,29,SP +49,29/05/2023 16:04:02,Analista de sistemas trainee,3000.0,1.0,CLT,,Não,Estudo,Não,Até 1000 funcionários,Não,22,SP +50,29/05/2023 16:11:31,Senior software engineer,37000.0,7.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,70,SP +51,29/05/2023 16:16:36,Senior Software Engineer,35000.0,10.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Sim,102,SC +52,29/05/2023 16:24:38,Engineering Manager,58136.0,25.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Não,67,RS +53,29/05/2023 16:31:58,Cientista de Dados,4000.0,1.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,SP +54,29/05/2023 16:32:53,Tech Lead,23300.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Até 500 funcionários,Não,59,PR +55,29/05/2023 16:34:03,Data Scientist,63000.0,4.0,PJ,Sim,,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Não,36,EUA +56,29/05/2023 16:35:49,Desenvolvedor de Software,11000.0,7.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,PI +57,29/05/2023 16:49:10,Dev 3,5300.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,3,PR +58,29/05/2023 16:52:13,Tech Lead,13150.0,10.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,6,PR +59,29/05/2023 16:56:19,Desenvolvedor Back-end Júnior ,3181.0,1.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,-1,DF +60,29/05/2023 16:59:31,Senior Software Engineer,36000.0,9.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,PR +61,29/05/2023 17:00:53,Senior Software Engineer,18000.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,73,SP +62,29/05/2023 17:10:06,Cientista de dados,7600.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Sim,-1,SP +63,29/05/2023 17:25:41,Líder Técnico ,17500.0,10.0,CLT,,Sim,Gestão de Projetos,Sim,Mais de 1000 funcionários,Não,52,SP +64,29/05/2023 17:28:51,Desenvolvedor Backend,7292.0,2.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,0,SP +65,29/05/2023 17:32:01,Desenvolvedor salesforce senior ,17000.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Sim,43,CE +66,29/05/2023 17:43:57,Engenheiro de Analytics Senior ,14000.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,55,SP +67,29/05/2023 18:01:45,Engenheiro de Software Pleno,10000.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,9,PS +68,29/05/2023 18:04:48,Front end,10000.0,3.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,RJ +69,29/05/2023 18:17:20,Desenvolvedor junior 1,1600.0,1.0,CLT,,Não,Suporte em sistemas legados,Não,Até 10 funcionários,Não,26,MG +70,29/05/2023 18:22:05,Product Manager ,13400.0,3.0,CLT,,Não,Gestão de Produtos,Não,Até 500 funcionários,Não,-1,SP +71,29/05/2023 18:24:19,SWE II,17000.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,87,RS +72,29/05/2023 18:28:40,Analista desenvolvedor traenee,3100.0,3.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,93,SP +73,29/05/2023 18:31:21,Dev. Jr. Automações ,3300.0,1.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,87,RS +74,29/05/2023 18:45:38,Dev Backend III,14000.0,15.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,-1,PA +75,29/05/2023 18:50:10,Dev fullstack junior,5000.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1,SC +76,29/05/2023 18:53:47,Dev Front-end Senior,9000.0,4.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,113,RJ +77,29/05/2023 19:13:42,Engenheiro de software pleno,12000.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,46,SP +78,29/05/2023 19:14:46,Salesforce Developer,56250.0,23.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Sim,-1,SP +79,29/05/2023 19:43:52,Senior Software Consultant,14400.0,13.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Sim,100,RN +80,29/05/2023 19:49:30,Engenheiro de Dados,20000.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,82,Bolívia +81,29/05/2023 19:58:56,Analista de desenvolvimento jr ,5800.0,3.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Sim,-1,SP +82,29/05/2023 20:07:12,Desenvolvedor Senior,11500.0,7.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,108,PE +83,29/05/2023 20:20:00,Desenvolvedor jr,3890.0,1.0,CLT,,Não,Suporte em sistemas legados,Não,Até 100 funcionár,Não,-1,PE +84,29/05/2023 20:20:35,"Arquiteto de Software ""pleno""",12000.0,18.0,CLT,,Sim,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Não,7,PR +85,29/05/2023 20:24:36,Analista Jr,3900.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,SC +86,29/05/2023 20:29:24,Desenvolvedor fullstack jr,2240.0,2.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Sim,1,PE +87,29/05/2023 20:35:35,Mobile Lead,12000.0,3.0,CLT,,Não,"Desenvolvimento, suporte e coordenação do time mobile ",Sim,Até 10 funcionários,Não,109,DF +88,29/05/2023 20:40:19,Engenheiro de Dados,40000.0,5.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Sim,-1,PE +89,29/05/2023 20:41:57,Analista de sistemas I,5093.0,8.0,CLT,,Sim,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,-1,SP +90,29/05/2023 21:01:13,full stack web developer,8450.0,4.0,CLT,,Não,"Manutenção de servidores, gestão de websites, gestão de projetos e atuo como product owner. visto vários chapéus em um time de transformação digital",Não,Até 500 funcionários,Não,-1,SP +91,29/05/2023 21:33:52,Sênior Software Developer ,17500.0,17.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Sim,-1,SP +92,29/05/2023 21:44:28,Analista arquitetura de sistemas sênior ,8500.0,10.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,98,MG +93,29/05/2023 21:48:20,Especialista em desenvolvimento de software,10000.0,4.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Sim,-1,SC +94,29/05/2023 22:09:04,QA engineer,18000.0,1.0,PJ,Não,,Gestão de Produtos,Não,Até 500 funcionários,Não,66,ES +95,29/05/2023 22:11:45,Desenvolvedor de Sistemas Junior 1,3000.0,1.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 100 funcionár,Sim,17,RJ +96,29/05/2023 22:13:06,Mid Software Engineer 1,17400.0,4.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,-1,SP +97,29/05/2023 22:25:28,Estagiário de TI,1180.0,1.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Sim,72,MT +98,29/05/2023 22:25:39,Analista de Sistema Sênior ,12000.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Não,16,PE +99,29/05/2023 22:31:12,Analista de Desenvolvimento Júnior ,5000.0,2.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,PE +100,29/05/2023 22:38:44,Analista sênior em desenvolvimento de sistemas,12000.0,8.0,CLT,,Não,Gestão de Projetos,Sim,Mais de 1000 funcionários,Sim,40,AL +101,29/05/2023 22:50:55,Analista de sistemas junior,2556.0,2.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,89,SE +102,29/05/2023 22:56:36,Estagiário em Engenharia de Software ,1470.0,0.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,103,MG +103,29/05/2023 23:03:36,Engenharia de dados,4589.0,4.0,CLT,,Não,Gestão de Produtos,Não,Até 500 funcionários,Não,105,RO +104,29/05/2023 23:29:47,Pleno,5300.0,6.0,CLT,,Sim,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,96,MG +105,29/05/2023 23:41:16,Engenheiro de software mobile,48500.0,10.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,10,PE +106,30/05/2023 00:16:12,Desenvolvedor II,2500.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 100 funcionár,Não,-1,MT +107,30/05/2023 00:17:55,Full stack developer,60000.0,13.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,-1,SC +108,30/05/2023 00:26:19,Desenvolver Senior,13500.0,10.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Sim,33,PR +109,30/05/2023 00:29:54,Desenvolvedor Front End Pleno,13000.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Sim,-1,SC +110,30/05/2023 02:25:42,Especialista DevOps,12000.0,3.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,95,GO +111,30/05/2023 05:49:40,Senior software engineer,75000.0,15.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,44,SP +112,30/05/2023 06:46:24,Frontend ,9000.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,MG +113,30/05/2023 07:05:31,Senior software developer,16777.0,9.0,PJ,Não,,Suporte em sistemas legados,Não,Até 500 funcionários,Não,-1,MG +114,30/05/2023 07:20:41,Engenheiro cloud,16000.0,5.0,PJ,Não,,DevOps,Não,Até 100 funcionár,Não,-1,PA +115,30/05/2023 08:10:07,software engineer,12777.0,12.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,69,SP +116,30/05/2023 08:10:10,Dev senior,11000.0,9.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,CE +117,30/05/2023 08:11:35,Software Engineerint Analyst Senior,8042.0,7.0,CLT,,Não,Suporte de sistemas em produção,Sim,Mais de 1000 funcionários,Sim,1,SP +118,30/05/2023 08:15:48,Application Developer Junior,3650.0,1.0,CLT,,Não,Suporte em sistemas legados,Não,Mais de 1000 funcionários,Sim,47,RJ +119,30/05/2023 08:17:08,Assistente de soluções,5300.0,2.0,CLT,,Sim,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,49,SP +120,30/05/2023 08:17:51,Front-end junior,8500.0,1.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,RJ +121,30/05/2023 08:22:13,Desenvolvedor .NET,9500.0,5.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Sim,83,MG +122,30/05/2023 08:36:06,Cientista de dados,14000.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,SP +123,30/05/2023 08:43:46,Principal Software Engineer,25000.0,12.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,24,SP +124,30/05/2023 08:54:53,Desenvolvedor de Software Pleno,8000.0,8.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,77,SP +125,30/05/2023 08:58:53,Associate Software Engineer,15000.0,2.0,CLT,,Sim,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,-1,França +126,30/05/2023 09:01:36,Engenheiro de software ,10000.0,4.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,-1,PE +127,30/05/2023 09:12:48,Experienced software developer,4600.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,78,SC +128,30/05/2023 09:13:49,full stack,8000.0,6.0,PJ,Sim,,Desenvolvimento de novos produtos,Sim,Até 100 funcionár,Não,-1,MG +129,30/05/2023 09:15:36,Dev Senior backend,13400.0,8.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,-1,PE +130,30/05/2023 09:19:57,Senior Engineer,33000.0,8.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Sim,30,MG +131,30/05/2023 09:21:52,Desenvolvedor Sênior,15666.0,15.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,SC +132,30/05/2023 09:24:45,Desenvolvedor Java júnior ,5500.0,1.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,88,PB +133,30/05/2023 09:25:12,Desenvolvedor de Software,8185.0,12.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,PR +134,30/05/2023 09:33:26,Analista de testes automotizados pleno,7500.0,2.0,PJ,Sim,,"Testes em todas as fases de entrega, manutenção de casos de testes, criação e atualização de ambientes ",Não,Até 500 funcionários,Sim,80,SP +135,30/05/2023 09:45:34,Sênior software engineer ,32000.0,4.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,106,SP +136,30/05/2023 10:34:08,Desenvolvedor de Software Senior,11669.0,10.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,65,PE +137,30/05/2023 10:34:23,Desenvolvedor Python Pleno,6500.0,2.0,PJ,Sim,,Suporte de sistemas em produção,Não,Até 100 funcionár,Não,27,AL +138,30/05/2023 10:51:07,Soft eng 3,14500.0,8.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1,SC +139,30/05/2023 11:56:37,Engenheiro de software,42000.0,7.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,SP +140,30/05/2023 12:07:23,Dev front end jr,5100.0,1.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1,SP +141,30/05/2023 12:17:23,Software Engineer,30000.0,10.0,PJ,Sim,,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,-1,CE +142,30/05/2023 12:22:45,Software architect ,13000.0,6.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Até 1000 funcionários,Não,86,MG +143,30/05/2023 12:40:32,Dev Front End pleno ,11500.0,4.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,53,RJ +144,30/05/2023 12:52:21,Desenvolvimento freelance,10000.0,25.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 10 funcionários,Não,11,SP +145,30/05/2023 12:57:18,Senior Frontend Engineer,43000.0,7.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,62,PB +146,30/05/2023 13:16:05,analista de desenvolvimento jr,4700.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Sim,115,SP +147,30/05/2023 13:23:09,Analista de sistemas junior,6750.0,1.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,12,SP +148,30/05/2023 13:29:15,Senior Software Engineer,67000.0,10.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,112,SP +149,30/05/2023 13:29:19,Cientista de Dados ,15000.0,4.0,CLT,,Sim,Produtização de Modelos de ML,Não,Mais de 1000 funcionários,Sim,28,SP +150,30/05/2023 13:32:31,DevOps Engineer,22000.0,10.0,PJ,Não,,Suporte de sistemas em produção,Não,Até 500 funcionários,Sim,75,Portugal +151,30/05/2023 13:36:25,Software developer,14000.0,1.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 10 funcionários,Não,-1,SP +152,30/05/2023 13:37:56,Engenheiro de software,13400.0,8.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,117,PE +153,30/05/2023 13:38:30,Senior Software Engineer,16826.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1,SP +154,30/05/2023 13:39:03,Software Engineer Junior,6100.0,1.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,RS +155,30/05/2023 13:39:07,Desenvolvedor fullstack,1070.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 100 funcionár,Não,39,SP +156,30/05/2023 13:45:14,Data Engineer,18000.0,3.0,PJ,Sim,,Suporte de sistemas em produção,Não,Até 500 funcionários,Sim,58,SP +157,30/05/2023 13:49:52,Sr Software Engineer ,37500.0,11.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Mais de 1000 funcionários,Não,104,RS +158,30/05/2023 13:51:29,Senior Software Engineer,40000.0,4.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Sim,-1,SC +159,30/05/2023 13:53:21,Desenvolvedor pleno,9000.0,4.0,PJ,Não,,Suporte de sistemas em produção,Sim,Até 500 funcionários,Não,-1,SP +160,30/05/2023 14:02:57,Backend Developer,11000.0,5.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,SP +161,30/05/2023 14:07:23,frontend,40000.0,4.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,-1,PR +162,30/05/2023 14:10:53,Senior Software Engineer,47000.0,8.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,-1,SP +163,30/05/2023 14:13:11,Engineering Lead,120000.0,15.0,PJ,Não,,Desenvolvimento de novos produtos,Sim,Até 100 funcionár,Não,81,SP +164,30/05/2023 14:23:03,Desenvolvedor backend pleno 2,10300.0,10.0,PJ,Não,,Suporte de sistemas em produção,Sim,Até 100 funcionár,Não,118,SP +165,30/05/2023 14:56:14,Analista de TI,3500.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Sim,34,RJ +166,30/05/2023 15:10:25,Principal Engineer,24000.0,16.0,CLT,,Não,Desenvolvimento de plataforma interna ,Não,Mais de 1000 funcionários,Não,13,PB +167,30/05/2023 15:18:27,Desenvolvedor Senior,20000.0,11.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,90,SP +168,30/05/2023 15:26:03,Senior Front-end Engineer,42.0,9.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,18,SC +169,30/05/2023 15:51:00,Engenheiro de Dados,7700.0,3.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,63,SP +170,30/05/2023 15:52:31,Desenvolver Elixir Pleno,11000.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,92,RN +171,30/05/2023 16:02:20,Frontend senior,32000.0,5.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,8,RN +172,30/05/2023 16:07:20,Product engineer ,41000.0,10.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Não,21,Portugal +173,30/05/2023 16:15:52,TechOps Analyst I,4500.0,5.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,45,RJ +174,30/05/2023 16:41:36,Senior Software Engineer,33050.0,4.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,76,ES +175,30/05/2023 17:16:38,Desenvolvedor senior,11484.0,4.0,CLT,,Sim,Desenvolvimento de novos produtos,Não,Até 1000 funcionários,Não,14,RJ +176,30/05/2023 17:35:34,Desenvolvedor de software ,7000.0,2.0,PJ,Não,,Desenvolvimento de novos produtos,Não,Até 100 funcionár,Sim,20,SP +177,30/05/2023 17:36:25,Software Engineer,6000.0,1.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 500 funcionários,Não,-1,SP +178,30/05/2023 17:55:41,Programador de Software,4500.0,3.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 100 funcionár,Não,94,SC +179,30/05/2023 17:56:45,Engenheiro de Software Júnior ,3500.