diff --git a/Nayara-Oliveira/Bases de Dados/INPC - Alimentos e Bebidas.csv b/Nayara-Oliveira/Bases de Dados/INPC - Alimentos e Bebidas.csv new file mode 100644 index 0000000..614dd2e --- /dev/null +++ b/Nayara-Oliveira/Bases de Dados/INPC - Alimentos e Bebidas.csv @@ -0,0 +1,528 @@ +Data;INPC - alimentos e bebidas - taxa de variação - (% a.m.) - Instituto Brasileiro de Geografia e Estatística, Sistema Nacional de Índices de Preços ao Consumidor (IBGE/SNIPC) - PRECOS12_INPCAB12; +1980-10;6,55; +1980-11;12,09; +1980-12;7,27; +1981-01;5,94; +1981-02;5,22; +1981-03;6,06; +1981-04;5,08; +1981-05;5,78; +1981-06;1,68; +1981-07;3,61; +1981-08;5,72; +1981-09;7,99; +1981-10;3,34; +1981-11;4,77; +1981-12;4,07; +1982-01;9,33; +1982-02;5,28; +1982-03;5,18; +1982-04;4,76; +1982-05;5,65; +1982-06;8,96; +1982-07;7,22; +1982-08;5,62; +1982-09;3,22; +1982-10;2,13; +1982-11;3,71; +1982-12;6,64; +1983-01;13,43; +1983-02;6; +1983-03;10,1; +1983-04;8,93; +1983-05;5,6; +1983-06;5,58; +1983-07;18,67; +1983-08;14,59; +1983-09;11,39; +1983-10;20,42; +1983-11;5,19; +1983-12;5,12; +1984-01;9,6; +1984-02;7,09; +1984-03;10,77; +1984-04;13,81; +1984-05;8,15; +1984-06;7,33; +1984-07;9,25; +1984-08;7,53; +1984-09;10,91; +1984-10;12,95; +1984-11;8,23; +1984-12;10,08; +1985-01;13,43; +1985-02;9,69; +1985-03;12,37; +1985-04;8,97; +1985-05;5,09; +1985-06;6,61; +1985-07;9,95; +1985-08;15,27; +1985-09;11,09; +1985-10;8,61; +1985-11;10,97; +1985-12;17,46; +1986-01;17,79; +1986-02;18,11; +1986-03;-3,91; +1986-04;-0,74; +1986-05;0,12; +1986-06;0,42; +1986-07;0,28; +1986-08;0,35; +1986-09;0,33; +1986-10;0,62; +1986-11;3,12; +1986-12;4,92; +1987-01;16,54; +1987-02;16,75; +1987-03;8,59; +1987-04;20,92; +1987-05;22,43; +1987-06;24,61; +1987-07;10,42; +1987-08;3,59; +1987-09;5,08; +1987-10;8,62; +1987-11;14,63; +1987-12;13,71; +1988-01;17,7; +1988-02;14,85; +1988-03;19,27; +1988-04;20,06; +1988-05;18,48; +1988-06;23,54; +1988-07;26,01; +1988-08;19,8; +1988-09;29,03; +1988-10;29,85; +1988-11;30,02; +1988-12;28,58; +1989-01;35,42; +1989-02;13,85; +1989-03;2,66; +1989-04;6,25; +1989-05;19,7; +1989-06;40,07; +1989-07;23,68; +1989-08;30,27; +1989-09;29,3; +1989-10;31,52; +1989-11;47,19; +1989-12;54,59; +1990-01;75,21; +1990-02;68,09; +1990-03;88,86; +1990-04;7,74; +1990-05;3,6; +1990-06;10,64; +1990-07;14,46; +1990-08;9,7; +1990-09;15,18; +1990-10;12,88; +1990-11;15,68; +1990-12;16,73; +1991-01;22,48; +1991-02;20,91; +1991-03;4,36; +1991-04;5,59; +1991-05;3,91; +1991-06;9,99; +1991-07;11,87; +1991-08;; +1991-09;36,59; +1991-10;26,16; +1991-11;31,55; +1991-12;22,33; +1992-01;25,6; +1992-02;26,2; +1992-03;20,68; +1992-04;18,93; +1992-05;25,49; +1992-06;20,7; +1992-07;21,2; +1992-08;22,53; +1992-09;26,04; +1992-10;26,98; +1992-11;23,07; +1992-12;27,14; +1993-01;32,79; +1993-02;23,42; +1993-03;26,24; +1993-04;28,16; +1993-05;25,95; +1993-06;29,71; +1993-07;28,77; +1993-08;33,83; +1993-09;35,22; +1993-10;33,13; +1993-11;36,71; +1993-12;39,52; +1994-01;47,29; +1994-02;41,72; +1994-03;44,61; +1994-04;42,66; +1994-05;39,23; +1994-06;51,85; +1994-07;9,55; +1994-08;0,66; +1994-09;-0,14; +1994-10;4,39; +1994-11;4,03; +1994-12;0,8; +1995-01;0,52; +1995-02;-0,21; +1995-03;1,42; +1995-04;2,06; +1995-05;0,6; +1995-06;-0,52; +1995-07;0,9; +1995-08;0,57; +1995-09;0,11; +1995-10;0,56; +1995-11;1,16; +1995-12;0,98; +1996-01;1,53; +1996-02;0,1; +1996-03;0,03; +1996-04;0,67; +1996-05;0,83; +1996-06;0,78; +1996-07;0,4; +1996-08;-0,7; +1996-09;-0,82; +1996-10;0,27; +1996-11;-0,32; +1996-12;-0,57; +1997-01;0,83; +1997-02;0,69; +1997-03;1,34; +1997-04;0,11; +1997-05;-0,95; +1997-06;-0,48; +1997-07;-0,57; +1997-08;-0,71; +1997-09;-0,21; +1997-10;0,34; +1997-11;0,19; +1997-12;0,78; +1998-01;1,61; +1998-02;0,76; +1998-03;1,01; +1998-04;0,98; +1998-05;2,11; +1998-06;0,31; +1998-07;-1,18; +1998-08;-1,44; +1998-09;-0,79; +1998-10;0,14; +1998-11;-0,63; +1998-12;0,24; +1999-01;0,9; +1999-02;2,92; +1999-03;2,02; +1999-04;-0,48; +1999-05;-1,11; +1999-06;-1,36; +1999-07;-0,41; +1999-08;0,06; +1999-09;0,5; +1999-10;2,04; +1999-11;1,67; +1999-12;1,57; +2000-01;0,9; +2000-02;-0,46; +2000-03;-0,58; +2000-04;-0,49; +2000-05;-0,79; +2000-06;0,18; +2000-07;2,09; +2000-08;2,33; +2000-09;0,91; +2000-10;0,12; +2000-11;-0,16; +2000-12;-0,42; +2001-01;0,89; +2001-02;0,13; +2001-03;1,17; +2001-04;2,07; +2001-05;0,62; +2001-06;0,02; +2001-07;0,69; +2001-08;0,96; +2001-09;0,23; +2001-10;1,19; +2001-11;1,44; +2001-12;0,65; +2002-01;0,89; +2002-02;0,09; +2002-03;0,41; +2002-04;-0,39; +2002-05;-0,74; +2002-06;0,13; +2002-07;1,18; +2002-08;2,26; +2002-09;2,22; +2002-10;3,1; +2002-11;6,48; +2002-12;4,25; +2003-01;2,44; +2003-02;1,29; +2003-03;1,61; +2003-04;1,15; +2003-05;0,61; +2003-06;-0,51; +2003-07;-0,91; +2003-08;-0,48; +2003-09;0,79; +2003-10;0,46; +2003-11;0,24; +2003-12;0,3; +2004-01;0,97; +2004-02;0,25; +2004-03;0,51; +2004-04;-0,4; +2004-05;0,02; +2004-06;0,48; +2004-07;0,53; +2004-08;0,76; +2004-09;-0,23; +2004-10;-0,57; +2004-11;-0,09; +2004-12;0,68; +2005-01;0,75; +2005-02;0,43; +2005-03;0,23; +2005-04;0,69; +2005-05;0,7; +2005-06;-0,82; +2005-07;-0,65; +2005-08;-0,86; +2005-09;-0,45; +2005-10;0,28; +2005-11;0,81; +2005-12;0,35; +2006-01;0,07; +2006-02;-0,2; +2006-03;-0,12; +2006-04;-0,34; +2006-05;-0,12; +2006-06;-0,57; +2006-07;-0,2; +2006-08;-0,27; +2006-09;0,09; +2006-10;1,1; +2006-11;1,14; +2006-12;0,37; +2007-01;0,8; +2007-02;0,79; +2007-03;1,1; +2007-04;0,09; +2007-05;0,07; +2007-06;0,93; +2007-07;1,36; +2007-08;1,52; +2007-09;0,61; +2007-10;0,55; +2007-11;0,9; +2007-12;2,61; +2008-01;1,67; +2008-02;0,89; +2008-03;0,98; +2008-04;1,29; +2008-05;2,19; +2008-06;2,38; +2008-07;1,09; +2008-08;-0,42; +2008-09;-0,46; +2008-10;0,67; +2008-11;0,5; +2008-12;0,12; +2009-01;0,53; +2009-02;0,1; +2009-03;0,1; +2009-04;0,01; +2009-05;0,47; +2009-06;0,7; +2009-07;-0,17; +2009-08;-0,21; +2009-09;-0,3; +2009-10;-0,04; +2009-11;0,52; +2009-12;0,13; +2010-01;1,13; +2010-02;1,09; +2010-03;1,68; +2010-04;1,72; +2010-05;0,34; +2010-06;-1,05; +2010-07;-0,92; +2010-08;-0,48; +2010-09;1,2; +2010-10;2,21; +2010-11;2,35; +2010-12;1,12; +2011-01;1,02; +2011-02;0; +2011-03;0,72; +2011-04;0,63; +2011-05;0,58; +2011-06;-0,29; +2011-07;-0,54; +2011-08;0,7; +2011-09;0,61; +2011-10;0,35; +2011-11;1,18; +2011-12;1,14; +2012-01;0,74; +2012-02;0,21; +2012-03;0,25; +2012-04;0,57; +2012-05;0,89; +2012-06;0,67; +2012-07;0,89; +2012-08;0,89; +2012-09;1,4; +2012-10;1,51; +2012-11;0,8; +2012-12;1,13; +2013-01;2,1; +2013-02;1,59; +2013-03;1,16; +2013-04;0,97; +2013-05;0,27; +2013-06;-0,1; +2013-07;-0,4; +2013-08;-0,14; +2013-09;0,05; +2013-10;0,94; +2013-11;0,54; +2013-12;0,8; +2014-01;0,86; +2014-02;0,39; +2014-03;1,88; +2014-04;1,34; +2014-05;0,64; +2014-06;-0,14; +2014-07;-0,23; +2014-08;-0,2; +2014-09;0,73; +2014-10;0,44; +2014-11;0,75; +2014-12;1,08; +2015-01;1,48; +2015-02;0,86; +2015-03;1,21; +2015-04;0,96; +2015-05;1,48; +2015-06;0,69; +2015-07;0,56; +2015-08;-0,04; +2015-09;0,16; +2015-10;0,8; +2015-11;1,98; +2015-12;1,6; +2016-01;2,41; +2016-02;1,19; +2016-03;1,12; +2016-04;1,11; +2016-05;0,83; +2016-06;0,83; +2016-07;1,63; +2016-08;0,28; +2016-09;-0,25; +2016-10;-0,06; +2016-11;-0,31; +2016-12;0,05; +2017-01;0,35; +2017-02;-0,53; +2017-03;0,32; +2017-04;0,54; +2017-05;-0,44; +2017-06;-0,52; +2017-07;-0,45; +2017-08;-1,18; +2017-09;-0,57; +2017-10;-0,11; +2017-11;-0,54; +2017-12;0,43; +2018-01;0,76; +2018-02;-0,36; +2018-03;-0,17; +2018-04;0,11; +2018-05;0,29; +2018-06;2,24; +2018-07;-0,2; +2018-08;-0,44; +2018-09;0,05; +2018-10;0,61; +2018-11;0,45; +2018-12;0,45; +2019-01;0,9; +2019-02;0,94; +2019-03;1,5; +2019-04;0,64; +2019-05;-0,59; +2019-06;-0,18; +2019-07;-0,05; +2019-08;-0,49; +2019-09;-0,42; +2019-10;0,02; +2019-11;0,78; +2019-12;3,66; +2020-01;0,45; +2020-02;0,13; +2020-03;1,12; +2020-04;1,91; +2020-05;0,4; +2020-06;0,37; +2020-07;0,14; +2020-08;0,8; +2020-09;2,63; +2020-10;2,11; +2020-11;2,65; +2020-12;1,86; +2021-01;1,01; +2021-02;0,17; +2021-03;0,07; +2021-04;0,49; +2021-05;0,53; +2021-06;0,47; +2021-07;0,66; +2021-08;1,29; +2021-09;0,94; +2021-10;1,1; +2021-11;-0,03; +2021-12;0,76; +2022-01;1,08; +2022-02;1,25; +2022-03;2,39; +2022-04;2,26; +2022-05;0,63; +2022-06;0,78; +2022-07;1,31; +2022-08;0,26; +2022-09;-0,51; +2022-10;0,6; +2022-11;0,55; +2022-12;0,74; +2023-01;0,52; +2023-02;0,04; +2023-03;-0,07; +2023-04;0,61; +2023-05;0,16; +2023-06;-0,66; +2023-07;-0,59; +2023-08;-0,91; +2023-09;-0,74; +2023-10;0,23; +2023-11;0,57; +2023-12;1,2; +2024-01;1,51; +2024-02;0,95; +2024-03;0,5; +2024-04;0,57; +2024-05;0,64; +2024-06;0,44; +2024-07;-0,95; +2024-08;-0,63; diff --git "a/Nayara-Oliveira/Bases de Dados/INPC - Habita\303\247\303\243o.csv" "b/Nayara-Oliveira/Bases de Dados/INPC - Habita\303\247\303\243o.csv" new file mode 100644 index 0000000..d0e1f2d --- /dev/null +++ "b/Nayara-Oliveira/Bases de Dados/INPC - Habita\303\247\303\243o.csv" @@ -0,0 +1,528 @@ +Data;INPC - habitação - taxa de variação - (% a.m.) - Instituto Brasileiro de Geografia e Estatística, Sistema Nacional de Índices de Preços ao Consumidor (IBGE/SNIPC) - PRECOS12_INPCHA12; +1980-10;5,91; +1980-11;3,16; +1980-12;5,76; +1981-01;3,66; +1981-02;9,25; +1981-03;3,25; +1981-04;4,43; +1981-05;9,18; +1981-06;3,88; +1981-07;7,84; +1981-08;6,04; +1981-09;3,07; +1981-10;6,32; +1981-11;6,37; +1981-12;3,01; +1982-01;3,57; +1982-02;6,64; +1982-03;7,76; +1982-04;4,01; +1982-05;6,99; +1982-06;7,96; +1982-07;4,98; +1982-08;4,04; +1982-09;3,67; +1982-10;7,14; +1982-11;4,11; +1982-12;3,4; +1983-01;10,57; +1983-02;3,01; +1983-03;9,46; +1983-04;6,36; +1983-05;6,83; +1983-06;7,15; +1983-07;12,59; +1983-08;8,22; +1983-09;9,76; +1983-10;6,14; +1983-11;10,94; +1983-12;9,73; +1984-01;7,36; +1984-02;11; +1984-03;9,04; +1984-04;6,26; +1984-05;12,26; +1984-06;7,35; +1984-07;13,33; +1984-08;7,01; +1984-09;11,29; +1984-10;7,98; +1984-11;10,44; +1984-12;10,8; +1985-01;13,91; +1985-02;5,94; +1985-03;13,75; +1985-04;10,12; +1985-05;4,93; +1985-06;4,17; +1985-07;6,93; +1985-08;10,13; +1985-09;7,44; +1985-10;11,04; +1985-11;10,46; +1985-12;9,21; +1986-01;14,9; +1986-02;12,35; +1986-03;-0,46; +1986-04;0,82; +1986-05;1,03; +1986-06;0,51; +1986-07;0,59; +1986-08;0,9; +1986-09;0,44; +1986-10;0,52; +1986-11;4,08; +1986-12;8,02; +1987-01;3,74; +1987-02;18,41; +1987-03;24,84; +1987-04;43,43; +1987-05;24,61; +1987-06;27,49; +1987-07;8,73; +1987-08;4,89; +1987-09;4,46; +1987-10;15,42; +1987-11;14,3; +1987-12;14,01; +1988-01;20,85; +1988-02;19,04; +1988-03;17,29; +1988-04;15,62; +1988-05;17,68; +1988-06;22,63; +1988-07;22,46; +1988-08;20,72; +1988-09;22,18; +1988-10;23,11; +1988-11;25,17; +1988-12;22,59; +1989-01;37,9; +1989-02;14,72; +1989-03;7,55; +1989-04;9,85; +1989-05;8,46; +1989-06;15,57; +1989-07;29,96; +1989-08;33,78; +1989-09;38,7; +1989-10;37,9; +1989-11;57,43; +1989-12;52,05; +1990-01;63,41; +1990-02;88,71; +1990-03;75,71; +1990-04;22,07; +1990-05;10,39; +1990-06;12,57; +1990-07;13,9; +1990-08;20,79; +1990-09;13,18; +1990-10;17,67; +1990-11;20,63; +1990-12;30,21; +1991-01;27,07; +1991-02;33,33; +1991-03;45,6; +1991-04;0,62; +1991-05;7,46; +1991-06;9,18; +1991-07;11,54; +1991-08;; +1991-09;26,4; +1991-10;18,64; +1991-11;19,78; +1991-12;20,46; +1992-01;24,29; +1992-02;24,43; +1992-03;21,96; +1992-04;21,89; +1992-05;20,98; +1992-06;18,99; +1992-07;23,11; +1992-08;22,64; +1992-09;20,62; +1992-10;24,02; +1992-11;20,03; +1992-12;22,53; +1993-01;23,31; +1993-02;23,03; +1993-03;26,42; +1993-04;28,96; +1993-05;26,4; +1993-06;30,46; +1993-07;31,97; +1993-08;35,88; +1993-09;34,01; +1993-10;34,55; +1993-11;33,75; +1993-12;36,01; +1994-01;33,39; +1994-02;41,53; +1994-03;47,07; +1994-04;44,66; +1994-05;42,41; +1994-06;42,12; +1994-07;0,94; +1994-08;7,9; +1994-09;7,84; +1994-10;4,11; +1994-11;4,62; +1994-12;3,31; +1995-01;2,49; +1995-02;3,87; +1995-03;4; +1995-04;4,41; +1995-05;3,11; +1995-06;4,51; +1995-07;5,1; +1995-08;4,55; +1995-09;4,62; +1995-10;4,72; +1995-11;5,1; +1995-12;5,53; +1996-01;2,54; +1996-02;2,31; +1996-03;2,1; +1996-04;1,97; +1996-05;2,1; +1996-06;2,33; +1996-07;2,01; +1996-08;2,43; +1996-09;1,56; +1996-10;1,44; +1996-11;1,39; +1996-12;1,18; +1997-01;1,03; +1997-02;0,95; +1997-03;1,15; +1997-04;1,58; +1997-05;0,86; +1997-06;0,56; +1997-07;0,38; +1997-08;0,44; +1997-09;0,23; +1997-10;0,32; +1997-11;0,31; +1997-12;0,34; +1998-01;0,3; +1998-02;0,23; +1998-03;0,39; +1998-04;0,48; +1998-05;0,19; +1998-06;0,17; +1998-07;0,14; +1998-08;0,09; +1998-09;0,11; +1998-10;0,01; +1998-11;-0,21; +1998-12;0,6; +1999-01;0,11; +1999-02;0,37; +1999-03;0,84; +1999-04;0,73; +1999-05;0,23; +1999-06;0,66; +1999-07;1,25; +1999-08;0,91; +1999-09;0,2; +1999-10;-0,01; +1999-11;0,34; +1999-12;0,42; +2000-01;0,2; +2000-02;-0,01; +2000-03;0,09; +2000-04;0,02; +2000-05;0,61; +2000-06;0,06; +2000-07;1,3; +2000-08;0,53; +2000-09;0,12; +2000-10;0,19; +2000-11;0,71; +2000-12;1,23; +2001-01;0,59; +2001-02;0,28; +2001-03;0,14; +2001-04;0,92; +2001-05;1,41; +2001-06;1,09; +2001-07;1,92; +2001-08;0,77; +2001-09;0,54; +2001-10;1,03; +2001-11;2,77; +2001-12;0,49; +2002-01;3,55; +2002-02;0,13; 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+2024-05;0,62; +2024-06;0,29; +2024-07;0,75; +2024-08;-0,6; diff --git "a/Nayara-Oliveira/Bases de Dados/INPC - Sa\303\272de e Cuidados Pessoais.csv" "b/Nayara-Oliveira/Bases de Dados/INPC - Sa\303\272de e Cuidados Pessoais.csv" new file mode 100644 index 0000000..127cbca --- /dev/null +++ "b/Nayara-Oliveira/Bases de Dados/INPC - Sa\303\272de e Cuidados Pessoais.csv" @@ -0,0 +1,528 @@ +Data;INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) - Instituto Brasileiro de Geografia e Estatística, Sistema Nacional de Índices de Preços ao Consumidor (IBGE/SNIPC) - PRECOS12_INPCSC12; +1980-10;7,62; +1980-11;3,43; +1980-12;3,15; +1981-01;3,38; +1981-02;4,01; +1981-03;10,23; +1981-04;13,2; +1981-05;8,74; +1981-06;6,04; +1981-07;7,44; +1981-08;6,24; +1981-09;13,21; +1981-10;5,59; +1981-11;3,84; +1981-12;5,36; +1982-01;7,59; +1982-02;4,56; +1982-03;7,63; +1982-04;6,43; +1982-05;4,73; +1982-06;7,33; +1982-07;5,57; +1982-08;4,07; +1982-09;3,58; +1982-10;5,31; +1982-11;7,92; +1982-12;6,69; 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+2024-03;-0,08; +2024-04;0,32; +2024-05;0,36; +2024-06;0; +2024-07;1,36; +2024-08;0,05; diff --git a/Nayara-Oliveira/Bases de Dados/Poder de compra.csv b/Nayara-Oliveira/Bases de Dados/Poder de compra.csv new file mode 100644 index 0000000..87e3de1 --- /dev/null +++ b/Nayara-Oliveira/Bases de Dados/Poder de compra.csv @@ -0,0 +1,69 @@ +Data;IPCA (% a.m.);INPC (% a.m.);Salário mínimo real;Salário mínimo vigente - R$;Taxa de desempego (desocupação); Endividamento e inadimplência do consumidor;Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min;Intenção de consumo das famílias (ICF) - Acima de 10 salários min +2019-01;0,32;0,36;1363,03;998;12,2;0,6;93,03;109,96 +2019-02;0,43;0,54;1355,7;998;12,6;0,62;95,38;113,66 +2019-03;0,75;0,77;1345,34;998;12,8;0,62;94,92;113,3 +2019-04;0,57;0,6;1337,32;998;12,6;0,63;93,06;111,32 +2019-05;0,13;0,15;1335,32;998;12,4;0,63;91,48;109,62 +2019-06;0,01;0,01;1335,19;998;12,1;0,64;88,71;103,99 +2019-07;0,19;0,1;1333,85;998;12;0,64;87,55;101 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variação - (% a.m.),INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.),INPC - habitação - taxa de variação - (% a.m.),Data_mes,Diferença percentual entre salários,Desemprego Normalizado +2019-01-01,0.32,0.36,1363.03,998.0,12.2,0.6,93.03,109.96,0.9,0.61,0.01,0.16,2019-01,-26.780775184698797,0.5154915947204577 +2019-02-01,0.43,0.54,1355.7,998.0,12.6,0.62,95.38,113.66,0.94,0.34,0.4,0.32,2019-02,-26.38489341299698,0.6675672061781199 +2019-03-01,0.75,0.77,1345.34,998.0,12.8,0.62,94.92,113.3,1.5,1.18,0.37,0.32,2019-03,-25.81800883048151,0.7436050119069515 +2019-04-01,0.57,0.6,1337.32,998.0,12.6,0.63,93.06,111.32,0.64,0.91,1.89,0.3,2019-04,-25.373134328358205,0.6675672061781199 +2019-05-01,0.13,0.15,1335.32,998.0,12.4,0.63,91.48,109.62,-0.59,0.56,0.44,1.0,2019-05,-25.261360572746604,0.5915294004492891 +2019-06-01,0.01,0.01,1335.19,998.0,12.1,0.64,88.71,103.99,-0.18,-0.3,0.71,0.03,2019-06,-25.25408368846382,0.47747269185604224 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+ logo reprograma +

+ +# **Impacto da Inflação sobre o Poder de Compra: uma análise multidimensional** + +Este projeto foi desenvolvido com o objetivo de analisar como a inflação afeta o poder de compra dos brasileiros ao longo dos últimos anos (janeiro de 2019 a agosto de 2024). A análise explora uma série de fatores econômicos e sociais, incluindo inflação, desemprego, salário mínimo e endividamento, com foco na variação do poder de compra em diferentes setores e grupos de renda. + +## Objetivos do Projeto + +A análise busca responder às seguintes perguntas principais: +1. **Como o poder de compra dos brasileiros variou nos últimos 4 anos?** + - Investigação de como a inflação e os ajustes salariais impactaram o poder de compra. +2. **Qual a relação entre o poder de compra e a taxa de desemprego?** + - Avaliação de se os reajustes salariais incentivam o consumo, em especial em épocas de alta inflação. +3. **Quais setores da economia são mais sensíveis às variações da inflação?** + - Foco no impacto do Índice Nacional de Preços ao Consumidor (INPC) em diferentes setores. +4. **Como o endividamento é afetado pelo IPCA?** + - Análise da influência das variações do IPCA na alto da taxa de endividamento dos brasileiros. +5. **Como a intenção de consumo das famílias varia com a inflação e com o endividamente em diferentes faixas salariais?** + - Comparação entre as famílias com renda inferior e superior a 10 salários mínimos e a resposta ao impacto inflacionário. + +## Metodologia + +O projeto utiliza dados econômicos de diferentes fontes, incluindo IPCA, INPC, taxas de desemprego e indicadores de salário mínimo real. A análise é conduzida utilizando bibliotecas de ciência de dados em Python, como: + +- **Pandas** para manipulação de dados; +- **Matplotlib** e **Seaborn** para visualizações; +- **Numpy** para cálculos numéricos; +- **SciPy** para análise estatística. + +## Estrutura do Projeto + +1. **Comparação do INPC e IPCA:** + - Cálculo das medidas descritivas para ambos os índices. + - Análise gráfica dos índices ao longo do tempo. + +2. **Comparação entre Salário Mínimo Real e Salário Mínimo Vigente:** + - Medidas descritivas para os salários ao longo dos anos. + - Gráfico da comparação entre o salário mínimo real e o vigente. + +3. **Comparação do INPC por Categorias:** + - Medidas descritivas das taxas de variação por categorias do INPC. + - Gráfico da variação dos preços por segmento (como alimentos, habitação, saúde, etc.). + +4. **Normalização da Taxa de Desemprego (Z-Score):** + - Normalização da taxa de desemprego utilizando o z-score (pontuação z) para facilitar a comparação com outras variáveis. + - Medidas descritivas da taxa de desemprego. + - Análise do desemprego normalizado e da taxa de desemprego no Brasil. + +5. **Evolução do Endividamento e da Inflação no Brasil:** + - Medidas descritivas para a taxa de endividamento. + - Comparação entre endividamento e inflação ao longo do tempo. + +6. **Gráfico da Intenção de Consumo em Relação à Taxa de Endividamento e IPCA:** + - Relação entre a intenção de consumo das famílias e as variáveis de endividamento e inflação, comparando diferentes faixas de renda. + + +## Perguntas Adicionais + +Durante o desenvolvimento, outras questões foram levantadas: +- Como o endividamento impacta as variações no poder de compra? +- Como a inflação em diferentes setores (como alimentos e habitação) afeta o consumo? + +## Como Executar o Projeto + +1. Clone o repositório: + ```bash + git clone https://github.com/nayara-santos/on34-python-s17-s18-projeto-final.git + +

+Desenvolvido por Maria Eduarda Justino e Nayara Oliveira :purple_heart: +