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,91,SP +180,30/05/2023 18:18:29,FullStack Developer,16500.0,5.0,PJ,Sim,,Desenvolvimento de novos produtos,Não,Até 10 funcionários,Não,-1,MG +181,30/05/2023 18:30:30,Dev Senior,14300.0,8.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Sim,41,PR +182,30/05/2023 19:33:03,Analista de Sistemas I,3000.0,1.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,-1,MG +183,30/05/2023 19:46:28,Team lead ,37.0,8.0,CLT,,Não,Todos,Sim,Até 100 funcionár,Sim,-1,RN +184,30/05/2023 19:59:08,Dev,10279.0,11.0,CLT,,Não,Desenvolvimento de novos produtos,Sim,Até 100 funcionár,Não,-1,MG +185,30/05/2023 20:28:05,Analista de Engenharia de TI Pleno,7885.0,3.0,CLT,,Não,Desenvolvimento de novos produtos,Não,Mais de 1000 funcionários,Não,54,SP +186,30/05/2023 20:40:12,Desenvolvedor Pleno,6000.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Até 500 funcionários,Não,114,PE +187,30/05/2023 20:41:58,Software Developer,26200.0,1.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,38,Canadá +188,30/05/2023 21:20:39,Software Support I ,4200.0,2.0,CLT,,Não,Suporte de sistemas em produção,Não,Mais de 1000 funcionários,Não,-1,SP diff --git a/exercicios/para-casa/pesquisa-salarial-devs-no-twitter.csv b/exercicios/para-casa/pesquisa-salarial-devs-no-twitter.csv new file mode 100644 index 0000000..03abe11 --- /dev/null +++ b/exercicios/para-casa/pesquisa-salarial-devs-no-twitter.csv @@ -0,0 +1,1500 @@ +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Ferias",12000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",25000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Ferias, Nenhum! Nada.",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,10000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Vale Refeicao",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Senior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Vale Refeicao, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",15000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao",Menos de 4000 +Gerência,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",22000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Gerência,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Gerência,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,7000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,Decimo Terceiro,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,7000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,8000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",17000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Vale Refeicao, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias, Seguro de Vida",10000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",12000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Plano de Saude,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Vale Refeicao, Decimo Terceiro",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Gerência,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,10000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,Vale Transporte,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Decimo Terceiro,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,7000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",25000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",14000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,CLT,,"Decimo Terceiro, Ferias, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,CLT,,"Decimo Terceiro, Ferias, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Norte,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",21000 +Gerência,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",24000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Gerência,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,9000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",14000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,Plano de Saude,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Vale Refeicao,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",Mais de 25000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,10000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Mais de 25000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Ferias",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano Dental",19000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Vale Transporte,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Nenhum! Nada.",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",18000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",20000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Nenhum! Nada.",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Plano de Saude, Plano Dental, Nenhum! Nada.",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Gerência,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,01 a 03 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,12000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Decimo Terceiro, Ferias",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Gerência,Pleno,01 a 03 anos,Regiao Norte,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Vale Refeicao, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias",20000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Centro-Oeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,Vale Transporte,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",23000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Gerência,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,20000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",24000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,01 a 03 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Vale Refeicao, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,01 a 03 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Vale Refeicao",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,7000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias",13000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Decimo Terceiro",6000 +Gerência,Senior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,9000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Ferias, Plano de Saude",10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,Menos de 4000 +Gerência,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Decimo Terceiro, Ferias",8000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,6000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Gerência,Junior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Nenhum! Nada.",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Gerência,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,13000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Gerência,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,18000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Refeicao, Ferias",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,11000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,CLT,,Nenhum! Nada.,6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,12000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",25000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Gerência,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano Dental",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Gerência,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,Ferias,15000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,16000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",16000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Gerência,Senior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Gerência,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,13000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Gerência,Senior,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,11000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,Ferias,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Seguro de Vida,5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",7000 +Gerência,Pleno,03 a 05 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias, Plano de Saude",6000 +Gerência,Junior,03 a 05 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Mais de 25000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",16000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,10000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,12000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",6000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",23000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,15000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Gerência,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Centro-Oeste,CLT,,Ferias,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",25000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,7000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Gerência,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sul,CLT,,"Vale Transporte, Ferias",15000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Junior,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,6000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",9000 +Desenvolvimento,Pleno,03 a 05 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,14000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias",Mais de 25000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Norte,CLT,,"Vale Transporte, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,11000 +Gerência,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,15000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Mais de 25000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Gerência,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,16000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Ferias, Nenhum! Nada.",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Plano Dental",13000 +Gerência,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Gerência,Junior,05 a 10 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,16000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,12000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Gerência,Pleno,05 a 10 anos,Regiao Norte,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,13000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,14000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",Mais de 25000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,20000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,12000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,Mais de 25000 +Gerência,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Norte,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Junior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",12000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Plano de Saude,5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",25000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",18000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Junior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Plano de Saude, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Gerência,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",25000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",13000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,11000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,18000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Transporte, Vale Refeicao, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,20000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,11000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,16000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Gerência,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",13000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,12000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Ferias, Plano de Saude",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Ferias, Nenhum! Nada.",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Ferias, Plano de Saude",12000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Gerência,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",16000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,20000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,Mais de 25000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,Nenhum! Nada.,6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,9000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,13000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,12000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",16000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Gerência,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Decimo Terceiro, Ferias, Plano de Saude",5000 +Gerência,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,18000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Junior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,16000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,21000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Junior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Ferias, Plano de Saude, Seguro de Vida",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,Plano de Saude,Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Mais de 25000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Nenhum! Nada.",7000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",7000 +Gerência,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,10000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,10000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,11000 +Desenvolvimento,Senior,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Junior,05 a 10 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",Menos de 4000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Pleno,05 a 10 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Gerência,Pleno,10 a 15 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Mais de 25000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,9000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Gerência,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Norte,CLT,,"Vale Refeicao, Plano de Saude",Menos de 4000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",18000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Refeicao, Ferias, Plano de Saude",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,11000 +Gerência,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,Nenhum! Nada.,10000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Norte,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,21000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",19000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",18000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",16000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Vale Refeicao, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Ferias, Plano de Saude",16000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Plano de Saude,6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Vale Refeicao, Ferias",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Gerência,Pleno,10 a 15 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,22000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Ferias, Plano de Saude",6000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,16000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",Menos de 4000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Refeicao, Ferias, Plano de Saude, Plano Dental",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,14000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",13000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,Ferias,19000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",17000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",13000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,14000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Gerência,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Menos de 4000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,9000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",6000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Seguro de Vida",Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano de Saude",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Seguro de Vida",20000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,8000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",18000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,15000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Gerência,Pleno,10 a 15 anos,Regiao Norte,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",10000 +Gerência,Senior,10 a 15 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",5000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Decimo Terceiro, Ferias",9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,9000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Mais de 25000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",8000 +Gerência,Pleno,10 a 15 anos,Regiao Norte,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude",21000 +Gerência,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,10000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,8000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Decimo Terceiro, Ferias",11000 +Gerência,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Pleno,10 a 15 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,10 a 15 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",8000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.","Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",25000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",23000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,10000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",8000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",16000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,6000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias, Seguro de Vida",7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",6000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Gerência,Senior,15 a 20 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,8000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",13000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",16000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Centro-Oeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",14000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,Mais de 25000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,5000 +Gerência,Junior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",24000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Ferias,17000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",20000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.","Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,15000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,7000 +Desenvolvimento,Pleno,15 a 20 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,14000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",20000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,12000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,6000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,19000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Seguro de Vida",15000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Centro-Oeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,16000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Plano de Saude,11000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",13000 +Gerência,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",10000 +Gerência,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",17000 +Desenvolvimento,Pleno,15 a 20 anos,Regiao Nordeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,16000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,6000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,14000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",6000 +Gerência,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,16000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Decimo Terceiro, Ferias",7000 +Gerência,Pleno,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Nenhum! Nada.,5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Plano Dental",5000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Centro-Oeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",10000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",9000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Seguro de Vida",10000 +Gerência,Senior,15 a 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Vale Refeicao, Ferias",19000 +Gerência,Pleno,15 a 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",9000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,7000 +Gerência,Senior,Mais de 20 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,10000 +Desenvolvimento,Junior,Mais de 20 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,Menos de 4000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",14000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,11000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,13000 +Desenvolvimento,Pleno,Mais de 20 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Menos de 4000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,PJ,"Sou realmente uma empresa, com funcionários, atendo diversos clientes.",,12000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,PJ,"Tenho total liberdade de horário, recebo demandas, analiso, forneço e trabalho com prazos.",Nenhum! Nada.,Mais de 25000 +Gerência,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",12000 +Gerência,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Mais de 25000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,Menos de 4000 +Gerência,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Gerência,Senior,Mais de 20 anos,Regiao Nordeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",Mais de 25000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",11000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.","Ferias, Plano de Saude",12000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Nordeste,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Ferias,10000 +Gerência,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",6000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,PJ,"Trabalho para uma empresa, tenho liberdade de horário, mas sou um funcionário comum.",Ferias,18000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",7000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Nordeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias",Menos de 4000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",17000 +Gerência,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",16000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",12000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,PJ,"Trabalho para uma empresa, tenho horários fixos, como um funcionário comum.",Nenhum! Nada.,7000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",17000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental, Seguro de Vida",15000 +Gerência,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude",14000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sudeste,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",11000 +Desenvolvimento,Senior,Mais de 20 anos,Regiao Sul,CLT,,"Vale Transporte, Vale Refeicao, Decimo Terceiro, Ferias, Plano de Saude, Plano Dental",7000 \ No newline at end of file diff --git a/material/aula_s12.ipynb b/material/aula_s12.ipynb index 7a2ced0..cd03753 100644 --- a/material/aula_s12.ipynb +++ b/material/aula_s12.ipynb @@ -114,29 +114,17 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n" -======= - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# carregando a biblioteca \n", "import pandas as pd" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 6, -======= "execution_count": 2, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "_eorJ3GNS_mm", "outputId": "14f2b233-cc14-4f8a-a041-98b4cb90d2cc" @@ -391,20 +379,13 @@ "[891 rows x 12 columns]" ] }, -<<<<<<< HEAD - "execution_count": 6, -======= "execution_count": 2, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } ], "source": [ -<<<<<<< HEAD -======= "# carregando o dataset \n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "df = pd.read_csv(\"titanic.csv\")\n", "df" ] @@ -420,24 +401,13 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 10, -======= "execution_count": 3, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "ZuehjTU7S_mt", "outputId": "6ce66e1f-01d4-4889-f97f-50d5edae71e6" }, "outputs": [ { -<<<<<<< HEAD - "name": "stdout", - "output_type": "stream", - "text": [ - "['IdPassageiro', 'Sobreviveu', 'Classe', 'Nome', 'Gênero', 'Idade', 'NumeroIrmaos', 'NumeroPais', 'NumeroTicket', 'PrecoTicket', 'NumeroCabine', 'PortoEmbarcacao']\n" - ] -======= "data": { "text/plain": [ "['IdPassageiro',\n", @@ -457,7 +427,6 @@ "execution_count": 3, "metadata": {}, "output_type": "execute_result" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 } ], "source": [ @@ -467,7 +436,7 @@ " 'Survived': 'Sobreviveu', # 0 = Não, 1 = Sim\n", " 'Pclass': 'Classe', # 1, 2, 3\n", " 'Name': 'Nome',\n", - " 'Sex': 'Gênero',\n", + " 'Sex': 'Sexo',\n", " 'Age': 'Idade',\n", " 'SibSp': 'NumeroIrmaos',\n", " 'Parch': 'NumeroPais',\n", @@ -487,11 +456,7 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 11, -======= "execution_count": 4, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "h6tvl5HPS_mw", "outputId": "4639f186-8484-4780-f4dc-0a29f3cc759e" @@ -522,11 +487,7 @@ " Sobreviveu\n", " Classe\n", " Nome\n", -<<<<<<< HEAD - " Gênero\n", -======= " Sexo\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 " Idade\n", " NumeroIrmaos\n", " NumeroPais\n", @@ -721,11 +682,7 @@ "889 890 1 1 \n", "890 891 0 3 \n", "\n", -<<<<<<< HEAD - " Nome Gênero Idade \\\n", -======= " Nome Sexo Idade \\\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "0 Braund, Mr. Owen Harris male 22.0 \n", "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 \n", "2 Heikkinen, Miss. Laina female 26.0 \n", @@ -767,11 +724,7 @@ "[891 rows x 12 columns]" ] }, -<<<<<<< HEAD - "execution_count": 11, -======= "execution_count": 4, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } @@ -800,11 +753,7 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 12, -======= "execution_count": 5, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "gZKfzWYAS_mx", "outputId": "cdc7a73b-0f3b-42ce-cdf2-f8322b15e686" @@ -835,11 +784,7 @@ " Sobreviveu\n", " Classe\n", " Nome\n", -<<<<<<< HEAD - " Gênero\n", -======= " Sexo\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 " Idade\n", " NumeroIrmaos\n", " NumeroPais\n", @@ -1034,11 +979,7 @@ "889 890 1 1 \n", "890 891 0 3 \n", "\n", -<<<<<<< HEAD - " Nome Gênero Idade \\\n", -======= " Nome Sexo Idade \\\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "0 Braund, Mr. Owen Harris male 22.0 \n", "1 Cumings, Mrs. John Bradley (Florence Briggs Th... female 38.0 \n", "2 Heikkinen, Miss. Laina female 26.0 \n", @@ -1080,11 +1021,7 @@ "[891 rows x 12 columns]" ] }, -<<<<<<< HEAD - "execution_count": 12, -======= "execution_count": 5, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } @@ -1397,9 +1334,6 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 14, -======= "execution_count": 8, "metadata": {}, "outputs": [ @@ -1677,7 +1611,6 @@ { "cell_type": "code", "execution_count": 9, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "ZFZ7LOT6S_my", "outputId": "e41628cd-501b-4009-d643-c91f7fe9d7e4" @@ -1686,36 +1619,22 @@ { "data": { "text/plain": [ -<<<<<<< HEAD - "(0, 12)" - ] - }, - "execution_count": 14, -======= "(103, 12)" ] }, "execution_count": 9, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Agora um filtro com múltiplas condições\n", -<<<<<<< HEAD - "df_filtrado = df[(df['Idade'] > 30) & (df['Gênero'] == 'F')]\n", -======= "df_filtrado = df[(df['Idade'] > 30) & (df['Sexo'] == 'female')]\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "df_filtrado.shape" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 15, -======= "execution_count": 10, "metadata": {}, "outputs": [ @@ -1797,7 +1716,6 @@ { "cell_type": "code", "execution_count": 11, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "BpueQ0G0S_my", "outputId": "ba8ca09f-6788-4332-9a11-786aa02700e4" @@ -1806,17 +1724,10 @@ { "data": { "text/plain": [ -<<<<<<< HEAD - "(6, 12)" - ] - }, - "execution_count": 15, -======= "(1, 12)" ] }, "execution_count": 11, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } @@ -1831,9 +1742,6 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 16, -======= "execution_count": 12, "metadata": {}, "outputs": [ @@ -1915,7 +1823,6 @@ { "cell_type": "code", "execution_count": 13, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "ODR1BQRyS_my", "outputId": "a2289b09-9eb0-460f-da3b-265bfaf400fb" @@ -1923,151 +1830,11 @@ "outputs": [ { "data": { -<<<<<<< HEAD - "text/html": [ - "
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IdPassageiroSobreviveuClasseNomeGêneroIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
5603Moran, Mr. JamesmaleNaN003308778.4583NaNQ
161703Rice, Master. Eugenemale2.04138265229.1250NaNQ
222313McGowan, Miss. Anna \"Annie\"female15.0003309238.0292NaNQ
282913O'Dwyer, Miss. Ellen \"Nellie\"femaleNaN003309597.8792NaNQ
323313Glynn, Miss. Mary AgathafemaleNaN003356777.7500NaNQ
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" - ], - "text/plain": [ - " IdPassageiro Sobreviveu Classe Nome Gênero \\\n", - "5 6 0 3 Moran, Mr. James male \n", - "16 17 0 3 Rice, Master. Eugene male \n", - "22 23 1 3 McGowan, Miss. Anna \"Annie\" female \n", - "28 29 1 3 O'Dwyer, Miss. Ellen \"Nellie\" female \n", - "32 33 1 3 Glynn, Miss. Mary Agatha female \n", - "\n", - " Idade NumeroIrmaos NumeroPais NumeroTicket PrecoTicket NumeroCabine \\\n", - "5 NaN 0 0 330877 8.4583 NaN \n", - "16 2.0 4 1 382652 29.1250 NaN \n", - "22 15.0 0 0 330923 8.0292 NaN \n", - "28 NaN 0 0 330959 7.8792 NaN \n", - "32 NaN 0 0 335677 7.7500 NaN \n", - "\n", - " PortoEmbarcacao \n", - "5 Q \n", - "16 Q \n", - "22 Q \n", - "28 Q \n", - "32 Q " - ] - }, - "execution_count": 16, -======= "text/plain": [ "(77, 12)" ] }, "execution_count": 13, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } @@ -2094,11 +1861,7 @@ }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 17, -======= "execution_count": 14, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { "id": "W-Ktv45VS_mz", "outputId": "00f9464e-df1b-4cd2-c0b3-30eac23016f1" @@ -2106,7 +1869,67 @@ "outputs": [ { "data": { -<<<<<<< HEAD + "text/plain": [ + "(491, 12)" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Para ilustrar essa função, vamos procurar por pessoas que estavam na classe 3:\n", + "df_consulta = df.query(\"Classe == 3\")\n", + "df_consulta.shape\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "id": "uVSmQ1zeS_mz", + "outputId": "555cf64e-c5a6-4b3d-d69a-89fb77dd1012" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "(707, 12)" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# A função query também pode ser utilizada para filtrar baseada em uma lista de valores\n", + "df_consulta = df.query(\"Classe in (1, 3)\")\n", + "df_consulta.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "zu1HgPXrS_m0" + }, + "source": [ + "### Relembrar Slicing e introduzir conceitos de loc e iloc:\n", + "\n", + "### Slicing: obter apenas uma parte do dataset\n" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "id": "H3dlaegrS_m0", + "outputId": "1c7ad974-196c-40db-8eb7-fa78f65ff480" + }, + "outputs": [ + { + "data": { "text/html": [ "
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" + " \n", + " " ], "text/plain": [ - " IdPassageiro Sobreviveu\n", - "0 1 0\n", - "1 2 1\n", - "2 3 1\n", - "3 4 1\n", - "4 5 0\n", - ".. ... ...\n", - "886 887 0\n", - "887 888 1\n", - "888 889 0\n", - "889 890 1\n", - "890 891 0\n", - "\n", - "[891 rows x 2 columns]" + "" ] }, -<<<<<<< HEAD "execution_count": 20, -======= - "execution_count": 18, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df.iloc[:, [0,1]]" + "from IPython.display import IFrame\n", + "\n", + "# GIF link used as IFrame\n", + "iframe_url = \"https://giphy.com/embed/7AKbdZiyTx98fPHG0Z\"\n", + "\n", + "# resized output IFrame\n", + "IFrame(src=iframe_url, width=300, height=250)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "nES063ppS_m4" + }, + "source": [ + "### Agrupamento / Agregação\n", + "\n", + "Podemos criar um agrupamento de categorias e aplicar uma função às categorias. É um conceito simples, mas é uma técnica extremamente valiosa, amplamente utilizada na ciência de dados. Em projetos reais de ciência de dados, você lidará com grandes quantidades de dados e tentará várias vezes, portanto, para eficiência, usamos o conceito Groupby. O conceito de Groupby é realmente importante por causa de sua capacidade de resumir, agregar e agrupar dados com eficiência.\n", + "\n", + "\n", + "[Fonte](https://acervolima.com/pandas-groupby-resumindo-agregando-e-agrupando-dados-em-python/)" ] }, { "cell_type": "code", -<<<<<<< HEAD "execution_count": 21, -======= - "execution_count": 19, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 "metadata": { - "id": "PSjsxwSuS_m4", - "outputId": "cb5f5ab9-92b9-4de7-f718-90515d59ab14" + "id": "noSCxvLQS_m6", + "outputId": "fd434c19-19d3-4395-a595-83703e140d1b" + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Agrupar passageiros por classe\n", + "dado_agrupado = df.groupby('Classe')\n", + "dado_agrupado" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Classe\n", + "1 216\n", + "2 184\n", + "3 491\n", + "Name: IdPassageiro, dtype: int64" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Contagem de passageiros em cada classe, usando os dados agrupados no passo anterior\n", + "contagem_passageiros = dado_agrupado['IdPassageiro'].count()\n", + "contagem_passageiros" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Classe\n", + "3 491\n", + "1 216\n", + "2 184\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# função value counts\n", + "df['Classe'].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "id": "UxbPOZJfS_m7", + "outputId": "f2031638-fbad-45b1-94a6-1415795d6800" }, + "outputs": [ + { + "data": { + "text/plain": [ + "Classe\n", + "1 38.233441\n", + "2 29.877630\n", + "3 25.140620\n", + "Name: Idade, dtype: float64" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Média de Idade de passageiros em cada classe\n", + "media_idade = dado_agrupado['Idade'].mean()\n", + "media_idade" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " count mean std min 50% 99% 99.5% max\n", + "Idade 714.0 29.699118 14.526497 0.42 28.0 65.87 70.7175 80.0" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[['Idade']].describe(percentiles=[0.99, 0.995]).T" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, "outputs": [ { "data": { @@ -2979,11 +2782,7 @@ " Sobreviveu\n", " Classe\n", " Nome\n", -<<<<<<< HEAD - " Gênero\n", -======= " Sexo\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 " Idade\n", " NumeroIrmaos\n", " NumeroPais\n", @@ -2995,413 +2794,158 @@ " \n", " \n", " \n", -<<<<<<< HEAD - " 0\n", - " 1\n", + " 96\n", + " 97\n", " 0\n", - " 3\n", - " Braund, Mr. Owen Harris\n", - " male\n", - " 22.0\n", " 1\n", + " Goldschmidt, Mr. George B\n", + " male\n", + " 71.0\n", " 0\n", - " A/5 21171\n", - " 7.2500\n", -======= - " 10\n", - " 11\n", - " 1\n", - " 3\n", - " Sandstrom, Miss. Marguerite Rut\n", - " female\n", - " 4.0\n", - " 1\n", - " 1\n", - " PP 9549\n", - " 16.7000\n", - " G6\n", - " S\n", + " 0\n", + " PC 17754\n", + " 34.6542\n", + " A5\n", + " C\n", " \n", " \n", - " 11\n", - " 12\n", - " 1\n", - " 1\n", - " Bonnell, Miss. Elizabeth\n", - " female\n", - " 58.0\n", + " 116\n", + " 117\n", " 0\n", + " 3\n", + " Connors, Mr. Patrick\n", + " male\n", + " 70.5\n", " 0\n", - " 113783\n", - " 26.5500\n", - " C103\n", - " S\n", + " 0\n", + " 370369\n", + " 7.7500\n", + " NaN\n", + " Q\n", " \n", " \n", - " 12\n", - " 13\n", + " 493\n", + " 494\n", " 0\n", - " 3\n", - " Saundercock, Mr. William Henry\n", + " 1\n", + " Artagaveytia, Mr. Ramon\n", " male\n", - " 20.0\n", + " 71.0\n", " 0\n", " 0\n", - " A/5. 2151\n", - " 8.0500\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + " PC 17609\n", + " 49.5042\n", " NaN\n", - " S\n", + " C\n", " \n", " \n", -<<<<<<< HEAD - " 1\n", - " 2\n", - " 1\n", + " 630\n", + " 631\n", " 1\n", - " Cumings, Mrs. John Bradley (Florence Briggs Th...\n", - " female\n", - " 38.0\n", " 1\n", + " Barkworth, Mr. Algernon Henry Wilson\n", + " male\n", + " 80.0\n", " 0\n", - " PC 17599\n", - " 71.2833\n", - " C85\n", - " C\n", -======= - " 13\n", - " 14\n", " 0\n", - " 3\n", - " Andersson, Mr. Anders Johan\n", - " male\n", - " 39.0\n", - " 1\n", - " 5\n", - " 347082\n", - " 31.2750\n", - " NaN\n", + " 27042\n", + " 30.0000\n", + " A23\n", " S\n", " \n", " \n", - " 14\n", - " 15\n", + " 851\n", + " 852\n", " 0\n", " 3\n", - " Vestrom, Miss. Hulda Amanda Adolfina\n", - " female\n", - " 14.0\n", + " Svensson, Mr. Johan\n", + " male\n", + " 74.0\n", " 0\n", " 0\n", - " 350406\n", - " 7.8542\n", + " 347060\n", + " 7.7750\n", " NaN\n", " S\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 " \n", " \n", "\n", "" ], "text/plain": [ -<<<<<<< HEAD - " IdPassageiro Sobreviveu Classe \\\n", - "0 1 0 3 \n", - "1 2 1 1 \n", - "\n", - " Nome Gênero 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": 21, -======= - " IdPassageiro Sobreviveu Classe Nome \\\n", - "10 11 1 3 Sandstrom, Miss. Marguerite Rut \n", - "11 12 1 1 Bonnell, Miss. Elizabeth \n", - "12 13 0 3 Saundercock, Mr. William Henry \n", - "13 14 0 3 Andersson, Mr. Anders Johan \n", - "14 15 0 3 Vestrom, Miss. Hulda Amanda Adolfina \n", + " IdPassageiro Sobreviveu Classe Nome \\\n", + "96 97 0 1 Goldschmidt, Mr. George B \n", + "116 117 0 3 Connors, Mr. Patrick \n", + "493 494 0 1 Artagaveytia, Mr. Ramon \n", + "630 631 1 1 Barkworth, Mr. Algernon Henry Wilson \n", + "851 852 0 3 Svensson, Mr. Johan \n", "\n", - " Sexo Idade NumeroIrmaos NumeroPais NumeroTicket PrecoTicket \\\n", - "10 female 4.0 1 1 PP 9549 16.7000 \n", - "11 female 58.0 0 0 113783 26.5500 \n", - "12 male 20.0 0 0 A/5. 2151 8.0500 \n", - "13 male 39.0 1 5 347082 31.2750 \n", - "14 female 14.0 0 0 350406 7.8542 \n", + " Sexo Idade NumeroIrmaos NumeroPais NumeroTicket PrecoTicket \\\n", + "96 male 71.0 0 0 PC 17754 34.6542 \n", + "116 male 70.5 0 0 370369 7.7500 \n", + "493 male 71.0 0 0 PC 17609 49.5042 \n", + "630 male 80.0 0 0 27042 30.0000 \n", + "851 male 74.0 0 0 347060 7.7750 \n", "\n", - " NumeroCabine PortoEmbarcacao \n", - "10 G6 S \n", - "11 C103 S \n", - "12 NaN S \n", - "13 NaN S \n", - "14 NaN S " + " NumeroCabine PortoEmbarcacao \n", + "96 A5 C \n", + "116 NaN Q \n", + "493 NaN C \n", + "630 A23 S \n", + "851 NaN S " ] }, - "execution_count": 19, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df.iloc[10:15, :]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Exercício 04 parte 01\n", - "\n", - "- Realizar filtro com apenas uma única condição;\n", - "- Realizar filtro com múltiplas condições;\n", - "- Selecionar entradas com string específica;\n", - "- Realizar uma consulta passageiros da segunda e terceira classe;\n", - "- Obter subamostra do dataset com 30 amostras utilizando o método de slicing;\n", - "- Utilizar a função loc para obter a idade e sobrevivência do passageiro;\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Alomoço" + "df[df['Idade'] > 70]" ] }, { "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from IPython.display import IFrame\n", - "\n", - "# GIF link used as IFrame\n", - "iframe_url = \"https://giphy.com/embed/7AKbdZiyTx98fPHG0Z\"\n", - "\n", - "# resized output IFrame\n", - "IFrame(src=iframe_url, width=300, height=250)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "nES063ppS_m4" - }, - "source": [ - "### Agrupamento / Agregação\n", - "\n", - "Podemos criar um agrupamento de categorias e aplicar uma função às categorias. É um conceito simples, mas é uma técnica extremamente valiosa, amplamente utilizada na ciência de dados. Em projetos reais de ciência de dados, você lidará com grandes quantidades de dados e tentará várias vezes, portanto, para eficiência, usamos o conceito Groupby. O conceito de Groupby é realmente importante por causa de sua capacidade de resumir, agregar e agrupar dados com eficiência.\n", - "\n", - "\n", - "[Fonte](https://acervolima.com/pandas-groupby-resumindo-agregando-e-agrupando-dados-em-python/)" - ] - }, - { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 22, -======= - "execution_count": 21, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 45, "metadata": { - "id": "noSCxvLQS_m6", - "outputId": "fd434c19-19d3-4395-a595-83703e140d1b" + "id": "jxk2rE1hS_m7", + "outputId": "55e2c10a-49b5-4a8a-f979-162b4bc89e1b" }, "outputs": [ { -<<<<<<< HEAD "name": "stdout", "output_type": "stream", "text": [ - "Contagem de passageiros\n", + "Valor máximo do preço da passagem por classe\n", "Classe\n", - "1 216\n", - "2 184\n", - "3 491\n", - "Name: IdPassageiro, dtype: int64\n" - ] -======= - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - } - ], - "source": [ - "# Agrupar passageiros por classe\n", - "dado_agrupado = df.groupby('Classe')\n", - "dado_agrupado" - ] - }, - { - "cell_type": "code", -<<<<<<< HEAD -======= - "execution_count": 30, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Classe\n", - "1 216\n", - "2 184\n", - "3 491\n", - "Name: IdPassageiro, dtype: int64" - ] - }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Contagem de passageiros em cada classe, usando os dados agrupados no passo anterior\n", - "contagem_passageiros = dado_agrupado['IdPassageiro'].count()\n", - "contagem_passageiros" - ] - }, - { - "cell_type": "code", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "execution_count": 23, - "metadata": {}, - "outputs": [ - { -<<<<<<< HEAD - "name": "stdout", - "output_type": "stream", - "text": [ - "Gênero de passageiros\n", - "Gênero\n", - "female 314\n", - "male 577\n", - "Name: IdPassageiro, dtype: int64\n" - ] - } - ], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Média de Idade de passageiros por classe\n", - "Gênero\n", - "female 27.915709\n", - "male 30.726645\n", - "Name: Idade, dtype: float64\n" + "1 512.3292\n", + "2 73.5000\n", + "3 69.5500\n", + "Name: PrecoTicket, dtype: float64\n", + "Valor mínimo do preço da passagem por classe\n", + "Classe\n", + "1 0.0\n", + "2 0.0\n", + "3 0.0\n", + "Name: PrecoTicket, dtype: float64\n" ] -======= - "data": { - "text/plain": [ - "Classe\n", - "3 491\n", - "1 216\n", - "2 184\n", - "Name: count, dtype: int64" - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# função value counts\n", - "df['Classe'].value_counts()" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": { - "id": "UxbPOZJfS_m7", - "outputId": "f2031638-fbad-45b1-94a6-1415795d6800" - }, - "outputs": [ - { - "data": { - "text/plain": [ - "Classe\n", - "1 38.233441\n", - "2 29.877630\n", - "3 25.140620\n", - "Name: Idade, dtype: float64" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 } ], "source": [ - "# Média de Idade de passageiros em cada classe\n", -<<<<<<< HEAD - "media_genero = dado_agrupado['Idade'].mean()\n", + "# Obter o valor máximo e mínimo pago por passageiros em cada classe:\n", + "valor_max = dado_agrupado['PrecoTicket'].max()\n", + "valor_min = dado_agrupado['PrecoTicket'].min()\n", "\n", - "print(\"Média de Idade de passageiros por classe\")\n", - "print(media_genero)" -======= - "media_idade = dado_agrupado['Idade'].mean()\n", - "media_idade" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "print(\"Valor máximo do preço da passagem por classe\")\n", + "print(valor_max)\n", + "\n", + "print(\"Valor mínimo do preço da passagem por classe\")\n", + "print(valor_min)" ] }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 49, "metadata": {}, "outputs": [ { @@ -3417,34 +2961,73 @@ " vertical-align: top;\n", " }\n", "\n", - " .dataframe thead th {\n", + " .dataframe thead tr th {\n", + " text-align: left;\n", + " }\n", + "\n", + " .dataframe thead tr:last-of-type th {\n", " text-align: right;\n", " }\n", "\n", "\n", " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", - " \n", - " \n", - " \n", " \n", " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", - " \n", - " \n", - " \n", " \n", " \n", " \n", @@ -3452,213 +3035,32 @@ "" ], "text/plain": [ - " count mean std min 50% 99% 99.5% max\n", - "Idade 714.0 29.699118 14.526497 0.42 28.0 65.87 70.7175 80.0" - ] - }, - "execution_count": 41, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[['Idade']].describe(percentiles=[0.99, 0.995]).T" - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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PrecoTicketIdade
countmeanstdmedianminmaxcountmeanmedianmin50%99%99.5%max
Sexo
Idade714.029.69911814.526497female31444.47981823.06.75512.329226127.91570927.00.7563.0
male57725.52389310.50.00512.329245330.72664529.00.4228.065.8770.717580.0
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IdPassageiroSobreviveuClasseNomeSexoIdadeNumeroIrmaosNumeroPaisNumeroTicketPrecoTicketNumeroCabinePortoEmbarcacao
969701Goldschmidt, Mr. George Bmale71.000PC 1775434.6542A5C
11611703Connors, Mr. Patrickmale70.5003703697.7500NaNQ
49349401Artagaveytia, Mr. Ramonmale71.000PC 1760949.5042NaNC
63063111Barkworth, Mr. Algernon Henry Wilsonmale80.0002704230.0000A23S
85185203Svensson, Mr. Johanmale74.0003470607.7750NaNS
\n", - "" - ], - "text/plain": [ - " IdPassageiro Sobreviveu Classe Nome \\\n", - "96 97 0 1 Goldschmidt, Mr. George B \n", - "116 117 0 3 Connors, Mr. Patrick \n", - "493 494 0 1 Artagaveytia, Mr. Ramon \n", - "630 631 1 1 Barkworth, Mr. Algernon Henry Wilson \n", - "851 852 0 3 Svensson, Mr. Johan \n", - "\n", - " Sexo Idade NumeroIrmaos NumeroPais NumeroTicket PrecoTicket \\\n", - "96 male 71.0 0 0 PC 17754 34.6542 \n", - "116 male 70.5 0 0 370369 7.7500 \n", - "493 male 71.0 0 0 PC 17609 49.5042 \n", - "630 male 80.0 0 0 27042 30.0000 \n", - "851 male 74.0 0 0 347060 7.7750 \n", + " PrecoTicket Idade \\\n", + " count mean median min max count mean median \n", + "Sexo \n", + "female 314 44.479818 23.0 6.75 512.3292 261 27.915709 27.0 \n", + "male 577 25.523893 10.5 0.00 512.3292 453 30.726645 29.0 \n", "\n", - " NumeroCabine PortoEmbarcacao \n", - "96 A5 C \n", - "116 NaN Q \n", - "493 NaN C \n", - "630 A23 S \n", - "851 NaN S " + " \n", + " min max \n", + "Sexo \n", + "female 0.75 63.0 \n", + "male 0.42 80.0 " ] }, - "execution_count": 42, + "execution_count": 49, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df[df['Idade'] > 70]" - ] - }, - { - "cell_type": "code", - "execution_count": 45, - "metadata": { - "id": "jxk2rE1hS_m7", - "outputId": "55e2c10a-49b5-4a8a-f979-162b4bc89e1b" - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Valor máximo do preço da passagem por classe\n", - "Classe\n", - "1 512.3292\n", - "2 73.5000\n", - "3 69.5500\n", - "Name: PrecoTicket, dtype: float64\n", - "Valor mínimo do preço da passagem por classe\n", - "Classe\n", - "1 0.0\n", - "2 0.0\n", - "3 0.0\n", - "Name: PrecoTicket, dtype: float64\n" - ] - } - ], - "source": [ - "# Obter o valor máximo e mínimo pago por passageiros em cada classe:\n", - "valor_max = dado_agrupado['PrecoTicket'].max()\n", - "valor_min = dado_agrupado['PrecoTicket'].min()\n", - "\n", - "print(\"Valor máximo do preço da passagem por classe\")\n", - "print(valor_max)\n", - "\n", - "print(\"Valor mínimo do preço da passagem por classe\")\n", - "print(valor_min)" + "df.groupby('Sexo').agg({'PrecoTicket': ['count', 'mean', 'median', 'min', 'max'], \n", + " 'Idade': ['count', 'mean', 'median', 'min', 'max']})" ] }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 52, "metadata": {}, "outputs": [ { @@ -3686,16 +3088,12 @@ " \n", " \n", " \n", + " \n", " PrecoTicket\n", - " Idade\n", " \n", " \n", " \n", - " count\n", - " mean\n", - " median\n", - " min\n", - " max\n", + " \n", " count\n", " mean\n", " median\n", @@ -3704,11 +3102,7 @@ " \n", " \n", " Sexo\n", - " \n", - " \n", - " \n", - " \n", - " \n", + " PortoEmbarcacao\n", " \n", " \n", " \n", @@ -3718,128 +3112,21 @@ " \n", " \n", " \n", - " female\n", - " 314\n", - " 44.479818\n", - " 23.0\n", - " 6.75\n", + " female\n", + " C\n", + " 73\n", + " 75.169805\n", + " 56.92920\n", + " 7.2250\n", " 512.3292\n", - " 261\n", - " 27.915709\n", - " 27.0\n", - " 0.75\n", - " 63.0\n", " \n", " \n", - " male\n", - " 577\n", - " 25.523893\n", - " 10.5\n", - " 0.00\n", - " 512.3292\n", - " 453\n", - " 30.726645\n", - " 29.0\n", - " 0.42\n", - " 80.0\n", - " \n", - " \n", - "\n", - "" - ], - "text/plain": [ - " PrecoTicket Idade \\\n", - " count mean median min max count mean median \n", - "Sexo \n", - "female 314 44.479818 23.0 6.75 512.3292 261 27.915709 27.0 \n", - "male 577 25.523893 10.5 0.00 512.3292 453 30.726645 29.0 \n", - "\n", - " \n", - " min max \n", - "Sexo \n", - "female 0.75 63.0 \n", - "male 0.42 80.0 " - ] - }, - "execution_count": 49, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.groupby('Sexo').agg({'PrecoTicket': ['count', 'mean', 'median', 'min', 'max'], \n", - " 'Idade': ['count', 'mean', 'median', 'min', 'max']})" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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\n", - "