+ + diff --git a/Nayara-Oliveira/S17_Projeto_Final.ipynb b/Nayara-Oliveira/S17_Projeto_Final.ipynb new file mode 100644 index 0000000..a1b4183 --- /dev/null +++ b/Nayara-Oliveira/S17_Projeto_Final.ipynb @@ -0,0 +1,17262 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# **Impacto da Inflação sobre o Poder de Compra: uma análise multidimensional**\n", + "\n", + "Este projeto tem como objetivo realizar uma análise detalhada sobre os impactos da inflação no poder de compra dos brasileiros, utilizando dados econômicos e ferramentas de análise de dados em Python. A análise busca abordar questões relacionadas à variação do poder de compra ao longo dos últimos anos (janeiro de 2019 a agosto de 2024) e os fatores que mais influenciam essa variação.\n", + "\n", + "## Coleta de dados\n", + "\n", + "A coleta de dados foi feita completamente pelo site de dados do Instituto de Pesquisa Econômica Aplicada (IPEA) - [IPEA Data](http://www.ipeadata.gov.br/).\n", + "\n", + "Os arquivos em CSV usados podem ser baixados no [Google Drive](https://drive.google.com/drive/folders/1y8CCcTpFpP6EgM6sFynQVHQB5ICQ9Te2).\n", + "\n", + "## Objetivos do projeto\n", + "\n", + "1. **Variação do Poder de Compra nos últimos 4 anos**: Avaliar como o poder de compra dos brasileiros foi impactado pela inflação e pelos reajustes salariais ao longo dos últimos quatro anos.\n", + "\n", + "2. **Impacto da Inflação e dos Reajustes Salariais**: Estudar a relação entre o aumento da inflação e os reajustes salariais, observando se o poder de compra aumentou ou diminuiu neste período.\n", + "\n", + "3. **INPC x IPCA**: Explicar as diferenças entre o INPC e o IPCA, destacando qual índice é mais utilizado no cálculo da inflação e em que circunstâncias.\n", + "\n", + "4. **Salário Mínimo Real x Vigente**: Comparar o salário mínimo real com o salário mínimo vigente, e observar o impacto do INPC sobre o reajuste salarial ao longo do tempo.\n", + "\n", + "5. **Relação com a Taxa de Desemprego**: Analisar a relação entre a taxa de desemprego e o poder de compra, verificando se há maior incentivo ao consumo quando ocorrem reajustes salariais.\n", + "\n", + "6. **Sensibilidade por setor**: Identificar os setores mais sensíveis às variações inflacionárias e analisar como essas variações afetam o cálculo da cesta de consumo.\n", + "\n", + "7. **Endividamento e IPCA**: Avaliar se o aumento do endividamento das famílias tem relação direta com a variação do IPCA, especialmente em períodos de alta inflacionária.\n", + "\n", + "---\n", + "\n", + "Para contribuições, criticas ou sugestões na análise, sinta-se à vontade para criar um pull request no GitHub: [Repositório 1](https://github.com/meduardajustino/on34-python-s17-s18-projeto-final) ou [Repositório 2](https://github.com/---/on34-python-s17-s18-projeto-final).\n" + ], + "metadata": { + "id": "VpS3oXOQDxgT" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Extração dos dados\n", + "\n", + "A partir dos arquivos csv disponibilizados no drive citado anteriormente." + ], + "metadata": { + "id": "MQ18-PPuO0oP" + } + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "id": "FzEzMxVvBU_3" + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra = pd.read_csv('Poder de compra.csv', sep=';')\n", + "df_poder_compra.head()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 345 + }, + "id": "hBujr217MgPB", + "outputId": "0a499b95-2d8c-41e2-f072-c8bf90916d00" + }, + "execution_count": 2, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data IPCA (% a.m.) INPC (% a.m.) Salário mínimo real \\\n", + "0 2019-01 0,32 0,36 1363,03 \n", + "1 2019-02 0,43 0,54 1355,7 \n", + "2 2019-03 0,75 0,77 1345,34 \n", + "3 2019-04 0,57 0,6 1337,32 \n", + "4 2019-05 0,13 0,15 1335,32 \n", + "\n", + " Salário mínimo vigente - R$ Taxa de desempego (desocupação) \\\n", + "0 998 12,2 \n", + "1 998 12,6 \n", + "2 998 12,8 \n", + "3 998 12,6 \n", + "4 998 12,4 \n", + "\n", + " Endividamento e inadimplência do consumidor \\\n", + "0 0,6 \n", + "1 0,62 \n", + "2 0,62 \n", + "3 0,63 \n", + "4 0,63 \n", + "\n", + " Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min \\\n", + "0 93,03 \n", + "1 95,38 \n", + "2 94,92 \n", + "3 93,06 \n", + "4 91,48 \n", + "\n", + " Intenção de consumo das famílias (ICF) - Acima de 10 salários min \n", + "0 109,96 \n", + "1 113,66 \n", + "2 113,3 \n", + "3 111,32 \n", + "4 109,62 " + ], + "text/html": [ + "\n", + "
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigente - R$Taxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários min
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22019-030.750.771345.34998.012.80.6294.92113.301,5
32019-040.570.601337.32998.012.60.6393.06111.320,64
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigente - R$Taxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)
02019-010.320.361363.03998.012.20.6093.03109.960,90,61
12019-020.430.541355.70998.012.60.6295.38113.660,940,34
22019-030.750.771345.34998.012.80.6294.92113.301,51,18
32019-040.570.601337.32998.012.60.6393.06111.320,640,91
42019-050.130.151335.32998.012.40.6391.48109.62-0,590,56
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigente - R$Taxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)
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642024-050.460.461417.231412.07.10.79100.20117.240,640,360,77
652024-060.210.251413.691412.06.90.7999.59115.790,4400,54
662024-070.380.261410.021412.06.80.7898.76115.86-0,951,360,18
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigente - R$Taxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)
02019-010.320.361363.03998.012.20.6093.03109.960,90,610,010,16
12019-020.430.541355.70998.012.60.6295.38113.660,940,340,40,32
22019-030.750.771345.34998.012.80.6294.92113.301,51,180,370,32
32019-040.570.601337.32998.012.60.6393.06111.320,640,911,890,3
42019-050.130.151335.32998.012.40.6391.48109.62-0,590,560,441
52019-060.010.011335.19998.012.10.6488.71103.99-0,18-0,30,710,03
62019-070.190.101333.85998.012.00.6487.55101.00-0,05-0,41-0,631,2
72019-080.110.121332.25998.011.90.6589.16102.86-0,49-0,08-0,141,18
82019-09-0.04-0.051332.92998.011.90.6590.16104.01-0,42-0,010,780,04
92019-100.100.041332.39998.011.80.6590.91105.250,020,350,42-0,6
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Acima de 10 sal\\u00e1rios min\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 13.67345729565696,\n \"min\": 75.02,\n \"max\": 120.81,\n \"num_unique_values\": 67,\n \"samples\": [\n 93.52,\n 90.97,\n 109.62\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - alimentos e bebidas - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 63,\n \"samples\": [\n \"-0,95\",\n \"1,51\",\n \"0,9\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - transportes - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 60,\n \"samples\": [\n \"0,61\",\n \"-0,3\",\n \"1,56\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - sa\\u00fade e cuidados pessoais - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 59,\n \"samples\": [\n \"0,01\",\n \"0,71\",\n \"1,29\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - habita\\u00e7\\u00e3o - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 62,\n \"samples\": [\n \"-1,16\",\n \"0,31\",\n \"0,16\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 20 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra = df_poder_compra.rename({'Salário mínimo vigente - R$': 'Salário mínimo vigente'}, axis=1)" + ], + "metadata": { + "id": "wJjxzksIMf8D" + }, + "execution_count": 21, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Limpeza da base de dados\n", + "###Verificando se os tipos dos dados das colunas estão corretos e corrigindo aqueles que não estão." + ], + "metadata": { + "id": "2yS4X1nKQ1o9" + } + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.info()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "CU0jAZ-5RCq2", + "outputId": "f000c673-7ce6-4ab5-cfa0-7fac0117656a" + }, + "execution_count": 22, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 68 entries, 0 to 67\n", + "Data columns (total 13 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Data 68 non-null object \n", + " 1 IPCA (% a.m.) 68 non-null float64\n", + " 2 INPC (% a.m.) 68 non-null float64\n", + " 3 Salário mínimo real 68 non-null float64\n", + " 4 Salário mínimo vigente 68 non-null float64\n", + " 5 Taxa de desempego (desocupação) 68 non-null float64\n", + " 6 Endividamento e inadimplência do consumidor 68 non-null float64\n", + " 7 Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min 68 non-null float64\n", + " 8 Intenção de consumo das famílias (ICF) - Acima de 10 salários min 68 non-null float64\n", + " 9 INPC - alimentos e bebidas - taxa de variação - (% a.m.) 68 non-null object \n", + " 10 INPC - transportes - taxa de variação - (% a.m.) 68 non-null object \n", + " 11 INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) 68 non-null object \n", + " 12 INPC - habitação - taxa de variação - (% a.m.) 68 non-null object \n", + "dtypes: float64(8), object(5)\n", + "memory usage: 7.0+ KB\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Transformando as colunas de INPC por grupo de object para float\n", + "for coluna in df_poder_compra.columns[1:]:\n", + " df_poder_compra[coluna] = df_poder_compra[coluna].astype(str).str.replace(',', '.').astype(float)" + ], + "metadata": { + "id": "ocY4l34RRKo9" + }, + "execution_count": 23, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "def converter_data(value):\n", + " ano, mes = map(int, str(value).split('-'))\n", + " return pd.Timestamp(year=ano, month=mes, day=1)\n", + "\n", + "df_poder_compra['Data'] = df_poder_compra['Data'].apply(converter_data)\n", + "\n", + "df_poder_compra['Data'].tail()\n", + "\n", + "df_poder_compra['Data_mes'] = df_poder_compra['Data'].dt.strftime('%Y-%m')\n", + "\n", + "df_poder_compra[['Data', 'Data_mes']].tail()" + ], + "metadata": { + "id": "sSsUslLiccQE", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 206 + }, + "outputId": "e9736a34-59ba-4049-da39-1d61cbd2b84f" + }, + "execution_count": 24, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data Data_mes\n", + "63 2024-04-01 2024-04\n", + "64 2024-05-01 2024-05\n", + "65 2024-06-01 2024-06\n", + "66 2024-07-01 2024-07\n", + "67 2024-08-01 2024-08" + ], + "text/html": [ + "\n", + "
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mes
02019-01-010.320.361363.03998.012.20.6093.03109.960.900.610.010.162019-01
12019-02-010.430.541355.70998.012.60.6295.38113.660.940.340.400.322019-02
22019-03-010.750.771345.34998.012.80.6294.92113.301.501.180.370.322019-03
32019-04-010.570.601337.32998.012.60.6393.06111.320.640.911.890.302019-04
42019-05-010.130.151335.32998.012.40.6391.48109.62-0.590.560.441.002019-05
52019-06-010.010.011335.19998.012.10.6488.71103.99-0.18-0.300.710.032019-06
62019-07-010.190.101333.85998.012.00.6487.55101.00-0.05-0.41-0.631.202019-07
72019-08-010.110.121332.25998.011.90.6589.16102.86-0.49-0.08-0.141.182019-08
82019-09-01-0.04-0.051332.92998.011.90.6590.16104.01-0.42-0.010.780.042019-09
92019-10-010.100.041332.39998.011.80.6590.91105.250.020.350.42-0.602019-10
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Abaixo de 10 sal\\u00e1rios min\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 13.019042980806395,\n \"min\": 64.0,\n \"max\": 102.91,\n \"num_unique_values\": 68,\n \"samples\": [\n 85.47,\n 79.84,\n 91.48\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Inten\\u00e7\\u00e3o de consumo das fam\\u00edlias (ICF) - Acima de 10 sal\\u00e1rios min\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 13.67345729565696,\n \"min\": 75.02,\n \"max\": 120.81,\n \"num_unique_values\": 67,\n \"samples\": [\n 93.52,\n 90.97,\n 109.62\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - alimentos e bebidas - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.8976342308908881,\n \"min\": -0.95,\n \"max\": 3.66,\n \"num_unique_values\": 63,\n \"samples\": [\n -0.95,\n 1.51,\n 0.9\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - transportes - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.2519514793252666,\n \"min\": -4.44,\n \"max\": 3.54,\n \"num_unique_values\": 60,\n \"samples\": [\n 0.61,\n -0.3,\n 1.56\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - sa\\u00fade e cuidados pessoais - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.6439774854417865,\n \"min\": -1.18,\n \"max\": 2.08,\n \"num_unique_values\": 59,\n \"samples\": [\n 0.01,\n 0.71,\n 1.29\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - habita\\u00e7\\u00e3o - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.8523910876388937,\n \"min\": -1.65,\n \"max\": 3.17,\n \"num_unique_values\": 62,\n \"samples\": [\n -1.16,\n 0.31,\n 0.16\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Data_mes\",\n \"properties\": {\n \"dtype\": \"object\",\n \"num_unique_values\": 68,\n \"samples\": [\n \"2022-11\",\n \"2020-05\",\n \"2019-05\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 25 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.info()" + ], + "metadata": { + "id": "q36hzK6CczL-", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "2735f87f-6331-48d1-9cbd-8d48edcb139c" + }, + "execution_count": 26, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "RangeIndex: 68 entries, 0 to 67\n", + "Data columns (total 14 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Data 68 non-null datetime64[ns]\n", + " 1 IPCA (% a.m.) 68 non-null float64 \n", + " 2 INPC (% a.m.) 68 non-null float64 \n", + " 3 Salário mínimo real 68 non-null float64 \n", + " 4 Salário mínimo vigente 68 non-null float64 \n", + " 5 Taxa de desempego (desocupação) 68 non-null float64 \n", + " 6 Endividamento e inadimplência do consumidor 68 non-null float64 \n", + " 7 Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min 68 non-null float64 \n", + " 8 Intenção de consumo das famílias (ICF) - Acima de 10 salários min 68 non-null float64 \n", + " 9 INPC - alimentos e bebidas - taxa de variação - (% a.m.) 68 non-null float64 \n", + " 10 INPC - transportes - taxa de variação - (% a.m.) 68 non-null float64 \n", + " 11 INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) 68 non-null float64 \n", + " 12 INPC - habitação - taxa de variação - (% a.m.) 68 non-null float64 \n", + " 13 Data_mes 68 non-null object \n", + "dtypes: datetime64[ns](1), float64(12), object(1)\n", + "memory usage: 7.6+ KB\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Comparação do INPC e IPCA\n", + "\n", + "A principal diferença entre o INPC (Índice Nacional de Preços ao Consumidor) e o IPCA (Índice de Preços ao Consumidor Amplo) está na faixa de renda das famílias consideradas na coleta de dados. Logo, eles tem o mesmo cálculo, contudo, amostras distintas.\n", + "\n", + "Os dois índices são calculados mensalmente pelo IBGE, para verificar a variação média dos preços da economia para o consumidor final. Para fazer esse cálculo, o IBGE pega uma amostra da população brasileira. E cada região recebe um peso, conforme a seguinte tabela:\n", + "\n", + "\n", + "![image.png](data:image/png;base64,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)\n", + "\n", + "Nas cidades acima, são coletados dados de preços de uma cesta de produtos.\n", + "\n", + "Cada um desses produtos também com o seu peso atribuído, conforme a tabela abaixo.\n", + "\n", + "\n", + "![image.png](data:image/png;base64,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)\n", + "\n", + "O cálculo é uma média ponderada das variações dos preços dos itens mais comuns das principais cidades do país.\n", + "\n", + " Por fim, a diferença da amostra ocorre visto que o INPC se concentra nas famílias com renda de 1 a 5 salários-mínimos e o IPCA abrange as famílias com rendimentos de 1 a 40 salários-mínimos." + ], + "metadata": { + "id": "YNHd_tHvAup1" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Calculando as medidas descritivas" + ], + "metadata": { + "id": "YWqRTa1uc1dP" + } + }, + { + "cell_type": "code", + "source": [ + "# Calcular a média, desvio padrão, valor mínimo, primeiro e terceiro quartis e valor máximo dos percentuais do IPCA (2019.01 a 2024.8)\n", + "print(\"Média do IPCA (2019.01-2024.08):\",np.mean(df_poder_compra['IPCA (% a.m.)']))\n", + "print(\"Desvio Padrão:\",np.std(df_poder_compra['IPCA (% a.m.)']))\n", + "print(\"IPCA mínimo:\",np.min(df_poder_compra['IPCA (% a.m.)']))\n", + "print(\"Primeiro Quartil:\",np.quantile(df_poder_compra['IPCA (% a.m.)'],0.25))\n", + "print(\"Mediana (Q2):\",np.median(df_poder_compra['IPCA (% a.m.)']))\n", + "print(\"Terceiro Quartil:\",np.quantile(df_poder_compra['IPCA (% a.m.)'],0.75))\n", + "print(\"IPCA máximo:\",np.max(df_poder_compra['IPCA (% a.m.)']))" + ], + "metadata": { + "id": "Ci8odrq1HHVd", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "eca4615d-381f-40ec-cb97-29fe211b13de" + }, + "execution_count": 27, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média do IPCA (2019.01-2024.08): 0.46044117647058824\n", + "Desvio Padrão: 0.4337200026024156\n", + "IPCA mínimo: -0.68\n", + "Primeiro Quartil: 0.21\n", + "Mediana (Q2): 0.425\n", + "Terceiro Quartil: 0.77\n", + "IPCA máximo: 1.62\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Calcular a média, desvio padrão, valor mínimo, primeiro e terceiro quartis e valor máximo dos percentuais do INPC (2019.01 a 2024.8)\n", + "print(\"Média do INPC (2019.01-2024.08):\",np.mean(df_poder_compra['INPC (% a.m.)']))\n", + "print(\"Desvio Padrão:\",np.std(df_poder_compra['INPC (% a.m.)']))\n", + "print(\"INPC mínimo:\",np.min(df_poder_compra['INPC (% a.m.)']))\n", + "print(\"Primeiro Quartil:\",np.quantile(df_poder_compra['INPC (% a.m.)'],0.25))\n", + "print(\"Mediana (Q2):\",np.median(df_poder_compra['INPC (% a.m.)']))\n", + "print(\"Terceiro Quartil:\",np.quantile(df_poder_compra['INPC (% a.m.)'],0.75))\n", + "print(\"INPC máximo:\",np.max(df_poder_compra['INPC (% a.m.)']))" + ], + "metadata": { + "id": "1WnYcIcBIc47", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "40d79fae-67f5-4e53-ca0f-8f0da94cea8f" + }, + "execution_count": 28, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média do INPC (2019.01-2024.08): 0.4657352941176471\n", + "Desvio Padrão: 0.44379153882289807\n", + "INPC mínimo: -0.6\n", + "Primeiro Quartil: 0.165\n", + "Mediana (Q2): 0.455\n", + "Terceiro Quartil: 0.78\n", + "INPC máximo: 1.71\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Análise gráfica dos índices" + ], + "metadata": { + "id": "V3pCBmZQc7Aa" + } + }, + { + "cell_type": "code", + "source": [ + "# Variação Mensal do IPCA\n", + "def _plot_series(xs, ys, label, color):\n", + " plt.plot(xs, ys, label=label, color=color)\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 5.2), layout='constrained')\n", + "df_sorted = df_poder_compra.sort_values('Data', ascending=True)\n", + "_plot_series(df_sorted['Data'], df_sorted['IPCA (% a.m.)'], label='IPCA (% a.m.)', color='#395b64')\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "plt.title('Variação Mensal do IPCA', fontdict=font1)\n", + "plt.xlabel('Ano', fontdict=font2)\n", + "plt.ylabel('Variação Mensal (%)', fontdict=font2)\n", + "plt.grid(True, linestyle='--', alpha=0.3)\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ], + "metadata": { + "id": "Ne2BHj9gN9ei", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 561 + }, + "outputId": "82f3d2e7-3dd3-46a0-8a1c-72744d312e64" + }, + "execution_count": 29, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":16: UserWarning: The figure layout has changed to tight\n", + " plt.tight_layout()\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "source": [ + "# Variação Mensal do INPC\n", + "def _plot_series(xs, ys, label, color):\n", + " plt.plot(xs, ys, label=label, color=color)\n", + "\n", + "fig, ax = plt.subplots(figsize=(10, 5.2), layout='constrained')\n", + "df_sorted = df_poder_compra.sort_values('Data', ascending=True)\n", + "_plot_series(df_sorted['Data'], df_sorted['INPC (% a.m.)'], label='INPC (% a.m.)', color='#c4302b')\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "plt.title('Variação Mensal do INPC', fontdict=font1)\n", + "plt.xlabel('Ano', fontdict=font2)\n", + "plt.ylabel('Variação Mensal (%)', fontdict=font2)\n", + "plt.grid(True, linestyle='--', alpha=0.3)\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ], + "cell_type": "code", + "metadata": { + "id": "cUeO0eu2NmYO", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 561 + }, + "outputId": "05446f4e-9d91-452e-9ece-04b86fa38247" + }, + "execution_count": 30, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + ":16: UserWarning: The figure layout has changed to tight\n", + " plt.tight_layout()\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "#Comparação gráfica entre os índices e a diferença percentual\n", + "import pandas as pd\n", + "from matplotlib import pyplot as plt\n", + "\n", + "def plot_series(xs, ys, label, color):\n", + " plt.plot(xs, ys, label=label, color=color)\n", + "\n", + "plt.figure(figsize=(10, 6))\n", + "df_sorted = df_poder_compra.sort_values('Data', ascending=True)\n", + "\n", + "plot_series(df_sorted['Data'], df_sorted['INPC (% a.m.)'], label='INPC (% a.m.)', color='#c4302b')\n", + "plot_series(df_sorted['Data'], df_sorted['IPCA (% a.m.)'], label='IPCA (% a.m.)', color='#395b64')\n", + "\n", + "df_sorted['Diferença percentual IPCA e INPC'] = df_sorted['IPCA (% a.m.)'] - df_sorted['INPC (% a.m.)']