" - ], - "text/plain": [ - " PrecoTicket Idade \\\n", - " count mean median min max count mean median \n", - "Gênero \n", - "female 314 44.479818 23.0 6.75 512.3292 261 27.915709 27.0 \n", - "male 577 25.523893 10.5 0.00 512.3292 453 30.726645 29.0 \n", - "\n", - " \n", - " min max \n", - "Gênero \n", - "female 0.75 63.0 \n", - "male 0.42 80.0 " - ] - }, - "execution_count": 34, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.groupby('Gênero').agg({'PrecoTicket': ['count', 'mean', 'median', 'min', 'max'], \n", - " 'Idade':['count', 'mean', 'median', 'min', 'max'] })" -======= - "- Agrupar passageiros por genero\n", - "- Obter a média de idade de passageiros por genero\n", - "- Obter o valor máximo e mínimo pago por passageiros em cada genero" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "6sNCu_PsS_m8" - }, - "source": [ - "## Pandas: Gerando Gráficos\n", - "\n", - "Pandas, em si, não é uma biblioteca de geração de gráficos - o seu segredo é a sua integração com bibliotecas de visualização, permitindo que as suas capacidades de manipulação atuem como ferramentas poderosas para gerar gráficos. Exemplos dessas libs são o Numpy, matplotlib e Seaborn.\n", - "\n", - "Pandas permite:\n", - "- manipulação e preparação de dados\n", - "- integração com bibliotecas de visualização\n", - "- seleção de dados\n", - "- permite fácil combinação de dados provenientes de diferentes datasets" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "RM_Xr6IzS_m8" - }, - "source": [ - "### Pandas + Matplotlib" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "Iab5GB_jURLN" - }, - "source": [ - "Matplotlib, por sua vez, é uma biblioteca Python dedicada à visualização de dados. As figuras geradas, muitas vezes após tratamento de dados utilizando Pandas, são passíveis de fácil edição e customização via código e podem ser facilmente exportadas para outros formatos (inclusive de alta qualidade).\n", - "\n", - "Basicamente, a lib monta o gráfico a partir de seus dados em uma 'Figura' que pode conter um ou mais 'Eixos', que definem uma área onde pontos (relativos aos dados) podem ser delimitados.\n", - "\n", - "\n", - "[Fonte](https://matplotlib.org/)\n", - "\n", - "[Fonte](https://matplotlib.org/stable/tutorials/introductory/quick_start.html)" - ] - }, - { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 36, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Collecting matplotlib\n", - " Downloading matplotlib-3.8.0-cp311-cp311-win_amd64.whl (7.6 MB)\n", - " 0.0/7.6 MB ? eta -:--:--\n", - " 0.0/7.6 MB 1.4 MB/s eta 0:00:06\n", - " 0.1/7.6 MB 1.1 MB/s eta 0:00:08\n", - " 0.1/7.6 MB 1.2 MB/s eta 0:00:07\n", - 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"Installing collected packages: pyparsing, pillow, kiwisolver, fonttools, cycler, contourpy, matplotlib\n", - "Successfully installed contourpy-1.1.1 cycler-0.12.1 fonttools-4.43.1 kiwisolver-1.4.5 matplotlib-3.8.0 pillow-10.1.0 pyparsing-3.1.1\n", - "Note: you may need to restart the kernel to use updated packages.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - " WARNING: The scripts fonttools.exe, pyftmerge.exe, pyftsubset.exe and ttx.exe are installed in 'c:\\Users\\PROFESSOR\\AppData\\Local\\Programs\\Python\\Python311\\Scripts' which is not on PATH.\n", - " Consider adding this directory to PATH or, if you prefer to suppress this warning, use --no-warn-script-location.\n", - "\n", - "[notice] A new release of pip is available: 23.1.2 -> 23.3.1\n", - "[notice] To update, run: python.exe -m pip install --upgrade pip\n" - ] - } - ], - "source": [ - "%pip install matplotlib" - ] - }, - { - "cell_type": "code", - "execution_count": 38, -======= - "execution_count": 58, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 448 - }, - "id": "KS8389rdXMEu", - "outputId": "386b4ea1-0ef0-4e2a-891a-e1ea0dee0ed5" - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# exemplo mais simples de gráfico:\n", - "import matplotlib.pyplot as plt\n", - "\n", - "fig, ax = plt.subplots()\n", - "ax.plot([1, 2, 3, 4], [2, 4, 6, 8]);" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "j-fE0SiHS_m8" - }, - "source": [ - "*** OBS: Deixar claro para alunas que matplotlib será visto em semanas seguintes - ele só está sendo introduzido nesse contexto para que possamos gerar gráficos simples com o uso de Pandas ***\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 47, -======= - "execution_count": 59, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": { - "id": "bmZg5LjvS_nJ", - "outputId": "f3874a08-9ec1-4235-8db1-2250deeb54ea" - }, - "outputs": [ - { - "data": { -<<<<<<< HEAD - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" -======= - "text/plain": [ - "Classe\n", - "3 491\n", - "1 216\n", - "2 184\n", - "Name: count, dtype: int64" - ] - }, - "execution_count": 59, - "metadata": {}, - "output_type": "execute_result" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - } - ], - "source": [ - "# Criação de um gráfico de barras: matplotlib + Pandas\n", - "# plot() + bar\n", - "contagem_passageiros = df['Classe'].value_counts()\n", -<<<<<<< HEAD - "contagem_passageiros.plot(kind='bar');\n", - "\n", - "\n" -======= - "contagem_passageiros" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Doc:** https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.plot.html" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - ] - }, - { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 46, -======= - "execution_count": 62, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ -<<<<<<< HEAD - "# Criação de um gráfico de barras: matplotlib + Pandas\n", - "# plot() + bar\n", - "\n", - "contagem_passageiros = df['Classe'].value_counts()\n", - "contagem_passageiros.plot(kind='barh');\n" -======= - "# pandas: gráfico\n", - "contagem_passageiros.plot(kind='barh');" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - ] - }, - { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 41, -======= - "execution_count": 63, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" + " Q 41 13.838922 7.75000 6.7500 90.0000\n", + " S 441 21.711996 10.50000 0.0000 263.0000" ] }, + "execution_count": 52, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ - "df['Idade'].plot(kind='hist')" + "df.groupby(['Sexo', 'PortoEmbarcacao']).agg({'PrecoTicket': ['count', 'mean', 'median', 'min', 'max']})" ] }, { - "cell_type": "code", - "execution_count": 68, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": { - "id": "zpZmI2e9S_nJ", - "outputId": "3f16a4f4-3039-4426-ac46-d0f8178d87a6" - }, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Número de Passageiros por Classe')" - ] - }, -<<<<<<< HEAD - "execution_count": 41, -======= - "execution_count": 68, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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PNe3evTvbuF27dqlw4cIKCQmRpOs61q4mLi5On3zyiT7++GMNHjz4mqfP7b6UcreN/Pz81L59e7Vv314ZGRl66KGH9OKLL2rw4ME3bD+jYOIyFm5pFSpU0OOPP64pU6a4XP6Q/jqlXqxYsWyP3U6aNCnf63jkkUd04MABTZ06NVvbuXPnrvoEi/TX2aNmzZrpyy+/dHnsOiUlRTNnzlSDBg3kcDiuOH2LFi108eJFvfPOO85xmZmZ2V68WLx4cd13332aMmVKjvc6HTly5Kp15salMw9/P/NljNEbb7zh0u/s2bM6f/68y7gKFSooICDAeZnqxIkT2R7LrlmzpiQ5+xQqVEg2m83ljN2+ffuyPQF36UzW5fv/8m1UqFAhxcfHa86cOfrll1+yrV9et1GLFi2UmZmpt99+22X8hAkTZLPZnO8nOn78eLZpL1/nq0lMTHS512T//v368ssv1axZMxUqVOi6j7WradeunapXr64XX3xRiYmJ2dpPnTql559//orT53Zf5mYbHTt2zKXd29tbUVFRMsbowoULN2w/o2DizA5uec8//7w++ugj7dy5U1WrVnVp6969u8aOHavu3burdu3aWrNmzQ15e2unTp00a9Ys/fvf/9aqVatUv359ZWZmaseOHZo1a5aWLFmi2rVrX3Ueo0ePdr47pFevXvL09NSUKVOUnp6ucePGXXXauLg41a9fX4MGDdK+ffsUFRWluXPnutzncMnEiRPVoEEDVa9eXT169FD58uWVkpKixMRE/fnnn9qyZct1bYsqVaqoQoUKeuaZZ3TgwAE5HA7NmTMn203Iu3btUpMmTfTII48oKipKnp6emjdvnlJSUvToo49Kkj744ANNmjRJbdu2VYUKFXTq1ClNnTpVDodDLVq0kCTFxsZq/PjxevDBB/XYY4/p8OHDmjhxou644w79/PPPzuXVqlVL8fHxev3113Xs2DHno+eXjoe/n5EbO3asVq1apbp166pHjx6KiorS8ePHtWnTJi1fvjzHL9t/EhcXp/vvv1/PP/+89u3bpzvvvFNLly7Vl19+qX79+qlChQqSpJEjR2rNmjWKjY1VmTJldPjwYU2aNEmlS5fO8d01l6tWrZpiYmJcHj2XpBEjRjj7XM+xdjVeXl6aO3eumjZtqoYNG+qRRx5R/fr15eXlpW3btmnmzJkqUqTIFd+1k9t9mZtt1KxZM4WFhal+/foKDQ3V9u3b9fbbbys2NtZ5Zu1G7GcUUG55BgzIg78/en65S4/7Xv6o6dmzZ023bt1MYGCgCQgIMI888og5fPjwFR89v/xR1i5duhg/P79sy7v8MXdj/npE9uWXXzZVq1Y1drvdFClSxNSqVcuMGDHCpKamOvtJMgkJCTmu46ZNm0xMTIzx9/c3hQsXNvfff7/5/vvv/3HbGGPMsWPHTKdOnYzD4TCBgYGmU6dO5qeffsrx8fs9e/aYzp07m7CwMOPl5WVKlSplWrZsaT7//PN/XM7V6r/k119/NU2bNjX+/v6mWLFipkePHmbLli0utRw9etQkJCSYKlWqGD8/PxMYGGjq1q1rZs2a5bI9OnToYCIiIozdbjfFixc3LVu2dHm02hhj3n//fVOxYkVjt9tNlSpVzLRp05z79O/OnDljEhISTHBwsPH39zdt2rQxO3fuNJJcXi9gjDEpKSkmISHBhIeHGy8vLxMWFmaaNGli3n33XWefKz16ntMxY4wxp06dMv379zclS5Y0Xl5epmLFiuaVV14xWVlZzj4rVqwwrVu3NiVLljTe3t6mZMmSpkOHDmbXrl1X3ebG/N+++fjjj53b46677jKrVq3K1jc3x9rV/pu7mhMnTpihQ4ea6tWrm8KFCxsfHx9TrVo1M3jwYHPo0CFnv5wePc/NvszNNpoyZYpp2LChKVq0qLHb7aZChQpm4MCBLv8tGpO7/Yxbn82Yy84RA8BtZPPmzbrrrrv08ccfO990fKuy2WxKSEjIdqkMuN1xzw6A28blP1chSa+//ro8PDycb8MGYD3cswPgtjFu3Dht3LhR999/vzw9PbVo0SItWrRITz31VJ6fQAJQ8BF2ANw27r33Xi1btkyjRo3S6dOnFRERoeHDh1/1CSEAtz7u2QEAAJbGPTsAAMDSCDsAAMDSuGdHf/0WzsGDBxUQEJCnV/0DAICbzxijU6dOqWTJklf9PTrCjqSDBw/yJAYAALeo/fv3q3Tp0ldsJ+xIzleH79+/P8+/CQMAAG6utLQ0hYeHu/y4bk4IO/q/38RxOByEHQAAbjH/dAsKNygDAABLI+wAAABLI+wAAABLI+wAAABLc2vYGT58uGw2m8unSpUqzvbz588rISFBRYsWlb+/v+Lj45WSkuIyj6SkJMXGxqpw4cIqXry4Bg4cqIsXL97sVQEAAAWU25/Gqlq1qpYvX+4c9vT8v5L69++vhQsXavbs2QoMDFTv3r310EMP6bvvvpMkZWZmKjY2VmFhYfr+++916NAhde7cWV5eXnrppZdu+roAAICCx+1hx9PTU2FhYdnGp6am6v3339fMmTPVuHFjSdK0adMUGRmpdevWqV69elq6dKl+/fVXLV++XKGhoapZs6ZGjRql5557TsOHD5e3t/fNXh0AAFDAuP2end27d6tkyZIqX768OnbsqKSkJEnSxo0bdeHCBTVt2tTZt0qVKoqIiFBiYqIkKTExUdWrV1doaKizT0xMjNLS0rRt27YrLjM9PV1paWkuHwAAYE1uDTt169bV9OnTtXjxYr3zzjvau3ev/vWvf+nUqVNKTk6Wt7e3goKCXKYJDQ1VcnKyJCk5Odkl6Fxqv9R2JWPGjFFgYKDzw09FAABgXW69jNW8eXPn3zVq1FDdunVVpkwZzZo1S76+vjdsuYMHD9aAAQOcw5deNw0AAKzH7Zex/i4oKEiVKlXSb7/9prCwMGVkZOjkyZMufVJSUpz3+ISFhWV7OuvScE73AV1it9udPw3BT0QAAGBtBSrsnD59Wnv27FGJEiVUq1YteXl5acWKFc72nTt3KikpSdHR0ZKk6Ohobd26VYcPH3b2WbZsmRwOh6Kiom56/QAAoOBx62WsZ555RnFxcSpTpowOHjyoYcOGqVChQurQoYMCAwPVrVs3DRgwQMHBwXI4HOrTp4+io6NVr149SVKzZs0UFRWlTp06ady4cUpOTtYLL7yghIQE2e12d64aAAAoINwadv7880916NBBx44dU0hIiBo0aKB169YpJCREkjRhwgR5eHgoPj5e6enpiomJ0aRJk5zTFypUSAsWLFDPnj0VHR0tPz8/denSRSNHjnTXKgEAgALGZowx7i7C3dLS0hQYGKjU1FTu3wEA4BaR2+9vt79UELlXdtBCd5dgGfvGxrq7BADATVKgblAGAADIb4QdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaYQdAABgaQUm7IwdO1Y2m039+vVzjjt//rwSEhJUtGhR+fv7Kz4+XikpKS7TJSUlKTY2VoULF1bx4sU1cOBAXbx48SZXDwAACqoCEXY2bNigKVOmqEaNGi7j+/fvr6+++kqzZ8/W6tWrdfDgQT300EPO9szMTMXGxiojI0Pff/+9PvjgA02fPl1Dhw692asAAAAKKLeHndOnT6tjx46aOnWqihQp4hyfmpqq999/X+PHj1fjxo1Vq1YtTZs2Td9//73WrVsnSVq6dKl+/fVXffzxx6pZs6aaN2+uUaNGaeLEicrIyHDXKgEAgALE7WEnISFBsbGxatq0qcv4jRs36sKFCy7jq1SpooiICCUmJkqSEhMTVb16dYWGhjr7xMTEKC0tTdu2bbviMtPT05WWlubyAQAA1uTpzoV/+umn2rRpkzZs2JCtLTk5Wd7e3goKCnIZHxoaquTkZGefvwedS+2X2q5kzJgxGjFixHVWDwAAbgVuO7Ozf/9+/ec//9GMGTPk4+NzU5c9ePBgpaamOj/79++/qcsHAAA3j9vCzsaNG3X48GHdfffd8vT0lKenp1avXq0333xTnp6eCg0NVUZGhk6ePOkyXUpKisLCwiRJYWFh2Z7OujR8qU9O7Ha7HA6HywcAAFiT28JOkyZNtHXrVm3evNn5qV27tjp27Oj828vLSytWrHBOs3PnTiUlJSk6OlqSFB0dra1bt+rw4cPOPsuWLZPD4VBUVNRNXycAAFDwuO2enYCAAFWrVs1lnJ+fn4oWLeoc361bNw0YMEDBwcFyOBzq06ePoqOjVa9ePUlSs2bNFBUVpU6dOmncuHFKTk7WCy+8oISEBNnt9pu+TgAAoOBx6w3K/2TChAny8PBQfHy80tPTFRMTo0mTJjnbCxUqpAULFqhnz56Kjo6Wn5+funTpopEjR7qxagAAUJDYjDHG3UW4W1pamgIDA5Wamlqg798pO2ihu0uwjH1jY91dAgDgOuX2+9vt79kBAAC4kQg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0vIcdk6ePKn33ntPgwcP1vHjxyVJmzZt0oEDB/KtOAAAgOvlmZeJfv75ZzVt2lSBgYHat2+fevTooeDgYM2dO1dJSUn68MMP87tOAACAPMnTmZ0BAwaoa9eu2r17t3x8fJzjW7RooTVr1uRbcQAAANcrT2Fnw4YN+n//7/9lG1+qVCklJydfd1EAAAD5JU9hx263Ky0tLdv4Xbt2KSQkJNfzeeedd1SjRg05HA45HA5FR0dr0aJFzvbz588rISFBRYsWlb+/v+Lj45WSkuIyj6SkJMXGxqpw4cIqXry4Bg4cqIsXL+ZltQAAgAXlKey0atVKI0eO1IULFyRJNptNSUlJeu655xQfH5/r+ZQuXVpjx47Vxo0b9eOPP6px48Zq3bq1tm3bJknq37+/vvrqK82ePVurV6/WwYMH9dBDDzmnz8zMVGxsrDIyMvT999/rgw8+0PTp0zV06NC8rBYAALAgmzHGXOtEqampateunX788UedOnVKJUuWVHJysqKjo/X111/Lz88vzwUFBwfrlVdeUbt27RQSEqKZM2eqXbt2kqQdO3YoMjJSiYmJqlevnhYtWqSWLVvq4MGDCg0NlSRNnjxZzz33nI4cOSJvb+9cLTMtLU2BgYFKTU2Vw+HIc+03WtlBC91dgmXsGxvr7hIAANcpt9/feXoaKzAwUMuWLdPatWv1888/6/Tp07r77rvVtGnTPBecmZmp2bNn68yZM4qOjtbGjRt14cIFl3lWqVJFERERzrCTmJio6tWrO4OOJMXExKhnz57atm2b7rrrrhyXlZ6ervT0dOdwTpfkAACANeQp7FzSoEEDNWjQ4LoK2Lp1q6Kjo3X+/Hn5+/tr3rx5ioqK0ubNm+Xt7a2goCCX/qGhoc6boJOTk12CzqX2S21XMmbMGI0YMeK66gYAALeGXIedN998M9cz7du3b677Vq5cWZs3b1Zqaqo+//xzdenSRatXr8719HkxePBgDRgwwDmclpam8PDwG7pMAADgHrkOOxMmTHAZPnLkiM6ePes883Ly5EnnE1HXEna8vb11xx13SJJq1aqlDRs26I033lD79u2VkZGhkydPupzdSUlJUVhYmCQpLCxMP/zwg8v8Lj2tdalPTux2u+x2e65rBAAAt65cP421d+9e5+fFF19UzZo1tX37dh0/flzHjx/X9u3bdffdd2vUqFHXVVBWVpbS09NVq1YteXl5acWKFc62nTt3KikpSdHR0ZKk6Ohobd26VYcPH3b2WbZsmRwOh6Kioq6rDgAAYA15umdnyJAh+vzzz1W5cmXnuMqVK2vChAlq166dOnbsmKv5DB48WM2bN1dERIROnTqlmTNn6ptvvtGSJUsUGBiobt26acCAAQoODpbD4VCfPn0UHR2tevXqSZKaNWumqKgoderUSePGjVNycrJeeOEFJSQkcOYGAABIymPYOXToUI4v7svMzMz20r+rOXz4sDp37qxDhw4pMDBQNWrU0JIlS/TAAw9I+uvSmYeHh+Lj45Wenq6YmBhNmjTJOX2hQoW0YMEC9ezZU9HR0fLz81OXLl00cuTIvKwWAACwoDy9ZycuLk4HDhzQe++9p7vvvluStHHjRj311FMqVaqU5s+fn++F3ki8Z+f2w3t2AODWl9vv7zy9Qfl///ufwsLCVLt2befNvnXq1FFoaKjee++9PBcNAACQ3/J0GSskJERff/21du3apR07dkj664V/lSpVytfiAAAArtd1vVSwUqVKBBwAAFCg5Tns/Pnnn5o/f76SkpKUkZHh0jZ+/PjrLgwAACA/5CnsrFixQq1atVL58uW1Y8cOVatWTfv27ZMxxnnDMgAAQEGQpxuUBw8erGeeeUZbt26Vj4+P5syZo/3796tRo0Z6+OGH87tGAACAPMtT2Nm+fbs6d+4sSfL09NS5c+fk7++vkSNH6uWXX87XAgEAAK5HnsKOn5+f8z6dEiVKaM+ePc62o0eP5k9lAAAA+SBP9+zUq1dPa9euVWRkpFq0aKGnn35aW7du1dy5c50/5QAAAFAQ5CnsjB8/XqdPn5YkjRgxQqdPn9Znn32mihUr8iQWAAAoUPIUdsqXL+/828/PT5MnT863ggAAAPJTnu7ZAQAAuFXk+sxOkSJFZLPZctX3+PHjeS4IAAAgP+U67Lz++uvOv48dO6bRo0crJiZG0dHRkqTExEQtWbJEQ4YMyfciAQAA8spmjDHXOlF8fLzuv/9+9e7d22X822+/reXLl+uLL77Ir/puitz+RLy7lR200N0lWMa+sbHuLgEAcJ1y+/2dp3t2lixZogcffDDb+AcffFDLly/PyywBAABuiDyFnaJFi+rLL7/MNv7LL79U0aJFr7soAACA/JKnR89HjBih7t2765tvvlHdunUlSevXr9fixYs1derUfC0QAADgeuQp7HTt2lWRkZF68803NXfuXElSZGSk1q5d6ww/AAAABUGewo4k1a1bVzNmzMjPWgAAAPJdrsNOWlqa807ntLS0q/YtyE80AQCA28s1vVTw0KFDKl68uIKCgnJ8waAxRjabTZmZmflaJAAAQF7lOuysXLlSwcHBkqRVq1bdsIIAAADyU67DTqNGjZx/lytXTuHh4dnO7hhjtH///vyrDgAA4Drl6T075cqV05EjR7KNP378uMqVK3fdRQEAAOSXPIWdS/fmXO706dPy8fG57qIAAADyyzU9ej5gwABJks1m05AhQ1S4cGFnW2ZmptavX6+aNWvma4EAAADX45rCzk8//STprzM7W7dulbe3t7PN29tbd955p5555pn8rRAAAOA6XFPYufQU1hNPPKE33niD9+kAAIACL09vUJ42bVp+1wEAAHBD5CnsnDlzRmPHjtWKFSt0+PBhZWVlubT//vvv+VIcAADA9cpT2OnevbtWr16tTp06qUSJEjk+mQUAAFAQ5CnsLFq0SAsXLlT9+vXzux4AAIB8laf37BQpUsT50xEAAAAFWZ7CzqhRozR06FCdPXs2v+sBAADIV3m6jPXaa69pz549Cg0NVdmyZeXl5eXSvmnTpnwpDgAA4HrlKey0adMmn8sAAAC4MfIUdoYNG5bfdQAAANwQebpnBwAA4FaRpzM7mZmZmjBhgmbNmqWkpCRlZGS4tB8/fjxfigMAALheeTqzM2LECI0fP17t27dXamqqBgwYoIceekgeHh4aPnx4PpcIAACQd3kKOzNmzNDUqVP19NNPy9PTUx06dNB7772noUOHat26dfldIwAAQJ7lKewkJyerevXqkiR/f3+lpqZKklq2bKmFCxfmX3UAAADXKU9hp3Tp0jp06JAkqUKFClq6dKkkacOGDbLb7flXHQAAwHXKU9hp27atVqxYIUnq06ePhgwZoooVK6pz58568skn87VAAACA65Gnp7HGjh3r/Lt9+/aKiIhQYmKiKlasqLi4uHwrDgAA4HrlKexcLjo6WtHR0fkxKwAAgHyVp7Dz4YcfXrW9c+fOeSoGAAAgv+Up7PznP/9xGb5w4YLOnj0rb29vFS5cmLADAAAKjDzdoHzixAmXz+nTp7Vz5041aNBAn3zySX7XCAAAkGf59ttYFStW1NixY7Od9QEAAHCnfP0hUE9PTx08eDA/ZwkAAHBd8nTPzvz5812GjTE6dOiQ3n77bdWvXz9fCgMAAMgPeQo7bdq0cRm22WwKCQlR48aN9dprr+VHXQBuAWUH8fMw+WXf2Fh3lwBYVp7CTlZWliTpyJEj8vb2VmBgYL4WBQAAkF+u+Z6dkydPKiEhQcWKFVNYWJiCg4MVFhamwYMH6+zZszeiRgAAgDy7pjM7x48fV3R0tA4cOKCOHTsqMjJSkvTrr7/qrbfe0rJly7R27Vr9/PPPWrdunfr27XtDigYAAMitawo7I0eOlLe3t/bs2aPQ0NBsbc2aNVOnTp20dOlSvfnmm/laKAAAQF5cU9j54osvNGXKlGxBR5LCwsI0btw4tWjRQsOGDVOXLl3yrUgAAIC8uqZ7dg4dOqSqVatesb1atWry8PDQsGHDrrswAACA/HBNYadYsWLat2/fFdv37t2r4sWLX29NAAAA+eaawk5MTIyef/55ZWRkZGtLT0/XkCFD9OCDD+Z6fmPGjNE999yjgIAAFS9eXG3atNHOnTtd+pw/f14JCQkqWrSo/P39FR8fr5SUFJc+SUlJio2NVeHChVW8eHENHDhQFy9evJZVAwAAFnXNNyjXrl1bFStWVEJCgqpUqSJjjLZv365JkyYpPT1dH374Ya7nt3r1aiUkJOiee+7RxYsX9d///lfNmjXTr7/+Kj8/P0lS//79tXDhQs2ePVuBgYHq3bu3HnroIX333XeSpMzMTMXGxiosLEzff/+9Dh06pM6dO8vLy0svvfTStaweAACwIJsxxlzLBHv37lWvXr20dOlSXZrUZrPpgQce0Ntvv6077rgjz8UcOXJExYsX1+rVq9WwYUOlpqYqJCREM2fOVLt27SRJO3bsUGRkpBITE1WvXj0tWrRILVu21MGDB503Tk+ePFnPPfec86WHl0tPT1d6erpzOC0tTeHh4UpNTZXD4chz/Tcab6vNP7ytNn9wTOYfjkng2qWlpSkwMPAfv7+v+aWC5cqV06JFi3T06FGtW7dO69at05EjR7R48eLrCjqSlJqaKkkKDg6WJG3cuFEXLlxQ06ZNnX2qVKmiiIgIJSYmSpISExNVvXp1lyfEYmJilJaWpm3btuW4nDFjxigwMND5CQ8Pv666AQBAwZXnXz0vUqSI6tSpozp16jjDyfXIyspSv379VL9+fVWrVk2SlJycLG9vbwUFBbn0DQ0NVXJysrPP5Y/CXxq+1OdygwcPVmpqqvOzf//+664fAAAUTHn6bawbISEhQb/88ovWrl17w5dlt9tlt9tv+HIAAID75fnMTn7q3bu3FixYoFWrVql06dLO8WFhYcrIyNDJkydd+qekpCgsLMzZ5/Knsy4NX+oDAABuX24NO8YY9e7dW/PmzdPKlStVrlw5l/ZatWrJy8tLK1ascI7buXOnkpKSFB0dLUmKjo7W1q1bdfjwYWefZcuWyeFwKCoq6uasCAAAKLDcehkrISFBM2fO1JdffqmAgADnPTaBgYHy9fVVYGCgunXrpgEDBig4OFgOh0N9+vRRdHS06tWrJ0lq1qyZoqKi1KlTJ40bN07Jycl64YUXlJCQwKUqAADg3rDzzjvvSJLuu+8+l/HTpk1T165dJUkTJkyQh4eH4uPjlZ6erpiYGE2aNMnZt1ChQlqwYIF69uyp6Oho+fn5qUuXLho5cuTNWg0AAFCAuTXs5OYVPz4+Ppo4caImTpx4xT5lypTR119/nZ+lAQAAiygQNygDAADcKIQdAABgaYQdAABgaYQdAABgaQXmDcoAAOQHfqA2f1jpx2k5swMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACyNsAMAACzNrWFnzZo1iouLU8mSJWWz2fTFF1+4tBtjNHToUJUoUUK+vr5q2rSpdu/e7dLn+PHj6tixoxwOh4KCgtStWzedPn36Jq4FAAAoyNwads6cOaM777xTEydOzLF93LhxevPNNzV58mStX79efn5+iomJ0fnz5519OnbsqG3btmnZsmVasGCB1qxZo6eeeupmrQIAACjgPN258ObNm6t58+Y5thlj9Prrr+uFF15Q69atJUkffvihQkND9cUXX+jRRx/V9u3btXjxYm3YsEG1a9eWJL311ltq0aKFXn31VZUsWfKmrQsAACiYCuw9O3v37lVycrKaNm3qHBcYGKi6desqMTFRkpSYmKigoCBn0JGkpk2bysPDQ+vXr7/ivNPT05WWlubyAQAA1lRgw05ycrIkKTQ01GV8aGiosy05OVnFixd3aff09FRwcLCzT07GjBmjwMBA5yc8PDyfqwcAAAVFgQ07N9LgwYOVmprq/Ozfv9/dJQEAgBukwIadsLAwSVJKSorL+JSUFGdbWFiYDh8+7NJ+8eJFHT9+3NknJ3a7XQ6Hw+UDAACsqcCGnXLlyiksLEwrVqxwjktLS9P69esVHR0tSYqOjtbJkye1ceNGZ5+VK1cqKytLdevWvek1AwCAgsetT2OdPn1av/32m3N479692rx5s4KDgxUREaF+/fpp9OjRqlixosqVK6chQ4aoZMmSatOmjSQpMjJSDz74oHr06KHJkyfrwoUL6t27tx599FGexAIAAJLcHHZ+/PFH3X///c7hAQMGSJK6dOmi6dOn69lnn9WZM2f01FNP6eTJk2rQoIEWL14sHx8f5zQzZsxQ79691aRJE3l4eCg+Pl5vvvnmTV8XAABQMLk17Nx3330yxlyx3WazaeTIkRo5cuQV+wQHB2vmzJk3ojwAAGABBfaeHQAAgPxA2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZG2AEAAJZmmbAzceJElS1bVj4+Pqpbt65++OEHd5cEAAAKAEuEnc8++0wDBgzQsGHDtGnTJt15552KiYnR4cOH3V0aAABwM0uEnfHjx6tHjx564oknFBUVpcmTJ6tw4cL63//+5+7SAACAm3m6u4DrlZGRoY0bN2rw4MHOcR4eHmratKkSExNznCY9PV3p6enO4dTUVElSWlrajS32OmWln3V3CZZR0Pf1rYJjMv9wTOYfjsv8cSsck5dqNMZctd8tH3aOHj2qzMxMhYaGuowPDQ3Vjh07cpxmzJgxGjFiRLbx4eHhN6RGFDyBr7u7AsAVxyQKmlvpmDx16pQCAwOv2H7Lh528GDx4sAYMGOAczsrK0vHjx1W0aFHZbDY3VnZrS0tLU3h4uPbv3y+Hw+HucgBJHJcoeDgm848xRqdOnVLJkiWv2u+WDzvFihVToUKFlJKS4jI+JSVFYWFhOU5jt9tlt9tdxgUFBd2oEm87DoeD/4BR4HBcoqDhmMwfVzujc8ktf4Oyt7e3atWqpRUrVjjHZWVlacWKFYqOjnZjZQAAoCC45c/sSNKAAQPUpUsX1a5dW3Xq1NHrr7+uM2fO6IknnnB3aQAAwM0sEXbat2+vI0eOaOjQoUpOTlbNmjW1ePHibDct48ay2+0aNmxYtkuEgDtxXKKg4Zi8+Wzmn57XAgAAuIXd8vfsAAAAXA1hBwAAWBphBwAAWBphBwAAWBphBwAAWBphBwAAWBphB3m2fft2TZs2zfmDqzt27FDPnj315JNPauXKlW6uDshu//79evLJJ91dBm4z586d09q1a/Xrr79mazt//rw+/PBDN1R1e+E9O8iTxYsXq3Xr1vL399fZs2c1b948de7cWXfeeaeysrK0evVqLV26VI0bN3Z3qYDTli1bdPfddyszM9PdpeA2sWvXLjVr1kxJSUmy2Wxq0KCBPv30U5UoUULSX7/jWLJkSY7JG4ywgzy599571bhxY40ePVqffvqpevXqpZ49e+rFF1+U9Ncvy2/cuFFLly51c6W4ncyfP/+q7b///ruefvppvlhw07Rt21YXLlzQ9OnTdfLkSfXr10+//vqrvvnmG0VERBB2bhLCDvIkMDBQGzdu1B133KGsrCzZ7Xb98MMPuuuuuyRJv/zyi5o2bark5GQ3V4rbiYeHh2w2m672vzWbzcYXC26a0NBQLV++XNWrV5ckGWPUq1cvff3111q1apX8/PwIOzcB9+wgz2w2m6S/vmB8fHwUGBjobAsICFBqaqq7SsNtqkSJEpo7d66ysrJy/GzatMndJeI2c+7cOXl6/t/PUNpsNr3zzjuKi4tTo0aNtGvXLjdWd/sg7CBPypYtq927dzuHExMTFRER4RxOSkpyXpMGbpZatWpp48aNV2z/p7M+QH6rUqWKfvzxx2zj3377bbVu3VqtWrVyQ1W3H8IO8qRnz54up12rVavm8q+XRYsWcXMybrqBAwfq3nvvvWL7HXfcoVWrVt3EinC7a9u2rT755JMc295++2116NCBAH4TcM8OAACwNM7sAAAASyPsAAAASyPsAAAASyPsAAAASyPsALcRm82mL774wt1l5Nr06dMVFBTk7jIKvFttvwI3G2EHsIjk5GT16dNH5cuXl91uV3h4uOLi4rRixQp3l+ZWw4cPl81mk81mk6enp8qWLav+/fvr9OnT7i4t3xw6dEjNmzd3dxlAgeX5z10AFHT79u1T/fr1FRQUpFdeeUXVq1fXhQsXtGTJEiUkJDh/mf52VbVqVS1fvlwXL17Ud999pyeffFJnz57VlClT3F1avggLC7tq+4ULF+Tl5XWTqgEKHs7sABbQq1cv2Ww2/fDDD4qPj1elSpVUtWpVDRgwQOvWrbvidM8995wqVaqkwoULq3z58hoyZIguXLjgbN+yZYvuv/9+BQQEyOFwqFatWs63wf7xxx+Ki4tTkSJF5Ofnp6pVq+rrr792TvvLL7+oefPm8vf3V2hoqDp16qSjR49edT2mT5+uiIgIFS5cWG3bttWxY8ey9XnnnXdUoUIFeXt7q3Llyvroo4/+cft4enoqLCxMpUuXVvv27dWxY0fnj4Z+9NFHql27tgICAhQWFqbHHntMhw8fdk574sQJdezYUSEhIfL19VXFihU1bdo0SVJGRoZ69+6tEiVKyMfHR2XKlNGYMWOc044fP17Vq1eXn5+fwsPD1atXr2xnlKZOnarw8HDnOo8fPz7bpbsvv/xSd999t3x8fFS+fHmNGDFCFy9edLb//TLWvn37ZLPZ9Nlnn6lRo0by8fHRjBkzlJWVpZEjR6p06dKy2+2qWbOmFi9e/I/bDrAEA+CWduzYMWOz2cxLL730j30lmXnz5jmHR40aZb777juzd+9eM3/+fBMaGmpefvllZ3vVqlXN448/brZv32527dplZs2aZTZv3myMMSY2NtY88MAD5ueffzZ79uwxX331lVm9erUxxpgTJ06YkJAQM3jwYLN9+3azadMm88ADD5j777//irWtW7fOeHh4mJdfftns3LnTvPHGGyYoKMgEBgY6+8ydO9d4eXmZiRMnmp07d5rXXnvNFCpUyKxcufKK8x02bJi58847Xcb17dvXBAcHG2OMef/9983XX39t9uzZYxITE010dLRp3ry5s29CQoKpWbOm2bBhg9m7d69ZtmyZmT9/vjHGmFdeecWEh4ebNWvWmH379plvv/3WzJw50znthAkTzMqVK83evXvNihUrTOXKlU3Pnj2d7WvXrjUeHh7mlVdeMTt37jQTJ040wcHBLuu8Zs0a43A4zPTp082ePXvM0qVLTdmyZc3w4cOdff6+X/fu3WskmbJly5o5c+aY33//3Rw8eNCMHz/eOBwO88knn5gdO3aYZ5991nh5eZldu3ZdcdsBVkHYAW5x69evN5LM3Llz/7Hv5WHncq+88oqpVauWczggIMBMnz49x77Vq1d3+cL9u1GjRplmzZq5jNu/f7+RZHbu3JnjNB06dDAtWrRwGde+fXuXL/57773X9OjRw6XPww8/nG26v7s87Pz444+mWLFipl27djn237Bhg5FkTp06ZYwxJi4uzjzxxBM59u3Tp49p3LixycrKuuLy/2727NmmaNGizuH27dub2NhYlz4dO3Z0WecmTZpkC7IfffSRKVGihHM4p7Dz+uuvu0xTsmRJ8+KLL7qMu+eee0yvXr1yVTtwK+MyFnCLM9fxiy+fffaZ6tevr7CwMPn7++uFF15QUlKSs33AgAHq3r27mjZtqrFjx2rPnj3Otr59+2r06NGqX7++hg0bpp9//tnZtmXLFq1atUr+/v7OT5UqVSTJZR5/t337dtWtW9dlXHR0dLY+9evXdxlXv359bd++/arruXXrVvn7+8vX11d16tRRdHS03n77bUnSxo0bFRcXp4iICAUEBKhRo0aS5NwOPXv21KeffqqaNWvq2Wef1ffff++cb9euXbV582ZVrlxZffv21dKlS12Wu3z5cjVp0kSlSpVSQECAOnXqpGPHjuns2bOSpJ07d6pOnTou01w+vGXLFo0cOdJlW/bo0UOHDh1yzicntWvXdv6dlpamgwcP5mnbAVZA2AFucRUrVpTNZrvmm5ATExPVsWNHtWjRQgsWLNBPP/2k559/XhkZGc4+w4cP17Zt2xQbG6uVK1cqKipK8+bNkyR1795dv//+uzp16qStW7eqdu3aeuuttyRJp0+fVlxcnDZv3uzy2b17txo2bJh/K59LlStX1ubNm7V9+3adO3dO8+fPV2hoqM6cOaOYmBg5HA7NmDFDGzZscK7fpe3QvHlz/fHHH+rfv78OHjyoJk2a6JlnnpEk3X333dq7d69GjRqlc+fO6ZFHHlG7du0k/XXvTMuWLVWjRg3NmTNHGzdu1MSJE13mnRunT5/WiBEjXLbj1q1btXv3bvn4+FxxOj8/vzxtK8CS3H1qCcD1e/DBB02pUqXM6dOns7WdOHHC+bf+drnj1VdfNeXLl3fp261bN5dLKJd79NFHTVxcXI5tgwYNMtWrVzfGGPPf//7XVK5c2Vy4cCHX65DTZaxHH300V5exLr8U9Hc53bNzyY8//mgkmaSkJOe4jz76yEgyP/30U47TTJ482QQEBOTYtnjxYiPJHDt2zHz++efGy8vLZGZmOttHjRplJDn3Sfv27U3Lli1d5vH4449nW+cnn3zyiutnTM6XsS6v/0qXsRISEq46b8AKePQcsICJEyeqfv36qlOnjkaOHKkaNWro4sWLWrZsmd55550cL1VUrFhRSUlJ+vTTT3XPPfdo4cKFzrMaknTu3DkNHDhQ7dq1U7ly5fTnn39qw4YNio+PlyT169dPzZs3V6VKlXTixAmtWrVKkZGRkqSEhARNnTpVHTp00LPPPqvg4GD99ttv+vTTT/Xee++pUKFC2erp27ev6tevr1dffVWtW7fWkiVLsj0tNHDgQD3yyCO666671LRpU3311VeaO3euli9fnqftFhERIW9vb7311lv697//rV9++UWjRo1y6TN06FDVqlVLVatWVXp6uhYsWOBcz/Hjx6tEiRK666675OHhodmzZyssLExBQUG64447dOHCBb311luKi4vTd999p8mTJ7vMu0+fPmrYsKHGjx+vuLg4rVy5UosWLZLNZnNZfsuWLRUREaF27drJw8NDW7Zs0S+//KLRo0fnel0HDhyoYcOGqUKFCqpZs6amTZumzZs3a8aMGXnadsAtxd1pC0D+OHjwoElISDBlypQx3t7eplSpUqZVq1Zm1apVzj667AblgQMHmqJFixp/f3/Tvn17M2HCBOdZhfT0dPPoo4+a8PBw4+3tbUqWLGl69+5tzp07Z4wxpnfv3qZChQrGbrebkJAQ06lTJ3P06FHnvHft2mXatm1rgoKCjK+vr6lSpYrp16/fVW/mff/9903p0qWNr6+viYuLM6+++mq2M02TJk0y5cuXN15eXqZSpUrmww8/vOp2udqZHWOMmTlzpilbtqyx2+0mOjrazJ8/3+XMyKhRo0xkZKTx9fU1wcHBpnXr1ub33383xhjz7rvvmpo1axo/Pz/jcDhMkyZNzKZNm5zzHj9+vClRooTx9fU1MTEx5sMPP3Q5s3NpHqVKlTK+vr6mTZs2ZvTo0SYsLMylxsWLF5t7773X+Pr6GofDYerUqWPeffddZ7tycWYnMzPTDB8+3JQqVcp4eXmZO++80yxatOiq2w6wCpsx13F3IwAgX/Xo0UM7duzQt99+6+5SAMvgMhYAuNGrr76qBx54QH5+flq0aJE++OADTZo0yd1lAZbCmR0AcKNHHnlE33zzjU6dOqXy5curT58++ve//+3usgBLIewAAABL4z07AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0gg7AADA0v4/XUGZPV8HI2kAAAAASUVORK5CYII=", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "cell_type": "markdown", + "metadata": {}, "source": [ - "# título, legendas (Y e X)\n", - "contagem_passageiros = df['Classe'].value_counts()\n", - "contagem_passageiros.plot(kind='bar');\n", + "### Exercício 04 parte 02\n", "\n", - "plt.xlabel('Classe do Passageiro')\n", - "plt.ylabel('Quantidade')\n", - "plt.title('Número de Passageiros por Classe')\n" + "- Agrupar passageiros por genero\n", + "- Obter a média de idade de passageiros por genero\n", + "- Obter o valor máximo e mínimo pago por passageiros em cada genero" ] }, { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 48, -======= - "execution_count": 69, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "cell_type": "markdown", "metadata": { - "id": "j7lUqI3BS_nK", - "outputId": "758058f2-185d-412d-835e-38d8ca773f3e" + "id": "6sNCu_PsS_m8" }, - "outputs": [ - { - "data": { -<<<<<<< HEAD - "image/png": 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", -======= - "image/png": 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", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ - "# Criando um gráfico de barras para calcular a taxa de sobrevivência por sexo\n", - "# plot.bar()\n", -<<<<<<< HEAD - "\n", - "\n", - "taxa_sob_sexo = df.groupby('Gênero')['Sobreviveu'].mean()\n", -======= - "taxa_sob_sexo = df.groupby('Sexo')['Sobreviveu'].mean()\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "taxa_sob_sexo.plot.bar()\n", + "## Pandas: Gerando Gráficos\n", "\n", - "plt.xlabel('Gênero')\n", - "plt.ylabel('Taxa de Sobrevivência')\n", -<<<<<<< HEAD - "plt.title('Taxa de Sobrevivência por Gênero')\n", + "Pandas, em si, não é uma biblioteca de geração de gráficos - o seu segredo é a sua integração com bibliotecas de visualização, permitindo que as suas capacidades de manipulação atuem como ferramentas poderosas para gerar gráficos. Exemplos dessas libs são o Numpy, matplotlib e Seaborn.\n", "\n", -======= - "plt.title('Taxa de Sobrevivência por Sexo')\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "plt.show()" + "Pandas permite:\n", + "- manipulação e preparação de dados\n", + "- integração com bibliotecas de visualização\n", + "- seleção de dados\n", + "- permite fácil combinação de dados provenientes de diferentes datasets" ] }, { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 52, -======= - "execution_count": 74, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "cell_type": "markdown", "metadata": { - "id": "RzV9cvoOS_nK", - "outputId": "eea06c73-5805-427d-f2b1-b82d3481b8a8" + "id": "RM_Xr6IzS_m8" }, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Distribuição de Idade')" - ] - }, -<<<<<<< HEAD - "execution_count": 52, -======= - "execution_count": 74, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { -<<<<<<< HEAD - "image/png": 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", -======= - "image/png": 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", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], "source": [ - "# Criando um histograma com a distribuição de idade em passageiros do Titanic\n", - "\n", -<<<<<<< HEAD - "df['Idade'].plot.hist(bins=10, edgecolor='yellow')\n", -======= - "df['Idade'].plot.hist(bins=10, edgecolor='black')\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "\n", - "plt.xlabel('Idade')\n", - "plt.ylabel('Quantidade')\n", - "plt.title('Distribuição de Idade')" + "### Pandas + Matplotlib" ] }, { "cell_type": "markdown", - "metadata": {}, + "metadata": { + "id": "Iab5GB_jURLN" + }, "source": [ - "### Exercício 05\n", + "Matplotlib, por sua vez, é uma biblioteca Python dedicada à visualização de dados. As figuras geradas, muitas vezes após tratamento de dados utilizando Pandas, são passíveis de fácil edição e customização via código e podem ser facilmente exportadas para outros formatos (inclusive de alta qualidade).\n", "\n", - "- Gerar 3 gráficos com ideias de interesses\n" + "Basicamente, a lib monta o gráfico a partir de seus dados em uma 'Figura' que pode conter um ou mais 'Eixos', que definem uma área onde pontos (relativos aos dados) podem ser delimitados.\n", + "\n", + "\n", + "[Fonte](https://matplotlib.org/)\n", + "\n", + "[Fonte](https://matplotlib.org/stable/tutorials/introductory/quick_start.html)" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 66, - "metadata": {}, + "execution_count": 1, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 448 + }, + "id": "KS8389rdXMEu", + "outputId": "386b4ea1-0ef0-4e2a-891a-e1ea0dee0ed5" + }, "outputs": [ { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" + "ename": "ModuleNotFoundError", + "evalue": "No module named 'matplotlib'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mModuleNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32mc:\\Users\\PROFESSOR\\estudos-reprograma\\semana12\\on26-python-s12-pandas-numpy-II\\material\\aula_s12.ipynb Cell 48\u001b[0m line \u001b[0;36m2\n\u001b[0;32m 1\u001b[0m \u001b[39m# exemplo mais simples de gráfico:\u001b[39;00m\n\u001b[1;32m----> 2\u001b[0m \u001b[39mimport\u001b[39;00m \u001b[39mmatplotlib\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mpyplot\u001b[39;00m \u001b[39mas\u001b[39;00m \u001b[39mplt\u001b[39;00m\n\u001b[0;32m 4\u001b[0m fig, ax \u001b[39m=\u001b[39m plt\u001b[39m.\u001b[39msubplots()\n\u001b[0;32m 5\u001b[0m ax\u001b[39m.\u001b[39mplot([\u001b[39m1\u001b[39m, \u001b[39m2\u001b[39m, \u001b[39m3\u001b[39m, \u001b[39m4\u001b[39m], [\u001b[39m2\u001b[39m, \u001b[39m4\u001b[39m, \u001b[39m6\u001b[39m, \u001b[39m8\u001b[39m]);\n", + "\u001b[1;31mModuleNotFoundError\u001b[0m: No module named 'matplotlib'" + ] } ], "source": [ - "taxa_sob_sexo = df.groupby('Gênero')['PrecoTicket'].mean()\n", - "taxa_sob_sexo.plot.bar()\n", - "\n", - "plt.xlabel('Gênero')\n", - "plt.ylabel('Valor do Tiket')\n", - "plt.title('Taxa dos valores dos Tikets por Gênero')\n", + "# exemplo mais simples de gráfico:\n", + "import matplotlib.pyplot as plt\n", "\n", - "plt.show()\n" -======= - "execution_count": 86, - "metadata": {}, - "outputs": [], + "fig, ax = plt.subplots()\n", + "ax.plot([1, 2, 3, 4], [2, 4, 6, 8]);" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j-fE0SiHS_m8" + }, "source": [ - "# exemplo dúvida: como pegar uma única classe (a importância do reset_index())\n", - "agg_classe = df.groupby(['Classe', 'Sexo']).agg({'Sobreviveu': ['count']})\n", - "agg_classe.reset_index(inplace=True)" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "*** OBS: Deixar claro para alunas que matplotlib será visto em semanas seguintes - ele só está sendo introduzido nesse contexto para que possamos gerar gráficos simples com o uso de Pandas ***\n", + "\n", + "\n" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 64, -======= - "execution_count": 90, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": {}, + "execution_count": 59, + "metadata": { + "id": "bmZg5LjvS_nJ", + "outputId": "f3874a08-9ec1-4235-8db1-2250deeb54ea" + }, "outputs": [ { "data": { -<<<<<<< HEAD "text/plain": [ - "Text(0.5, 1.0, 'Distribuição do Preço dos Tikets')" + "Classe\n", + "3 491\n", + "1 216\n", + "2 184\n", + "Name: count, dtype: int64" ] }, - "execution_count": 64, + "execution_count": 59, "metadata": {}, "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ - "df['PrecoTicket'].plot.hist(bins=5, edgecolor='yellow')\n", - "\n", - "plt.xlabel('PrecoTicket')\n", - "plt.ylabel('Quantidade')\n", - "plt.title('Distribuição do Preço dos Tikets')" -======= - "text/html": [ - "
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ClasseSexoSobreviveu
count
01female94
\n", - "
" - ], - "text/plain": [ - " Classe Sexo Sobreviveu\n", - " count\n", - "0 1 female 94" - ] - }, - "execution_count": 90, - "metadata": {}, - "output_type": "execute_result" - } - ], + "# Criação de um gráfico de barras: matplotlib + Pandas\n", + "# plot() + bar\n", + "contagem_passageiros = df['Classe'].value_counts()\n", + "contagem_passageiros" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, "source": [ - "agg_classe[(agg_classe[( 'Classe', '')] == 1) & (agg_classe[( 'Sexo', '')] == 'female')]" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "**Doc:** https://pandas.pydata.org/docs/reference/api/pandas.DataFrame.plot.html" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 67, -======= - "execution_count": 88, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 62, "metadata": {}, "outputs": [ { "data": { -<<<<<<< HEAD - "image/png": 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", + "image/png": 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", "text/plain": [ "