\n", + "plot_series(df_sorted['Data'], df_sorted['Diferença percentual IPCA e INPC'], label='Diferença IPCA e INPC', color='green')\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "plt.title('Comparação Mensal do INPC, IPCA e Diferença', fontdict=font1)\n", + "plt.xlabel('Ano', fontdict=font2)\n", + "plt.ylabel('Variação Mensal (%)', fontdict=font2)\n", + "plt.grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ], + "metadata": { + "id": "R_U-dp6WOJnO", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 607 + }, + "outputId": "c88e3df8-e641-4e20-81ee-b1c42cb2ea8a" + }, + "execution_count": 31, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "A análise da inflação no Brasil revela um panorama complexo e dinâmico, especialmente ao analisar os dados de **IPCA e INPC** ao longo dos últimos anos. No gráfico acima percebe-se um aumento significativo da inflação após o **primeiro semestre de 2019**, impulsionado por fatores como a instabilidade política, a alta nos preços de *commodities* e os efeitos das reformas econômicas, como a reforma da previdência e a reforma tributária.\n", + "\n", + "Durante os meses de **abril e maio de 2020**, nota-se uma queda nas taxas de inflação, que pode ser explicada em parte pelos impactos da pandemia do COVID-19. O isolamento social e a diminuição da atividade econômica resultaram em uma redução temporária na demanda, levando a uma **deflação** em certos segmentos do mercado.\n", + "\n", + "Entretanto, a recuperação econômica e a demanda reprimida, foram importantes para que a inflação fechasse o ano de 2020 com taxas elevadas, afetando principalmente as famílias e o comércio brasileiro. Essa pressão inflacionária teve um impacto direto no poder de compra da população, tornando os bens essenciais mais caros.\n", + "\n", + "Entre **julho e setembro de 2022**, tanto o IPCA quanto o INPC apresentaram uma queda conjunta e semelhante. Este fenômeno pode ser explicado pela *estabilização dos preços de energia e alimentos*, além de medidas do governo para conter a inflação, que, embora temporárias, ajudaram a aliviar a pressão sobre os consumidores.\n", + "\n", + "Atualmente, em agosto de 2024, os dados indicam que a inflação está em um caminho de queda. Todavia, esse cenário deve ser analisado com cautela, uma vez que a inflação é influenciada por uma série de fatores econômicos e sociais. O aumento dos custos de produção, as flutuações no mercado de commodities e as políticas monetárias implementadas pelo governo podem impactar essa trajetória." + ], + "metadata": { + "id": "hMe3kqn9WLt9" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Comparação entre salário mínimo real e salário mínimo vigente" + ], + "metadata": { + "id": "kRhhRcT5P6op" + } + }, + { + "cell_type": "markdown", + "source": [ + "O salário mínimo vigente (ou nominal) é o menor valor que o trabalhador formal deve receber pelo seu serviço, fixado pelo Governo Federal. O salário mínimo real é ajustado pela inflação, ou seja, é o valor que o salário deveria se equiparar de maneira a acompanhar a inflação, mantendo o poder de compra." + ], + "metadata": { + "id": "RKHpwgxeRDac" + } + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra[['Data', 'Salário mínimo real', 'Salário mínimo vigente']]" + ], + "metadata": { + "id": "JO-iSRGhdd85", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 423 + }, + "outputId": "eac4034d-41e9-4d36-e2f5-8f2f72dd3979" + }, + "execution_count": 32, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data Salário mínimo real Salário mínimo vigente\n", + "0 2019-01-01 1363.03 998.0\n", + "1 2019-02-01 1355.70 998.0\n", + "2 2019-03-01 1345.34 998.0\n", + "3 2019-04-01 1337.32 998.0\n", + "4 2019-05-01 1335.32 998.0\n", + ".. ... ... ...\n", + "63 2024-04-01 1423.75 1412.0\n", + "64 2024-05-01 1417.23 1412.0\n", + "65 2024-06-01 1413.69 1412.0\n", + "66 2024-07-01 1410.02 1412.0\n", + "67 2024-08-01 1412.00 1412.0\n", + "\n", + "[68 rows x 3 columns]" + ], + "text/html": [ + "\n", + "
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02019-01-011363.03998.0
12019-02-011355.70998.0
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32019-04-011337.32998.0
42019-05-011335.32998.0
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "summary": "{\n \"name\": \"df_poder_compra[['Data', 'Sal\\u00e1rio m\\u00ednimo real', 'Sal\\u00e1rio m\\u00ednimo vigente']]\",\n \"rows\": 68,\n \"fields\": [\n {\n \"column\": \"Data\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2019-01-01 00:00:00\",\n \"max\": \"2024-08-01 00:00:00\",\n \"num_unique_values\": 68,\n \"samples\": [\n \"2022-11-01 00:00:00\",\n \"2020-05-01 00:00:00\",\n \"2019-05-01 00:00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Sal\\u00e1rio m\\u00ednimo real\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 41.940494211145804,\n \"min\": 1242.3,\n \"max\": 1443.33,\n \"num_unique_values\": 68,\n \"samples\": [\n 1301.05,\n 1370.11,\n 1335.32\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Sal\\u00e1rio m\\u00ednimo vigente\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 141.49303894622182,\n \"min\": 998.0,\n \"max\": 1412.0,\n \"num_unique_values\": 8,\n \"samples\": [\n 1039.0,\n 1302.0,\n 998.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 32 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Medidas descritivas para os salários" + ], + "metadata": { + "id": "B3qPzVR_MEOh" + } + }, + { + "cell_type": "code", + "source": [ + "# Medidas descritivas do salário mínimo real\n", + "print(\"Média do Salário Mínimo Real):\", np.mean(df_poder_compra['Salário mínimo real']))\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra['Salário mínimo real']))\n", + "print(\"Salário Real mínimo:\", np.min(df_poder_compra['Salário mínimo real']))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra['Salário mínimo real'], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra['Salário mínimo real']))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra['Salário mínimo real'], 0.75))\n", + "print(\"Salário Real máximo:\", np.max(df_poder_compra[['Salário mínimo real']]))" + ], + "metadata": { + "id": "JNeXRoJ4MDF8", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "2eac3c5b-1363-4401-9096-36548bbd5331" + }, + "execution_count": 33, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média do Salário Mínimo Real): 1344.9242647058825\n", + "Desvio Padrão: 41.630966038309424\n", + "Salário Real mínimo: 1242.3\n", + "Primeiro Quartil: 1315.4075\n", + "Mediana (Q2): 1345.78\n", + "Terceiro Quartil: 1366.1775\n", + "Salário Real máximo: 1443.33\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Medidas descritivas do salário mínimo vigente\n", + "print(\"Média do Salário Mínimo Vigente):\", np.mean(df_poder_compra['Salário mínimo vigente']))\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra['Salário mínimo vigente']))\n", + "print(\"Salário Vigente mínimo:\", np.min(df_poder_compra['Salário mínimo vigente']))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra['Salário mínimo vigente'], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra['Salário mínimo vigente']))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra['Salário mínimo vigente'], 0.75))\n", + "print(\"Salário Vigente máximo:\", np.max(df_poder_compra[['Salário mínimo vigente']]))" + ], + "metadata": { + "id": "S8EuCvLMN6RB", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "07935f51-e70c-4ceb-ba14-0a54c44a19c2" + }, + "execution_count": 34, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média do Salário Mínimo Vigente): 1166.4411764705883\n", + "Desvio Padrão: 140.44879560484387\n", + "Salário Vigente mínimo: 998.0\n", + "Primeiro Quartil: 1045.0\n", + "Mediana (Q2): 1100.0\n", + "Terceiro Quartil: 1302.0\n", + "Salário Vigente máximo: 1412.0\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Criando uma nova coluna com a diferença percentual entre salário mínimo real e vigente\n", + "salario_vigente = 'Salário mínimo vigente'\n", + "salario_real = 'Salário mínimo real'\n", + "df_poder_compra['Diferença percentual entre salários'] = ((df_poder_compra[salario_vigente] - df_poder_compra[salario_real]) / df_poder_compra[salario_real])*100" + ], + "metadata": { + "id": "xdbkm-GjfOlQ" + }, + "execution_count": 35, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra[['Data', 'Salário mínimo real', 'Salário mínimo vigente', 'Diferença percentual entre salários']]" + ], + "metadata": { + "id": "kxLdktlgjuj8", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 423 + }, + "outputId": "afba69a5-9e59-4430-816a-ebeeb57bcdcd" + }, + "execution_count": 36, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data Salário mínimo real Salário mínimo vigente \\\n", + "0 2019-01-01 1363.03 998.0 \n", + "1 2019-02-01 1355.70 998.0 \n", + "2 2019-03-01 1345.34 998.0 \n", + "3 2019-04-01 1337.32 998.0 \n", + "4 2019-05-01 1335.32 998.0 \n", + ".. ... ... ... \n", + "63 2024-04-01 1423.75 1412.0 \n", + "64 2024-05-01 1417.23 1412.0 \n", + "65 2024-06-01 1413.69 1412.0 \n", + "66 2024-07-01 1410.02 1412.0 \n", + "67 2024-08-01 1412.00 1412.0 \n", + "\n", + " Diferença percentual entre salários \n", + "0 -26.780775 \n", + "1 -26.384893 \n", + "2 -25.818009 \n", + "3 -25.373134 \n", + "4 -25.261361 \n", + ".. ... \n", + "63 -0.825285 \n", + "64 -0.369030 \n", + "65 -0.119545 \n", + "66 0.140424 \n", + "67 0.000000 \n", + "\n", + "[68 rows x 4 columns]" + ], + "text/html": [ + "\n", + "
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DataSalário mínimo realSalário mínimo vigenteDiferença percentual entre salários
02019-01-011363.03998.0-26.780775
12019-02-011355.70998.0-26.384893
22019-03-011345.34998.0-25.818009
32019-04-011337.32998.0-25.373134
42019-05-011335.32998.0-25.261361
...............
632024-04-011423.751412.0-0.825285
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mesDiferença percentual entre salários
672024-08-01-0.02-0.141412.01412.06.60.7899.36116.86-0.630.050.14-0.62024-080.0
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mesDiferença percentual entre salários
662024-07-010.380.261410.021412.06.80.7898.76115.86-0.951.360.180.752024-070.140424
672024-08-01-0.02-0.141412.001412.06.60.7899.36116.86-0.630.050.14-0.602024-080.000000
652024-06-010.210.251413.691412.06.90.7999.59115.790.440.000.540.292024-06-0.119545
642024-05-010.460.461417.231412.07.10.79100.20117.240.640.360.770.622024-05-0.369030
632024-04-010.380.371423.751412.07.50.78100.12118.280.570.321.08-0.122024-04-0.825285
622024-03-010.160.191429.011412.07.90.78101.29118.860.50-0.080.320.152024-03-1.190335
612024-02-010.830.811431.731412.07.80.78102.73120.640.951.040.620.312024-02-1.378053
602024-01-010.420.571443.331412.07.60.78102.91120.811.51-0.100.810.162024-01-2.170675
592023-12-010.560.551356.971320.07.40.78102.42119.471.200.240.270.342023-12-2.724452
582023-11-010.280.101364.441320.07.50.77102.19119.040.57-0.30-0.230.422023-11-3.257014
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mesDiferença percentual entre salários
02019-01-010.320.361363.03998.012.20.6093.03109.960.900.610.010.162019-01-26.780775
12019-02-010.430.541355.70998.012.60.6295.38113.660.940.340.400.322019-02-26.384893
22019-03-010.750.771345.34998.012.80.6294.92113.301.501.180.370.322019-03-25.818009
32019-04-010.570.601337.32998.012.60.6393.06111.320.640.911.890.302019-04-25.373134
42019-05-010.130.151335.32998.012.40.6391.48109.62-0.590.560.441.002019-05-25.261361
52019-06-010.010.011335.19998.012.10.6488.71103.99-0.18-0.300.710.032019-06-25.254084
62019-07-010.190.101333.85998.012.00.6487.55101.00-0.05-0.41-0.631.202019-07-25.178993
82019-09-01-0.04-0.051332.92998.011.90.6590.16104.01-0.42-0.010.780.042019-09-25.126789
92019-10-010.100.041332.39998.011.80.6590.91105.250.020.350.42-0.602019-10-25.097006
72019-08-010.110.121332.25998.011.90.6589.16102.86-0.49-0.08-0.141.182019-08-25.089135
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Abaixo de 10 sal\\u00e1rios min\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 2.635034049959213,\n \"min\": 87.55,\n \"max\": 95.38,\n \"num_unique_values\": 10,\n \"samples\": [\n 90.91\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Inten\\u00e7\\u00e3o de consumo das fam\\u00edlias (ICF) - Acima de 10 sal\\u00e1rios min\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 4.595483410673763,\n \"min\": 101.0,\n \"max\": 113.66,\n \"num_unique_values\": 10,\n \"samples\": [\n 105.25\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - alimentos e bebidas - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.717852507289779,\n \"min\": -0.59,\n \"max\": 1.5,\n \"num_unique_values\": 10,\n \"samples\": [\n 0.02\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - transportes - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.5181859383142953,\n \"min\": -0.41,\n \"max\": 1.18,\n \"num_unique_values\": 10,\n \"samples\": [\n 0.35\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - sa\\u00fade e cuidados pessoais - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.6634798833088728,\n \"min\": -0.63,\n \"max\": 1.89,\n \"num_unique_values\": 10,\n \"samples\": [\n 0.42\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - habita\\u00e7\\u00e3o - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.5730086289829228,\n \"min\": -0.6,\n \"max\": 1.2,\n \"num_unique_values\": 9,\n \"samples\": [\n -0.6\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Data_mes\",\n \"properties\": {\n \"dtype\": \"object\",\n \"num_unique_values\": 10,\n \"samples\": [\n \"2019-10\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Diferen\\u00e7a percentual entre sal\\u00e1rios\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.597992258836936,\n \"min\": -26.780775184698797,\n \"max\": -25.089134922124224,\n \"num_unique_values\": 10,\n \"samples\": [\n -25.097006131838278\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 40 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Gráfico da comparação entre salário mínimo real e vigente" + ], + "metadata": { + "id": "0epf1q6bMShP" + } + }, + { + "cell_type": "markdown", + "source": [ + "Como observado pelos filtros acima e o gráfico abaixo, as **maiores discrepâncias** entre o salário mínimo real e o vigente foram observadas no ano de **2019**, devido a estagnação do salário nominal frente ao aumento da inflação.\n", + "\n", + "O cenário começa a mudar no final de 2019, quando houve o primeiro reajuste de salário pelo Governo Federal dentro do intervalo observado (Janeiro de 2019 até Agosto de 2024) e uma leve queda no salário real.\n", + "**Ao longo desses anos**, é constatada a **redução gradativa da diferença entre os salários**, motivada por reajustes salariais e controle da inflação.\n", + "\n", + "O **panorama mais positivo**, em que o salário vigente é o mais próximo do real, ocorre entre o **final de 2023 e ao longo de 2024**. Importante destacar que em **Julho de 2024** o salário nominal foi levemente maior (cerca de 0.14%) que o real, sendo a única ocorrência de tal evento dentro do período considerado, denotando maior poder de compra que anos anteriores. Apesar do suave aumento do salário real em **Agosto de 2024**, o vigente continua equiparado, e o cenário ainda é positivo.\n", + "\n" + ], + "metadata": { + "id": "c3uuQ85_ZNfE" + } + }, + { + "cell_type": "code", + "source": [ + "plt.figure(figsize=(12, 8))\n", + "\n", + "# Salário mínimo real\n", + "plt.plot(df_poder_compra['Data'], df_poder_compra['Salário mínimo real'], linestyle='-', color = 'maroon', marker = 'o', ms = 1, label='Salário Mínimo Real', linewidth=2)\n", + "\n", + "# salário mínimo vigente\n", + "plt.plot(df_poder_compra['Data'], df_poder_compra['Salário mínimo vigente'], linestyle='-', color='midnightblue', marker = 'o', ms = 1, label='Salário Mínimo Vigente', linewidth=2)\n", + "\n", + "font1 = {'family':'serif','color':'midnightblue','size':19}\n", + "font2 = {'family':'serif','color':'midnightblue','size':12}\n", + "\n", + "plt.title('Comparação entre salário mínimo real e vigente', fontdict=font1)\n", + "plt.xlabel('Mês/Ano', fontdict=font2)\n", + "plt.ylabel('Valor (R$)', fontdict=font2)\n", + "plt.legend(loc='best')\n", + "plt.grid(True, linestyle='--', alpha=0.3)\n", + "plt.tight_layout()\n", + "\n", + "plt.show()\n" + ], + "metadata": { + "id": "ZA0uFs4TopX-", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 720 + }, + "outputId": "27046505-55a0-48ef-deb9-282be1c2c5b3" + }, + "execution_count": 41, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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das famílias (ICF) - Abaixo de 10 salários min \\\n", + "0 93.03 \n", + "1 95.38 \n", + "2 94.92 \n", + "3 93.06 \n", + "4 91.48 \n", + "\n", + " Intenção de consumo das famílias (ICF) - Acima de 10 salários min \\\n", + "0 109.96 \n", + "1 113.66 \n", + "2 113.30 \n", + "3 111.32 \n", + "4 109.62 \n", + "\n", + " INPC - alimentos e bebidas - taxa de variação - (% a.m.) \\\n", + "0 0.90 \n", + "1 0.94 \n", + "2 1.50 \n", + "3 0.64 \n", + "4 -0.59 \n", + "\n", + " INPC - transportes - taxa de variação - (% a.m.) \\\n", + "0 0.61 \n", + "1 0.34 \n", + "2 1.18 \n", + "3 0.91 \n", + "4 0.56 \n", + "\n", + " INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) \\\n", + "0 0.01 \n", + "1 0.40 \n", + "2 0.37 \n", + "3 1.89 \n", + "4 0.44 \n", + "\n", + " INPC - habitação - taxa de variação - (% a.m.) Data_mes \\\n", + "0 0.16 2019-01 \n", + "1 0.32 2019-02 \n", + "2 0.32 2019-03 \n", + "3 0.30 2019-04 \n", + "4 1.00 2019-05 \n", + "\n", + " Diferença percentual entre salários \n", + "0 -26.780775 \n", + "1 -26.384893 \n", + "2 -25.818009 \n", + "3 -25.373134 \n", + "4 -25.261361 " + ], + "text/html": [ + "\n", + "
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mesDiferença percentual entre salários
02019-01-010.320.361363.03998.012.20.6093.03109.960.900.610.010.162019-01-26.780775
12019-02-010.430.541355.70998.012.60.6295.38113.660.940.340.400.322019-02-26.384893
22019-03-010.750.771345.34998.012.80.6294.92113.301.501.180.370.322019-03-25.818009
32019-04-010.570.601337.32998.012.60.6393.06111.320.640.911.890.302019-04-25.373134
42019-05-010.130.151335.32998.012.40.6391.48109.62-0.590.560.441.002019-05-25.261361