" ] @@ -4763,775 +3336,599 @@ } ], "source": [ - "contagem_passageiros = df['NumeroIrmaos'].value_counts()\n", - "contagem_passageiros.plot(kind='barh');\n" -======= + "# pandas: gráfico\n", + "contagem_passageiros.plot(kind='barh');" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", "text/plain": [ - "MultiIndex([( 'Classe', ''),\n", - " ( 'Sexo', ''),\n", - " ('Sobreviveu', 'count')],\n", - " )" + "
" ] }, - "execution_count": 88, "metadata": {}, - "output_type": "execute_result" + "output_type": "display_data" } ], "source": [ - "agg_classe.columns" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "contagem_passageiros.plot(kind='bar');" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 76, -======= - "execution_count": 91, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 65, "metadata": {}, "outputs": [ { "data": { -<<<<<<< HEAD - "image/png": 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", "text/plain": [ - "
" + "" ] }, + "execution_count": 65, "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "taxa_sob_sexo = df.groupby('Gênero')['NumeroIrmaos'].mean()\n", - "taxa_sob_sexo.plot.barh()\n", - "\n", - "plt.xlabel('Número de iurmãos')\n", - "plt.ylabel('Gênero')\n", - "plt.title('Taxa do número de irmãos por Gênero')\n", - "\n", - "plt.show()" -======= + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", "text/plain": [ - "Index(['IdPassageiro', 'Sobreviveu', 'Classe', 'Nome', 'Sexo', 'Idade',\n", - " 'NumeroIrmaos', 'NumeroPais', 'NumeroTicket', 'PrecoTicket',\n", - " 'NumeroCabine', 'PortoEmbarcacao'],\n", - " dtype='object')" + "
" ] }, - "execution_count": 91, "metadata": {}, - "output_type": "execute_result" + "output_type": "display_data" } ], "source": [ - "df[df['PortoEmbarcacao']]" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "kdYYrD87S_nK" - }, - "source": [ - "## Pandas: Gerando Gráficos\n", - "\n", - "### Pandas: Pandas + Numpy (funções básicas do numpy)\n", - "\n", - "[Numpy for absolute beginners](https://numpy.org/doc/stable/user/absolute_beginners.html)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "96dXic7LS_nL" - }, - "source": [ - "#### Biblioteca Numpy\n", - "\n", - "A biblioteca Numpy é uma biblioteca de computação científica cuja principal estrutura de dados são os arrays (similares a listas, porém de mais rápido processamento) e que oferece funções para cálculos com matrizes e álgebra linear, sendo uma das bibliotecas mais importantes para cientistas de dados.\n", - "\n", - "O foco dessa aula não é o Numpy, mas existem exemplos na parte de Pandas que contam com a biblioteca - apenas apresentar o conceito, mas dizer que assunto será retomado na aula seguinte." + "df['Idade'].plot(kind='hist')" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 83, -======= - "execution_count": 92, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": { - "id": "6qrRb5EIS_nL" - }, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import numpy as np" - ] - }, - { - "cell_type": "markdown", + "execution_count": 68, "metadata": { - "id": "FCrGZFGoS_nL" + "id": "zpZmI2e9S_nJ", + "outputId": "3f16a4f4-3039-4426-ac46-d0f8178d87a6" }, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Número de Passageiros por Classe')" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "Numpy arrays permitem a utilização de diferentes operações,tornando-os uma estrutura de dados útil em manipulação de dados:\n", - " - Seleção de elementos de array\n", - " - Slicing de arrays\n", - " - Divisão de arrays\n", - " - Reshaping de arrays\n", - " - Combinação de arrays\n", - " - Operações Numéricas (min, max, media, etc)\n", + "# título, legendas (Y e X)\n", + "contagem_passageiros = df['Classe'].value_counts()\n", + "contagem_passageiros.plot(kind='bar');\n", "\n", - "Numpy e Pandas são comumente utilizados para análise e manipulação de dados." + "plt.xlabel('Classe do Passageiro')\n", + "plt.ylabel('Quantidade')\n", + "plt.title('Número de Passageiros por Classe')\n" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 84, -======= - "execution_count": 93, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 69, "metadata": { - "id": "suI74yqZS_nL", - "outputId": "eb87a166-4d92-4068-e5ad-e7ce283ed244" + "id": "j7lUqI3BS_nK", + "outputId": "758058f2-185d-412d-835e-38d8ca773f3e" }, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "[1, 2, 3, 4, 5]\n", - "[1 2 3 4 5]\n" - ] + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "# Conversão de lista (estrutura de dados Python) para um array unidimensional com uma linha e quatro colunas:\n", - "lista_1 = [1, 2, 3, 4, 5]\n", - "array_1 = np.array(lista_1)\n", + "# Criando um gráfico de barras para calcular a taxa de sobrevivência por sexo\n", + "# plot.bar()\n", + "taxa_sob_sexo = df.groupby('Sexo')['Sobreviveu'].mean()\n", + "taxa_sob_sexo.plot.bar()\n", "\n", - "print(lista_1)\n", - "print(array_1)" + "plt.xlabel('Sexo')\n", + "plt.ylabel('Taxa de Sobrevivência')\n", + "plt.title('Taxa de Sobrevivência por Sexo')\n", + "plt.show()" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 85, -======= - "execution_count": 98, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 74, "metadata": { - "id": "DxCmoOkhS_nM", - "outputId": "2c7699a1-519f-4b81-d4e1-836895767375" + "id": "RzV9cvoOS_nK", + "outputId": "eea06c73-5805-427d-f2b1-b82d3481b8a8" }, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ -<<<<<<< HEAD - "[[1, 2, 3], [4, 5, 6]]\n", -======= - "Uma lista de listas\n", - "[[1, 2, 3], [4, 5, 6]]\n", - "Array bidimensional\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "[[1 2 3]\n", - " [4 5 6]]\n" - ] + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Distribuição de Idade')" + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ], "text/plain": [ - "[1, 2, 3]" + " Classe Sexo Sobreviveu\n", + " count\n", + "0 1 female 94" ] }, - "execution_count": 121, + "execution_count": 90, "metadata": {}, "output_type": "execute_result" ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 } ], "source": [ - "lista_2[0]" + "agg_classe[(agg_classe[( 'Classe', '')] == 1) & (agg_classe[( 'Sexo', '')] == 'female')]" ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 87, -======= - "execution_count": 122, + "execution_count": 88, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "array([1, 2, 3])" + "MultiIndex([( 'Classe', ''),\n", + " ( 'Sexo', ''),\n", + " ('Sobreviveu', 'count')],\n", + " )" ] }, - "execution_count": 122, + "execution_count": 88, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "array_2[0]" + "agg_classe.columns" ] }, { "cell_type": "code", - "execution_count": 99, - "metadata": { - "id": "KZ-JzM6US_nM", - "outputId": "9c7580bf-627b-4926-ed86-8441bb436861" - }, + "execution_count": 91, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "array([10, 20, 30, 40, 50])" + "Index(['IdPassageiro', 'Sobreviveu', 'Classe', 'Nome', 'Sexo', 'Idade',\n", + " 'NumeroIrmaos', 'NumeroPais', 'NumeroTicket', 'PrecoTicket',\n", + " 'NumeroCabine', 'PortoEmbarcacao'],\n", + " dtype='object')" ] }, - "execution_count": 99, + "execution_count": 91, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# operações matemáticas podem ser realizadas em todos os valores de um array Numpy de uma vez (impossível em listas python sem loops)\n", - "\n", - "# loja com preços\n", - "array_precos = np.array([12, 22, 32, 42, 52])\n", - "\n", - "# queremos entrar em liquidação diminuindo 2 reais no preço de cada item\n", - "array_promocional = array_precos - 2\n", - "array_promocional\n" + "df[df['PortoEmbarcacao']]" ] }, { - "cell_type": "code", - "execution_count": 100, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "cell_type": "markdown", "metadata": { - "id": "SWy82LKAS_nM", - "outputId": "ee7e4c2e-5553-405f-cbdf-878534650298" + "id": "kdYYrD87S_nK" }, - "outputs": [ - { - "ename": "TypeError", - "evalue": "unsupported operand type(s) for -: 'list' and 'int'", - "output_type": "error", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", -<<<<<<< HEAD - "\u001b[1;32mc:\\Users\\PROFESSOR\\estudos-reprograma\\semana12\\on26-python-s12-pandas-numpy-II\\material\\aula_s12.ipynb Cell 64\u001b[0m line \u001b[0;36m4\n\u001b[0;32m 1\u001b[0m \u001b[39m# se fosse uma lista Python, seria impossível pois retornaria um TypeError\u001b[39;00m\n\u001b[0;32m 2\u001b[0m lista_precos \u001b[39m=\u001b[39m [\u001b[39m12\u001b[39m,\u001b[39m22\u001b[39m,\u001b[39m32\u001b[39m,\u001b[39m42\u001b[39m,\u001b[39m52\u001b[39m]\n\u001b[1;32m----> 4\u001b[0m lista_promocial \u001b[39m=\u001b[39m lista_precos \u001b[39m-\u001b[39;49m \u001b[39m2\u001b[39;49m\n", -======= - "\u001b[1;32mc:\\Users\\Debora\\Documents\\GitHub\\on26-python-s12-pandas-numpy-II\\material\\aula_s12.ipynb Cell 70\u001b[0m line \u001b[0;36m3\n\u001b[0;32m 1\u001b[0m \u001b[39m# se fosse uma lista Python, seria impossível pois retornaria um TypeError\u001b[39;00m\n\u001b[0;32m 2\u001b[0m lista_precos \u001b[39m=\u001b[39m [\u001b[39m12\u001b[39m,\u001b[39m22\u001b[39m,\u001b[39m32\u001b[39m,\u001b[39m42\u001b[39m,\u001b[39m52\u001b[39m]\n\u001b[1;32m----> 3\u001b[0m lista_promocial \u001b[39m=\u001b[39m lista_precos \u001b[39m-\u001b[39;49m \u001b[39m2\u001b[39;49m\n", ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "\u001b[1;31mTypeError\u001b[0m: unsupported operand type(s) for -: 'list' and 'int'" - ] - } - ], "source": [ - "# se fosse uma lista Python, seria impossível pois retornaria um TypeError\n", - "lista_precos = [12,22,32,42,52]\n", - "lista_promocial = lista_precos - 2" + "## Pandas: Gerando Gráficos\n", + "\n", + "### Pandas: Pandas + Numpy (funções básicas do numpy)\n", + "\n", + "[Numpy for absolute beginners](https://numpy.org/doc/stable/user/absolute_beginners.html)" ] }, { "cell_type": "markdown", "metadata": { - "id": "v6P70zdwS_nM" + "id": "96dXic7LS_nL" }, "source": [ - "Séries são similares aos arrays NumPy, mas possuem mais funcionalidades que permitem que seus valores possam ser indexados e rotulados. Esses rótulos são úteis quando estamos utilizando porções de dados que possuem outros dados associados a eles.\n" + "#### Biblioteca Numpy\n", + "\n", + "A biblioteca Numpy é uma biblioteca de computação científica cuja principal estrutura de dados são os arrays (similares a listas, porém de mais rápido processamento) e que oferece funções para cálculos com matrizes e álgebra linear, sendo uma das bibliotecas mais importantes para cientistas de dados.\n", + "\n", + "O foco dessa aula não é o Numpy, mas existem exemplos na parte de Pandas que contam com a biblioteca - apenas apresentar o conceito, mas dizer que assunto será retomado na aula seguinte." ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 88, -======= - "execution_count": 101, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 92, "metadata": { - "id": "LljyqgRgS_nM", - "outputId": "17c514e4-0fa0-4d36-c6f8-46293589ce4b" + "id": "6qrRb5EIS_nL" }, - "outputs": [ - { - "data": { - "text/plain": [ -<<<<<<< HEAD - "0 100\n", - "1 200\n", - "2 300\n", - "dtype: int32" - ] - }, - "execution_count": 88, -======= - "array([100, 200, 300])" - ] - }, - "execution_count": 101, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "# Criando Séries em Pandas usando um array numpy:\n", - "precos = np.array([100,200,300])\n", - "precos" + "import pandas as pd\n", + "import numpy as np" ] }, { - "cell_type": "code", - "execution_count": 102, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0 100\n", - "1 200\n", - "2 300\n", - "dtype: int32" - ] - }, - "execution_count": 102, - "metadata": {}, - "output_type": "execute_result" - } - ], + "cell_type": "markdown", + "metadata": { + "id": "FCrGZFGoS_nL" + }, "source": [ - "serie_precos = pd.Series(precos)\n", - "serie_precos" + "Numpy arrays permitem a utilização de diferentes operações,tornando-os uma estrutura de dados útil em manipulação de dados:\n", + " - Seleção de elementos de array\n", + " - Slicing de arrays\n", + " - Divisão de arrays\n", + " - Reshaping de arrays\n", + " - Combinação de arrays\n", + " - Operações Numéricas (min, max, media, etc)\n", + "\n", + "Numpy e Pandas são comumente utilizados para análise e manipulação de dados." ] }, { "cell_type": "code", -<<<<<<< HEAD - "execution_count": 89, -======= - "execution_count": 103, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 93, "metadata": { - "id": "4m4a1TDIS_nN", - "outputId": "d60ac614-bd45-430f-d375-bafdf4252478" + "id": "suI74yqZS_nL", + "outputId": "eb87a166-4d92-4068-e5ad-e7ce283ed244" }, "outputs": [ { - "data": { - "text/plain": [ - "Bala 100\n", - "Chocolate 200\n", - "Bolo 300\n", - "dtype: int32" - ] - }, -<<<<<<< HEAD - "execution_count": 89, -======= - "execution_count": 103, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": {}, - "output_type": "execute_result" + "name": "stdout", + "output_type": "stream", + "text": [ + "[1, 2, 3, 4, 5]\n", + "[1 2 3 4 5]\n" + ] } ], "source": [ - "# criando série e customizando índices da série\n", - "serie_precos_produtos = pd.Series(precos, index=['Bala', 'Chocolate', 'Bolo'])\n", - "serie_precos_produtos" + "# Conversão de lista (estrutura de dados Python) para um array unidimensional com uma linha e quatro colunas:\n", + "lista_1 = [1, 2, 3, 4, 5]\n", + "array_1 = np.array(lista_1)\n", + "\n", + "print(lista_1)\n", + "print(array_1)" ] }, { - "cell_type": "code", -<<<<<<< HEAD - "execution_count": 90, -======= - "execution_count": 104, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 - "metadata": { - "id": "ZxBABq3pS_nN", - "outputId": "d11786b2-ac75-43da-9ce9-5e3c8d3869d4" - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], "text/plain": [ - " A B C D\n", - "0 1 2 3 1\n", - "1 4 5 6 5" + "array([1, 2, 3])" ] }, - "execution_count": 106, + "execution_count": 122, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df['D'] = [1,5]\n", - "df" + "array_2[0]" ] }, { "cell_type": "code", - "execution_count": 107, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 99, "metadata": { - "id": "LHfl6fALS_nN", - "outputId": "5805c47a-4db3-4a7f-8790-dad45dc7ff76" + "id": "KZ-JzM6US_nM", + "outputId": "9c7580bf-627b-4926-ed86-8441bb436861" }, "outputs": [ { "data": { "text/plain": [ - "0 1\n", - "1 4\n", - "2 9\n", - "3 16\n", - "4 25\n", - "dtype: int32" + "array([10, 20, 30, 40, 50])" ] }, -<<<<<<< HEAD - "execution_count": 91, -======= - "execution_count": 107, ->>>>>>> 5a6654f8197b36c253587db90c6485aaaad27d84 + "execution_count": 99, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Operações matemáticas podem ser realizadas em séries e Dataframes Pandas usando funções do numpy\n", - "\n", - "# criando um array (numpay)\n", - "lista_1 = [1, 2, 3, 4, 5]\n", - "array_1 = np.array(lista_1)\n", + "# operações matemáticas podem ser realizadas em todos os valores de um array Numpy de uma vez (impossível em listas python sem loops)\n", "\n", - "# criando uma series (pandas)\n", - "serie_precos = pd.Series(array_1)\n", + "# loja com preços\n", + "array_precos = np.array([12, 22, 32, 42, 52])\n", "\n", - "# calculo matematico\n", - "serie_precos_ao_quadrado = np.square(serie_precos)\n", - "serie_precos_ao_quadrado" + "# queremos entrar em liquidação diminuindo 2 reais no preço de cada item\n", + "array_promocional = array_precos - 2\n", + "array_promocional\n" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "metadata": { + "id": "SWy82LKAS_nM", + "outputId": "ee7e4c2e-5553-405f-cbdf-878534650298" + }, + "outputs": [ + { + "ename": "TypeError", + "evalue": "unsupported operand type(s) for -: 'list' and 'int'", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32mc:\\Users\\Debora\\Documents\\GitHub\\on26-python-s12-pandas-numpy-II\\material\\aula_s12.ipynb Cell 70\u001b[0m line \u001b[0;36m3\n\u001b[0;32m 1\u001b[0m \u001b[39m# se fosse uma lista Python, seria impossível pois retornaria um TypeError\u001b[39;00m\n\u001b[0;32m 2\u001b[0m lista_precos \u001b[39m=\u001b[39m [\u001b[39m12\u001b[39m,\u001b[39m22\u001b[39m,\u001b[39m32\u001b[39m,\u001b[39m42\u001b[39m,\u001b[39m52\u001b[39m]\n\u001b[1;32m----> 3\u001b[0m lista_promocial \u001b[39m=\u001b[39m lista_precos \u001b[39m-\u001b[39;49m \u001b[39m2\u001b[39;49m\n", + "\u001b[1;31mTypeError\u001b[0m: unsupported operand type(s) for -: 'list' and 'int'" + ] + } + ], + "source": [ + "# se fosse uma lista Python, seria impossível pois retornaria um TypeError\n", + "lista_precos = [12,22,32,42,52]\n", + "lista_promocial = lista_precos - 2" ] }, { "cell_type": "markdown", - "metadata": {}, + "metadata": { + "id": "v6P70zdwS_nM" + }, "source": [ - "### Exercício 06\n", - "\n", - "- Gerar arrays de números aleatórios de com tamanho de 5, 50 e 500 elementos\n", - "- Criar um DF Pandas a partir de um array numpy criado de uma lista Python\n", - "- Utilize métodos do Numpy e séries de Pandas para dobrar os números da lista" + "Séries são similares aos arrays NumPy, mas possuem mais funcionalidades que permitem que seus valores possam ser indexados e rotulados. Esses rótulos são úteis quando estamos utilizando porções de dados que possuem outros dados associados a eles.