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transportes - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.2519514793252666,\n \"min\": -4.44,\n \"max\": 3.54,\n \"num_unique_values\": 60,\n \"samples\": [\n 0.61,\n -0.3,\n 1.56\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - sa\\u00fade e cuidados pessoais - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.6439774854417865,\n \"min\": -1.18,\n \"max\": 2.08,\n \"num_unique_values\": 59,\n \"samples\": [\n 0.01,\n 0.71,\n 1.29\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - habita\\u00e7\\u00e3o - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.8523910876388937,\n \"min\": -1.65,\n \"max\": 3.17,\n \"num_unique_values\": 62,\n \"samples\": [\n -1.16,\n 0.31,\n 0.16\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Data_mes\",\n \"properties\": {\n \"dtype\": \"object\",\n \"num_unique_values\": 68,\n \"samples\": [\n \"2022-11\",\n \"2020-05\",\n \"2019-05\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"Diferen\\u00e7a percentual entre sal\\u00e1rios\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 9.208528011556826,\n \"min\": -26.780775184698797,\n \"max\": 0.14042354009163122,\n \"num_unique_values\": 68,\n \"samples\": [\n -6.844471772798889,\n -23.728751706067392,\n -25.261360572746604\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 42 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Comparação do INPC por categorias" + ], + "metadata": { + "id": "Lg8Im3Dciq1y" + } + }, + { + "cell_type": "markdown", + "source": [ + "Como foi visto, o INPC (Índice Nacional de Preços ao Consumidor) é calculado por meio da média ponderada das variações dos preços dos itens mais consumidos nas principais cidades do país, medindo uma faixa de até 5 salários-mínimo.\n", + "Todos os bens e serviços computados são agrupados conforme as grandes categorias de consumo familiar:\n", + "- Alimentação e bebidas\n", + "- Habitação\n", + "- Transportes\n", + "- Saúde e Cuidados Pessoais\n", + "- Artigos de residência\n", + "- Vestuário\n", + "- Educação\n", + "- Comunicação\n", + "- Despesas Pessoais\n", + "\n", + "Por impossibilidades na extração de dados de outros segmentos, o foco da análise será nos seguintes grupos: Alimentação e Bebidas, Transportes, Saúde e Cuidados Pessoais, e Habitação" + ], + "metadata": { + "id": "2SprXx9XiukH" + } + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra[['Data', 'INPC - alimentos e bebidas - taxa de variação - (% a.m.)', 'INPC - transportes - taxa de variação - (% a.m.)', 'INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)', 'INPC - habitação - taxa de variação - (% a.m.)']]" + ], + "metadata": { + "id": "azCcyZulneXA", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 632 + }, + "outputId": "520cc4f5-576f-496a-de66-4d8b14b84130" + }, + "execution_count": 43, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data INPC - alimentos e bebidas - taxa de variação - (% a.m.) \\\n", + "0 2019-01-01 0.90 \n", + "1 2019-02-01 0.94 \n", + "2 2019-03-01 1.50 \n", + "3 2019-04-01 0.64 \n", + "4 2019-05-01 -0.59 \n", + ".. ... ... \n", + "63 2024-04-01 0.57 \n", + "64 2024-05-01 0.64 \n", + "65 2024-06-01 0.44 \n", + "66 2024-07-01 -0.95 \n", + "67 2024-08-01 -0.63 \n", + "\n", + " INPC - transportes - taxa de variação - (% a.m.) \\\n", + "0 0.61 \n", + "1 0.34 \n", + "2 1.18 \n", + "3 0.91 \n", + "4 0.56 \n", + ".. ... \n", + "63 0.32 \n", + "64 0.36 \n", + "65 0.00 \n", + "66 1.36 \n", + "67 0.05 \n", + "\n", + " INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) \\\n", + "0 0.01 \n", + "1 0.40 \n", + "2 0.37 \n", + "3 1.89 \n", + "4 0.44 \n", + ".. ... \n", + "63 1.08 \n", + "64 0.77 \n", + "65 0.54 \n", + "66 0.18 \n", + "67 0.14 \n", + "\n", + " INPC - habitação - taxa de variação - (% a.m.) \n", + "0 0.16 \n", + "1 0.32 \n", + "2 0.32 \n", + "3 0.30 \n", + "4 1.00 \n", + ".. ... \n", + "63 -0.12 \n", + "64 0.62 \n", + "65 0.29 \n", + "66 0.75 \n", + "67 -0.60 \n", + "\n", + "[68 rows x 5 columns]" + ], + "text/html": [ + "\n", + "
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sa\\u00fade e cuidados pessoais - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.6439774854417865,\n \"min\": -1.18,\n \"max\": 2.08,\n \"num_unique_values\": 59,\n \"samples\": [\n 0.01,\n 0.71,\n 1.29\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"INPC - habita\\u00e7\\u00e3o - taxa de varia\\u00e7\\u00e3o - (% a.m.)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.8523910876388937,\n \"min\": -1.65,\n \"max\": 3.17,\n \"num_unique_values\": 62,\n \"samples\": [\n -1.16,\n 0.31,\n 0.16\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 43 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.columns" + ], + "metadata": { + "id": "fOdyqkDAoPzA", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "8f43fd72-5a9d-4cf6-d193-a4916cc9ca34" + }, + "execution_count": 44, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Index(['Data', 'IPCA (% a.m.)', 'INPC (% a.m.)', 'Salário mínimo real',\n", + " 'Salário mínimo vigente', 'Taxa de desempego (desocupação)',\n", + " ' Endividamento e inadimplência do consumidor',\n", + " 'Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min',\n", + " 'Intenção de consumo das famílias (ICF) - Acima de 10 salários min',\n", + " 'INPC - alimentos e bebidas - taxa de variação - (% a.m.)',\n", + " 'INPC - transportes - taxa de variação - (% a.m.)',\n", + " 'INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)',\n", + " 'INPC - habitação - taxa de variação - (% a.m.)', 'Data_mes',\n", + " 'Diferença percentual entre salários'],\n", + " dtype='object')" + ] + }, + "metadata": {}, + "execution_count": 44 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Medidas descritivas das taxas de variação" + ], + "metadata": { + "id": "3XUK0soQn8NH" + } + }, + { + "cell_type": "code", + "source": [ + "# Medidas descritivas da taxa de variação dos preços dentro do segmento \"Alimentos e bebidas\"\n", + "media_alimentacao = np.mean(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)'])\n", + "print(f\"Média da Taxa de Variação de Alimentos e Bebidas (2019.01-2024.08): {media_alimentacao:.2f}%\")\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)']))\n", + "print(\"Taxa de variação mínima:\", np.min(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)']))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)'], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)']))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)'], 0.75))\n", + "print(\"Taxa de variação máxima:\", np.max(df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)']))" + ], + "metadata": { + "id": "NcBLz2een7lE", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "b9656145-9b45-4775-a46e-c6964729219c" + }, + "execution_count": 45, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média da Taxa de Variação de Alimentos e Bebidas (2019.01-2024.08): 0.64%\n", + "Desvio Padrão: 0.891009533481166\n", + "Taxa de variação mínima: -0.95\n", + "Primeiro Quartil: 0.115\n", + "Mediana (Q2): 0.57\n", + "Terceiro Quartil: 1.0275\n", + "Taxa de variação máxima: 3.66\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Medidas descritivas da taxa de variação dos preços dentro do segmento \"Transportes\"\n", + "media_transportes = np.mean(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)'])\n", + "print(f\"Média da Taxa de Variação de Transportes (2019.01-2024.08): {media_transportes:.2f}%\")\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)']))\n", + "print(\"Taxa de variação mínima:\", np.min(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)']))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)'], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)']))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)'], 0.75))\n", + "print(\"Taxa de variação máxima:\", np.max(df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)']))" + ], + "metadata": { + "id": "y2207BZppJtR", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "33e959e9-be56-44c3-d0ff-e5939e15ab0b" + }, + "execution_count": 46, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média da Taxa de Variação de Transportes (2019.01-2024.08): 0.45%\n", + "Desvio Padrão: 1.2427118587350934\n", + "Taxa de variação mínima: -4.44\n", + "Primeiro Quartil: -0.02\n", + "Mediana (Q2): 0.46499999999999997\n", + "Terceiro Quartil: 1.0475\n", + "Taxa de variação máxima: 3.54\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Medidas descritivas da taxa de variação dos preços dentro do segmento \"Saúde e Cuidados Pessoais\"\n", + "media_saude = np.mean(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)'])\n", + "print(f\"Média da Taxa de Variação de Saúde e Cuidados Pessoais (2019.01-2024.08): {media_saude:.2f}%\")\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)']))\n", + "print(\"Taxa de variação mínima:\", np.min(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)']))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)'], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)']))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)'], 0.75))\n", + "print(\"Taxa de variação máxima:\", np.max(df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)']))" + ], + "metadata": { + "id": "x2wwf7kiplUH", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "c51eaf01-c11b-487c-dc11-2c8f635a5c74" + }, + "execution_count": 47, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média da Taxa de Variação de Saúde e Cuidados Pessoais (2019.01-2024.08): 0.48%\n", + "Desvio Padrão: 0.6392248191185653\n", + "Taxa de variação mínima: -1.18\n", + "Primeiro Quartil: 0.0925\n", + "Mediana (Q2): 0.46499999999999997\n", + "Terceiro Quartil: 0.7875000000000001\n", + "Taxa de variação máxima: 2.08\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Medidas descritivas da taxa de variação dos preços dentro do segmento \"Habitação\"\n", + "media_habitacao = np.mean(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)'])\n", + "print(f\"Média da Taxa de Variação de Habitação (2019.01-2024.08): {media_habitacao:.2f}%\")\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)']))\n", + "print(\"Taxa de variação mínima:\", np.min(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)']))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)'], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)']))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)'], 0.75))\n", + "print(\"Taxa de variação máxima:\", np.max(df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)']))" + ], + "metadata": { + "id": "EXRTp18cqTRC", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "69959423-27a3-44fa-bea7-bd723b40b675" + }, + "execution_count": 48, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média da Taxa de Variação de Habitação (2019.01-2024.08): 0.43%\n", + "Desvio Padrão: 0.8461002925287883\n", + "Taxa de variação mínima: -1.65\n", + "Primeiro Quartil: 0.11499999999999999\n", + "Mediana (Q2): 0.41000000000000003\n", + "Terceiro Quartil: 0.7275\n", + "Taxa de variação máxima: 3.17\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Gráfico da Comparação da Variação dos Preços por Segmento" + ], + "metadata": { + "id": "E2PypD0DrSdg" + } + }, + { + "cell_type": "code", + "source": [ + "fig, axs = plt.subplots(2, 2, figsize=(30, 10))\n", + "plt\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "\n", + "axs[0, 0].plot(df_poder_compra['Data'], df_poder_compra['INPC - alimentos e bebidas - taxa de variação - (% a.m.)'], linestyle='-', color='forestgreen', linewidth=2)\n", + "axs[0, 0].set_title('Variação do INPC - Alimentos e bebidas', fontdict=font1)\n", + "axs[0, 0].set_xlabel('Ano', fontdict = font2)\n", + "axs[0, 0].set_ylabel('Variação Mensal (%)', fontdict=font2)\n", + "axs[0, 0].