\n" ] }, { "cell_type": "code", - "execution_count": 119, - "metadata": {}, + "execution_count": 101, + "metadata": { + "id": "LljyqgRgS_nM", + "outputId": "17c514e4-0fa0-4d36-c6f8-46293589ce4b" + }, "outputs": [ { "data": { "text/plain": [ - "array([10, 23, 13, 32, 25, 11, 20, 49, 26, 6, 40, 14, 42, 17, 11, 6, 43,\n", - " 15, 19, 12, 29, 47, 5, 12, 42, 47, 40, 15, 7, 22, 8, 41, 35, 25,\n", - " 14, 5, 31, 13, 42, 49, 49, 47, 41, 37, 5, 22, 34, 21, 14, 10, 13,\n", - " 10, 37, 27, 24, 31, 34, 31, 23, 32, 23, 47, 22, 30, 14, 40, 31, 42,\n", - " 35, 21, 40, 42, 36, 37, 11, 8, 14, 46, 11, 28, 39, 35, 29, 5, 46,\n", - " 18, 24, 17, 29, 48, 35, 14, 38, 30, 11, 10, 47, 48, 38, 5, 37, 5,\n", - " 26, 10, 10, 29, 6, 49, 15, 48, 13, 30, 24, 19, 15, 40, 43, 5, 35,\n", - " 46, 45, 44, 28, 7, 13, 44, 5, 47, 14, 13, 17, 43, 33, 46, 32, 16,\n", - " 39, 46, 23, 38, 21, 46, 18, 31, 7, 43, 8, 31, 11, 18, 37, 40, 48,\n", - " 41, 13, 6, 33, 13, 11, 6, 15, 23, 30, 16, 31, 34, 16, 6, 14, 5,\n", - " 34, 27, 34, 45, 45, 6, 28, 15, 8, 27, 25, 22, 46, 32, 23, 49, 45,\n", - " 35, 30, 34, 45, 27, 27, 7, 16, 18, 7, 34, 47, 45, 30, 30, 46, 47,\n", - " 29, 29, 45, 16, 47, 22, 35, 9, 31, 49, 36, 9, 8, 21, 37, 47, 49,\n", - " 48, 38, 11, 11, 12, 11, 25, 31, 47, 13, 41, 33, 14, 6, 41, 24, 15,\n", - " 44, 33, 37, 28, 43, 33, 45, 9, 33, 29, 33, 40, 21, 33, 15, 47, 41,\n", - " 47, 22, 46, 27, 12, 10, 43, 40, 39, 19, 30, 17, 49, 44, 26, 8, 44,\n", - " 27, 42, 37, 48, 13, 12, 36, 15, 41, 6, 40, 19, 17, 14, 27, 39, 24,\n", - " 17, 29, 14, 24, 27, 21, 12, 44, 12, 39, 18, 7, 34, 20, 17, 19, 27,\n", - " 31, 19, 18, 13, 47, 38, 47, 14, 39, 26, 30, 6, 18, 37, 44, 42, 21,\n", - " 20, 6, 48, 6, 29, 7, 35, 47, 17, 22, 42, 32, 24, 48, 22, 28, 27,\n", - " 34, 21, 48, 7, 39, 26, 8, 43, 7, 19, 22, 49, 29, 6, 22, 30, 32,\n", - " 49, 35, 9, 40, 21, 18, 21, 33, 6, 14, 47, 6, 10, 46, 10, 24, 24,\n", - " 27, 18, 40, 34, 28, 45, 16, 38, 38, 45, 23, 37, 25, 46, 25, 37, 22,\n", - " 38, 30, 18, 44, 11, 39, 32, 26, 12, 7, 8, 7, 18, 23, 41, 37, 39,\n", - " 40, 45, 38, 43, 48, 19, 13, 25, 11, 37, 9, 11, 42, 18, 49, 24, 40,\n", - " 40, 17, 7, 31, 21, 37, 18, 15, 35, 49, 19, 41, 13, 42, 8, 30, 10,\n", - " 35, 12, 25, 40, 16, 42, 40, 42, 15, 25, 33, 30, 40, 30, 20, 22, 7,\n", - " 16, 8, 34, 8, 38, 8, 31, 9, 28, 23, 36, 8, 13, 38, 31, 29, 18,\n", - " 42, 45, 34, 41, 37, 28, 24, 36, 45, 49, 45, 23, 14, 25, 30, 27, 44,\n", - " 45, 19, 18, 24, 35, 34, 42])" + "array([100, 200, 300])" ] }, - "execution_count": 119, + "execution_count": 101, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "np.random.randint(5, 50, 500)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Links Bibliotecas:\n", - "\n", - "https://pandas.pydata.org/\n", - "\n", - "https://numpy.org/pt/\n", - "\n", - "https://matplotlib.org/" + "# Criando Séries em Pandas usando um array numpy:\n", + "precos = np.array([100,200,300])\n", + "precos" ] }, { "cell_type": "code", - "execution_count": 97, + "execution_count": 102, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "array([ 5, 87, 34, 88, 84])" + "0 100\n", + "1 200\n", + "2 300\n", + "dtype: int32" ] }, - "execution_count": 97, + "execution_count": 102, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "\n", - "# Gerar arrays de números aleatórios\n", - "array_5 = np.random.randint(1, 100, 5) # Array com 5 elementos\n", - "\n", - "array_5\n", - "\n", - "\n", - "\n" + "serie_precos = pd.Series(precos)\n", + "serie_precos" ] }, { "cell_type": "code", - "execution_count": 105, - "metadata": {}, + "execution_count": 103, + "metadata": { + "id": "4m4a1TDIS_nN", + "outputId": "d60ac614-bd45-430f-d375-bafdf4252478" + }, "outputs": [ { "data": { "text/plain": [ - "array([ 8, 38, 17, 27, 48, 49, 38, 22, 10, 22, 8, 24, 37, 32, 6, 41, 35,\n", - " 44, 30, 27, 25, 21, 31, 36, 37, 24, 24, 34, 6, 32, 23, 32, 26, 40,\n", - " 30, 9, 8, 49, 47, 49, 29, 8, 29, 47, 32, 33, 42, 23, 11, 40, 17,\n", - " 7, 29, 26, 38, 5, 10, 12, 41, 31, 9, 48, 23, 40, 20, 18, 17, 11,\n", - " 24, 47, 33, 21, 6, 39, 46, 24, 8, 14, 31, 43, 49, 9, 18, 15, 18,\n", - " 11, 17, 26, 28, 40, 39, 42, 5, 47, 47, 6, 22, 44, 18, 44, 46, 27,\n", - " 16, 15, 16, 27, 33, 38, 47, 21, 9, 17, 40, 21, 14, 25, 18, 27, 25,\n", - " 7, 47, 11, 9, 46, 42, 7, 45, 21, 20, 44, 35, 11, 48, 23, 18, 45,\n", - " 26, 12, 5, 12, 47, 32, 33, 42, 43, 18, 5, 39, 36, 9, 21, 27, 13,\n", - " 25, 6, 43, 37, 7, 42, 19, 40, 49, 17, 46, 24, 5, 11, 31, 10, 35,\n", - " 17, 48, 12, 28, 8, 49, 31, 41, 5, 42, 12, 42, 17, 43, 47, 19, 38,\n", - " 10, 30, 32, 25, 21, 6, 35, 12, 27, 17, 48, 27, 32, 40, 30, 39, 9,\n", - " 45, 13, 17, 47, 29, 35, 14, 16, 9, 42, 32, 24, 33, 35, 13, 42, 37,\n", - " 40, 7, 10, 20, 24, 14, 25, 27, 13, 17, 6, 26, 9, 8, 10, 11, 37,\n", - " 32, 22, 14, 30, 25, 36, 21, 24, 47, 26, 33, 40, 31, 7, 27, 31, 45,\n", - " 10, 19, 27, 19, 18, 11, 9, 35, 15, 16, 16, 33, 32, 19, 34, 20, 18,\n", - " 40, 15, 27, 35, 45, 35, 14, 45, 44, 16, 21, 43, 7, 25, 35, 41, 43,\n", - " 18, 41, 5, 37, 21, 8, 18, 33, 38, 6, 35, 35, 8, 5, 11, 41, 7,\n", - " 26, 31, 43, 35, 31, 19, 16, 37, 38, 10, 45, 37, 45, 9, 24, 19, 27,\n", - " 32, 19, 16, 26, 41, 42, 38, 9, 14, 32, 43, 39, 40, 26, 27, 34, 16,\n", - " 21, 7, 41, 48, 42, 48, 25, 11, 41, 42, 35, 35, 5, 5, 27, 14, 22,\n", - " 21, 15, 26, 39, 17, 34, 49, 42, 7, 38, 27, 14, 49, 39, 45, 26, 30,\n", - " 21, 11, 17, 18, 10, 15, 27, 7, 43, 13, 29, 7, 31, 21, 14, 48, 15,\n", - " 31, 43, 18, 5, 12, 37, 39, 22, 8, 42, 19, 45, 43, 42, 18, 18, 17,\n", - " 28, 41, 26, 7, 41, 14, 20, 19, 38, 23, 34, 22, 6, 38, 47, 25, 6,\n", - " 45, 48, 33, 22, 16, 25, 15, 14, 45, 12, 31, 9, 46, 39, 45, 49, 25,\n", - " 26, 31, 15, 9, 49, 19, 33, 5, 27, 48, 23, 28, 34, 49, 20, 40, 32,\n", - " 36, 21, 6, 13, 32, 30, 27, 20, 20, 26, 49, 8, 41, 33, 7, 21, 7,\n", - " 25, 8, 36, 9, 35, 40, 46, 32, 41, 21, 18, 33, 30, 20, 10, 25, 12,\n", - " 23, 47, 40, 32, 44, 27, 9])" + "Bala 100\n", + "Chocolate 200\n", + "Bolo 300\n", + "dtype: int32" ] }, - "execution_count": 105, + "execution_count": 103, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "array = np.random.randint(5, 50, 500) # Array com 50 elementos\n", - "array" + "# criando série e customizando índices da série\n", + "serie_precos_produtos = pd.Series(precos, index=['Bala', 'Chocolate', 'Bolo'])\n", + "serie_precos_produtos" ] }, { "cell_type": "code", - "execution_count": 100, - "metadata": {}, + "execution_count": 104, + "metadata": { + "id": "ZxBABq3pS_nN", + "outputId": "d11786b2-ac75-43da-9ce9-5e3c8d3869d4" + }, "outputs": [ { "data": { @@ -5554,58 +3951,50 @@ " \n", " \n", " \n", - " Numeros\n", + " A\n", + " B\n", + " C\n", " \n", " \n", " \n", " \n", " 0\n", - " 5\n", + " 1\n", + " 2\n", + " 3\n", " \n", " \n", " 1\n", - " 87\n", - " \n", - " \n", - " 2\n", - " 34\n", - " \n", - " \n", - " 3\n", - " 88\n", - " \n", - " \n", - " 4\n", - " 84\n", + " 4\n", + " 5\n", + " 6\n", " \n", " \n", "\n", "" ], "text/plain": [ - " Numeros\n", - "0 5\n", - "1 87\n", - "2 34\n", - "3 88\n", - "4 84" + " A B C\n", + "0 1 2 3\n", + "1 4 5 6" ] }, - "execution_count": 100, + "execution_count": 104, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "\n", - "# Criar um DataFrame a partir de um array NumPy\n", - "df = pd.DataFrame(array_5, columns=['Numeros'])\n", + "# Criando DataFrames Pandas com arrays Numpy:\n", + "lista_2 = [[1,2,3],[4,5,6]]\n", + "array_2 = np.array(lista_2)\n", + "df = pd.DataFrame(array_2, columns=['A', 'B', 'C'])\n", "df" ] }, { "cell_type": "code", - "execution_count": 101, + "execution_count": 106, "metadata": {}, "outputs": [ { @@ -5629,327 +4018,157 @@ " \n", " \n", " \n", - " Numeros\n", + " A\n", + " B\n", + " C\n", + " D\n", " \n", " \n", " \n", " \n", " 0\n", " 1\n", + " 2\n", + " 3\n", + " 1\n", " \n", " \n", " 1\n", - " 81\n", - " \n", - " \n", - " 2\n", - " 88\n", - " \n", - " \n", - " 3\n", - " 54\n", - " \n", - " \n", - " 4\n", - " 34\n", - " \n", - " \n", - " 5\n", - " 27\n", - " \n", - " \n", - " 6\n", - " 9\n", - " \n", - " \n", - " 7\n", - " 70\n", - " \n", - " \n", - " 8\n", - " 88\n", - " \n", - " \n", - " 9\n", - " 20\n", - " \n", - " \n", - " 10\n", - " 19\n", - " \n", - " \n", - " 11\n", - " 53\n", - " \n", - " \n", - " 12\n", - " 71\n", - " \n", - " \n", - " 13\n", - " 72\n", - " \n", - " \n", - " 14\n", + " 4\n", + " 5\n", " 6\n", - " \n", - " \n", - " 15\n", - " 35\n", - " \n", - " \n", - " 16\n", - " 40\n", - " \n", - " \n", - " 17\n", - " 46\n", - " \n", - " \n", - " 18\n", - " 19\n", - " \n", - " \n", - " 19\n", - " 2\n", - " \n", - " \n", - " 20\n", - " 45\n", - " \n", - " \n", - " 21\n", - " 65\n", - " \n", - " \n", - " 22\n", - " 36\n", - " \n", - " \n", - " 23\n", - " 77\n", - " \n", - " \n", - " 24\n", - " 35\n", - " \n", - " \n", - " 25\n", - " 10\n", - " \n", - " \n", - " 26\n", - " 88\n", - " \n", - " \n", - " 27\n", - " 94\n", - " \n", - " \n", - " 28\n", - " 69\n", - " \n", - " \n", - " 29\n", - " 46\n", - " \n", - " \n", - " 30\n", - " 56\n", - " \n", - " \n", - " 31\n", - " 89\n", - " \n", - " \n", - " 32\n", - " 79\n", - " \n", - " \n", - " 33\n", - " 96\n", - " \n", - " \n", - " 34\n", - " 81\n", - " \n", - " \n", - " 35\n", - " 74\n", - " \n", - " \n", - " 36\n", - " 67\n", - " \n", - " \n", - " 37\n", - " 91\n", - " \n", - " \n", - " 38\n", - " 43\n", - " \n", - " \n", - " 39\n", - " 86\n", - " \n", - " \n", - " 40\n", - " 83\n", - " \n", - " \n", - " 41\n", - " 39\n", - " \n", - " \n", - " 42\n", - " 15\n", - " \n", - " \n", - " 43\n", - " 41\n", - " \n", - " \n", - " 44\n", - " 43\n", - " \n", - " \n", - " 45\n", - " 38\n", - " \n", - " \n", - " 46\n", - " 26\n", - " \n", - " \n", - " 47\n", - " 2\n", - " \n", - " \n", - " 48\n", - " 95\n", - " \n", - " \n", - " 49\n", - " 98\n", + " 5\n", " \n", " \n", "\n", "" ], "text/plain": [ - " Numeros\n", - "0 1\n", - "1 81\n", - "2 88\n", - "3 54\n", - "4 34\n", - "5 27\n", - "6 9\n", - "7 70\n", - "8 88\n", - "9 20\n", - "10 19\n", - "11 53\n", - "12 71\n", - "13 72\n", - "14 6\n", - "15 35\n", - "16 40\n", - "17 46\n", - "18 19\n", - "19 2\n", - "20 45\n", - "21 65\n", - "22 36\n", - "23 77\n", - "24 35\n", - "25 10\n", - "26 88\n", - "27 94\n", - "28 69\n", - "29 46\n", - "30 56\n", - "31 89\n", - "32 79\n", - "33 96\n", - "34 81\n", - "35 74\n", - "36 67\n", - "37 91\n", - "38 43\n", - "39 86\n", - "40 83\n", - "41 39\n", - "42 15\n", - "43 41\n", - "44 43\n", - "45 38\n", - "46 26\n", - "47 2\n", - "48 95\n", - "49 98" + " A B C D\n", + "0 1 2 3 1\n", + "1 4 5 6 5" ] }, - "execution_count": 101, + "execution_count": 106, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Criar um DataFrame a partir de um array NumPy\n", - "df = pd.DataFrame(array_50, columns=['Numeros'])\n", + "df['D'] = [1,5]\n", "df" ] }, { "cell_type": "code", - "execution_count": 102, - "metadata": {}, + "execution_count": 107, + "metadata": { + "id": "LHfl6fALS_nN", + "outputId": "5805c47a-4db3-4a7f-8790-dad45dc7ff76" + }, "outputs": [ { "data": { "text/plain": [ - "array([ 10, 174, 68, 176, 168])" + "0 1\n", + "1 4\n", + "2 9\n", + "3 16\n", + "4 25\n", + "dtype: int32" ] }, - "execution_count": 102, + "execution_count": 107, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Dobrar os números na lista usando métodos do NumPy\n", - "array_dobrado = np.multiply(array_5, 2)\n", + "# Operações matemáticas podem ser realizadas em séries e Dataframes Pandas usando funções do numpy\n", + "\n", + "# criando um array (numpay)\n", + "lista_1 = [1, 2, 3, 4, 5]\n", + "array_1 = np.array(lista_1)\n", + "\n", + "# criando uma series (pandas)\n", + "serie_precos = pd.Series(array_1)\n", + "\n", + "# calculo matematico\n", + "serie_precos_ao_quadrado = np.square(serie_precos)\n", + "serie_precos_ao_quadrado" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Exercício 06\n", "\n", - "array_dobrado" + "- Gerar arrays de números aleatórios de com tamanho de 5, 50 e 500 elementos\n", + "- Criar um DF Pandas a partir de um array numpy criado de uma lista Python\n", + "- Utilize métodos do Numpy e séries de Pandas para dobrar os números da lista" ] }, { "cell_type": "code", - "execution_count": 103, + "execution_count": 119, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "0 10\n", - "1 174\n", - "2 68\n", - "3 176\n", - "4 168\n", - "Name: Numeros_dobrados, dtype: int32" + "array([10, 23, 13, 32, 25, 11, 20, 49, 26, 6, 40, 14, 42, 17, 11, 6, 43,\n", + " 15, 19, 12, 29, 47, 5, 12, 42, 47, 40, 15, 7, 22, 8, 41, 35, 25,\n", + " 14, 5, 31, 13, 42, 49, 49, 47, 41, 37, 5, 22, 34, 21, 14, 10, 13,\n", + " 10, 37, 27, 24, 31, 34, 31, 23, 32, 23, 47, 22, 30, 14, 40, 31, 42,\n", + " 35, 21, 40, 42, 36, 37, 11, 8, 14, 46, 11, 28, 39, 35, 29, 5, 46,\n", + " 18, 24, 17, 29, 48, 35, 14, 38, 30, 11, 10, 47, 48, 38, 5, 37, 5,\n", + " 26, 10, 10, 29, 6, 49, 15, 48, 13, 30, 24, 19, 15, 40, 43, 5, 35,\n", + " 46, 45, 44, 28, 7, 13, 44, 5, 47, 14, 13, 17, 43, 33, 46, 32, 16,\n", + " 39, 46, 23, 38, 21, 46, 18, 31, 7, 43, 8, 31, 11, 18, 37, 40, 48,\n", + " 41, 13, 6, 33, 13, 11, 6, 15, 23, 30, 16, 31, 34, 16, 6, 14, 5,\n", + " 34, 27, 34, 45, 45, 6, 28, 15, 8, 27, 25, 22, 46, 32, 23, 49, 45,\n", + " 35, 30, 34, 45, 27, 27, 7, 16, 18, 7, 34, 47, 45, 30, 30, 46, 47,\n", + " 29, 29, 45, 16, 47, 22, 35, 9, 31, 49, 36, 9, 8, 21, 37, 47, 49,\n", + " 48, 38, 11, 11, 12, 11, 25, 31, 47, 13, 41, 33, 14, 6, 41, 24, 15,\n", + " 44, 33, 37, 28, 43, 33, 45, 9, 33, 29, 33, 40, 21, 33, 15, 47, 41,\n", + " 47, 22, 46, 27, 12, 10, 43, 40, 39, 19, 30, 17, 49, 44, 26, 8, 44,\n", + " 27, 42, 37, 48, 13, 12, 36, 15, 41, 6, 40, 19, 17, 14, 27, 39, 24,\n", + " 17, 29, 14, 24, 27, 21, 12, 44, 12, 39, 18, 7, 34, 20, 17, 19, 27,\n", + " 31, 19, 18, 13, 47, 38, 47, 14, 39, 26, 30, 6, 18, 37, 44, 42, 21,\n", + " 20, 6, 48, 6, 29, 7, 35, 47, 17, 22, 42, 32, 24, 48, 22, 28, 27,\n", + " 34, 21, 48, 7, 39, 26, 8, 43, 7, 19, 22, 49, 29, 6, 22, 30, 32,\n", + " 49, 35, 9, 40, 21, 18, 21, 33, 6, 14, 47, 6, 10, 46, 10, 24, 24,\n", + " 27, 18, 40, 34, 28, 45, 16, 38, 38, 45, 23, 37, 25, 46, 25, 37, 22,\n", + " 38, 30, 18, 44, 11, 39, 32, 26, 12, 7, 8, 7, 18, 23, 41, 37, 39,\n", + " 40, 45, 38, 43, 48, 19, 13, 25, 11, 37, 9, 11, 42, 18, 49, 24, 40,\n", + " 40, 17, 7, 31, 21, 37, 18, 15, 35, 49, 19, 41, 13, 42, 8, 30, 10,\n", + " 35, 12, 25, 40, 16, 42, 40, 42, 15, 25, 33, 30, 40, 30, 20, 22, 7,\n", + " 16, 8, 34, 8, 38, 8, 31, 9, 28, 23, 36, 8, 13, 38, 31, 29, 18,\n", + " 42, 45, 34, 41, 37, 28, 24, 36, 45, 49, 45, 23, 14, 25, 30, 27, 44,\n", + " 45, 19, 18, 24, 35, 34, 42])" ] }, - "execution_count": 103, + "execution_count": 119, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Criar uma série do Pandas a partir do array dobrado\n", - "serie_dobrada = pd.Series(array_dobrado, name='Numeros_dobrados')\n", - "serie_dobrada" + "np.random.randint(5, 50, 500)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Links Bibliotecas:\n", + "\n", + "https://pandas.pydata.org/\n", + "\n", + "https://numpy.org/pt/\n", + "\n", + "https://matplotlib.org/" ] } ], @@ -5972,7 +4191,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.4" + "version": "3.12.0" } }, "nbformat": 4,