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "axs[0, 1].plot(df_poder_compra['Data'], df_poder_compra['INPC - transportes - taxa de variação - (% a.m.)'], linestyle='-', color='palevioletred', linewidth=2)\n", + "axs[0, 1].set_title('Variação do INPC - Transportes', fontdict=font1)\n", + "axs[0, 1].set_xlabel('Ano', fontdict = font2)\n", + "axs[0, 1].set_ylabel('Variação Mensal (%)', fontdict=font2)\n", + "axs[0, 1].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "axs[1, 0].plot(df_poder_compra['Data'], df_poder_compra['INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)'], linestyle='-', color='midnightblue', linewidth=2)\n", + "axs[1, 0].set_title('Variação do INPC - Saúde e Cuidados Pessoais', fontdict=font1)\n", + "axs[1, 0].set_xlabel('Ano', fontdict = font2)\n", + "axs[1, 0].set_ylabel('Variação Mensal (%)', fontdict=font2)\n", + "axs[1, 0].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "axs[1, 1].plot(df_poder_compra['Data'], df_poder_compra['INPC - habitação - taxa de variação - (% a.m.)'], linestyle='-', color='maroon', linewidth=2)\n", + "axs[1, 1].set_title('Variação do INPC - Habitação', fontdict=font1)\n", + "axs[1, 1].set_xlabel('Ano', fontdict = font2)\n", + "axs[1, 1].set_ylabel('Variação Mensal (%)', fontdict=font2)\n", + "axs[1, 1].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ], + "metadata": { + "id": "VzSMi_ENIbKc", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 367 + }, + "outputId": "8110ecf5-62d7-4143-c5c4-f8bd0a5b3063" + }, + "execution_count": 49, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "inpc_alimentacao = df_poder_compra.iloc[:,9]\n", + "inpc_transportes = df_poder_compra.iloc[:,10]\n", + "inpc_saude = df_poder_compra.iloc[:,11]\n", + "inpc_habitacao = df_poder_compra.iloc[:,12]" + ], + "metadata": { + "id": "raDzLopUNosa" + }, + "execution_count": 50, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "plt.figure(figsize=(10, 6))\n", + "plt.boxplot([inpc_alimentacao, inpc_transportes, inpc_saude, inpc_habitacao], labels=['Alimentação', 'Transportes', 'Saúde', 'Habitação'])\n", + "\n", + "font1 = {'family':'serif','color':'midnightblue','size':20}\n", + "font2 = {'family':'serif','color':'midnightblue','size':12}\n", + "plt.title('Taxa de Variação do INPC por Grupo (%)', fontdict=font1)\n", + "plt.xlabel('Categorias', fontdict=font2)\n", + "plt.ylabel('Variação (%)', fontdict=font2)\n", + "plt.grid(True, linestyle='-', alpha=0.7)" + ], + "metadata": { + "id": "3bf3-3SERMgT", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 575 + }, + "outputId": "dbac8cf2-fd31-4cfb-c142-ecd7d7666bff" + }, + "execution_count": 51, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Com base nos gráficos, busco as datas em que valores discrepantes ocorreram, a fim de buscar explicações" + ], + "metadata": { + "id": "UhVp2nyguSLS" + } + }, + { + "cell_type": "code", + "source": [ + "# Procurando outliers na categoria \"Alimentação\":\n", + "alimentacao_maiores = df_poder_compra.nlargest(5, 'INPC - alimentos e bebidas - taxa de variação - (% a.m.)')\n", + "alimentacao_maiores[['Data', 'INPC - alimentos e bebidas - taxa de variação - (% a.m.)']]" + ], + "metadata": { + "id": "boGDcHmBTCBh", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 206 + }, + "outputId": "22217bad-7223-4093-c6b6-75ad00a78e10" + }, + "execution_count": 52, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data INPC - alimentos e bebidas - taxa de variação - (% a.m.)\n", + "11 2019-12-01 3.66 \n", + "22 2020-11-01 2.65 \n", + "20 2020-09-01 2.63 \n", + "38 2022-03-01 2.39 \n", + "39 2022-04-01 2.26 " + ], + "text/html": [ + "\n", + "
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DataINPC - alimentos e bebidas - taxa de variação - (% a.m.)
112019-12-013.66
222020-11-012.65
202020-09-012.63
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392022-04-012.26
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No **final do 1° e começo do 2° semestre**, houve **deflação** para a maioria dos grupos, exceto habitação, e a **inflação volta a crescer no fim do ano**, sendo observada a maior variação do ano em **alimentação**.\n", + "\n", + "Ao longo de **2020**, é importante destacar a **alta de preços geral**, **principalmente** dentro do grupo de **alimentação**, possuindo as 2° e 3° maiores taxas dentro do período analisado (Janeiro de 2019 a Agosto de 2024). Esse cenário com certeza impactou negativamente no poder de compra das famílias brasileiras, uma vez que alimentação possui grande participação no gasto familiar mensal. A principal **exceção** é a categoria de **transportes**, na qual houve deflação em alguns meses, possivelmente devido a baixa demanda decorrente do isolamento social.\n", + "\n", + "**Em 2022**, ainda há taxas de variação altas no segmento de alimentação, ainda que não tão altas quanto em anos anteriores, e alguns meses de deflação em transportes e habitação. O ano terminou com alta em saúde e cuidados pessoais, e uma variação um pouco acima da mediana para alimentação.\n", + "\n", + "**Em 2023**, grupo de alimentação possui taxas menores de inflação ao longo do ano, com suscessivas quedas de preço entre Junho e Setembro, as taxas para habitação estão próximas da mediana geral. Apesar de taxas ainda um pouco altas em alguns meses no segmento de saúde e cuidados pessoais, a inflação apresenta-se mais controlada que em anos anteriores.\n", + "\n", + "**Em 2024**, o grupo de alimentação apresenta taxa superior ao terceiro quartil no primeiro mês, se estabilizando ao longo dos meses, e com queda a partir de Julho. Para todos os grupos, as taxas são menores quando comparadas a anos anteriores, e o cenário é positivo." + ], + "metadata": { + "id": "qIHmytHAY7V-" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Normalização da taxa de desemprego utilizando o z-score (pontuação z), de forma a facilitar a comparação com outras variáveis, uma vez que padroniza os valores em torno da média e do desvio padrão.\n", + "\n", + "Escolhemos utilizar o z-score para nos ajudar a identificar desvios significativos da média, para analisar é importante saber que:\n", + "* Um z-score positivo indica que a taxa de desemprego está acima da média histórica.\n", + "* Um z-score negativo indica que a taxa de desemprego está abaixo da média histórica.\n", + "* Valores maiores que 2 ou menores que -2 indicam que o valor está muito fora da norma, logo, pode indicar eventos econômicos relevantes e incomuns." + ], + "metadata": { + "id": "esr0s0IgVqmU" + } + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.columns" + ], + "metadata": { + "id": "fZNhaTHWWS3f", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "cc47dd0e-4764-4120-ebe1-f8501c87d525" + }, + "execution_count": 64, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Index(['Data', 'IPCA (% a.m.)', 'INPC (% a.m.)', 'Salário mínimo real',\n", + " 'Salário mínimo vigente', 'Taxa de desempego (desocupação)',\n", + " ' Endividamento e inadimplência do consumidor',\n", + " 'Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min',\n", + " 'Intenção de consumo das famílias (ICF) - Acima de 10 salários min',\n", + " 'INPC - alimentos e bebidas - taxa de variação - (% a.m.)',\n", + " 'INPC - transportes - taxa de variação - (% a.m.)',\n", + " 'INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)',\n", + " 'INPC - habitação - taxa de variação - (% a.m.)', 'Data_mes',\n", + " 'Diferença percentual entre salários'],\n", + " dtype='object')" + ] + }, + "metadata": {}, + "execution_count": 64 + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.iloc[:,5]" + ], + "metadata": { + "id": "7-P9syEuYoXb", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 458 + }, + "outputId": "258d61dc-db83-4148-8cb7-aa687483beed" + }, + "execution_count": 65, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "0 12.2\n", + "1 12.6\n", + "2 12.8\n", + "3 12.6\n", + "4 12.4\n", + " ... \n", + "63 7.5\n", + "64 7.1\n", + "65 6.9\n", + "66 6.8\n", + "67 6.6\n", + "Name: Taxa de desempego (desocupação), Length: 68, dtype: float64" + ], + "text/html": [ + "
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" + ] + }, + "metadata": {}, + "execution_count": 65 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Calcula-se a média e o desvio padrão\n", + "media_desemprego = df_poder_compra.iloc[:, 5].mean() #coluna 'Taxa de desempeno (desocupação)'\n", + "desvio_padrao_desemprego = df_poder_compra.iloc[:, 5].std()\n", + "\n", + "# Cálculo do z-score (taxa de desemprego normalizada)\n", + "df_poder_compra['Desemprego Normalizado'] = (df_poder_compra.iloc[:, 5] - media_desemprego) / desvio_padrao_desemprego\n", + "df_poder_compra['Desemprego Normalizado']\n" + ], + "metadata": { + "id": "72tZCL3DVppx", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 458 + }, + "outputId": "e183a7cc-cc99-415a-8f64-45c2443beb9d" + }, + "execution_count": 66, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "0 0.515492\n", + "1 0.667567\n", + "2 0.743605\n", + "3 0.667567\n", + "4 0.591529\n", + " ... \n", + "63 -1.271397\n", + "64 -1.423472\n", + "65 -1.499510\n", + "66 -1.537529\n", + "67 -1.613567\n", + "Name: Desemprego Normalizado, Length: 68, dtype: float64" + ], + "text/html": [ + "
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" + ] + }, + "metadata": {}, + "execution_count": 66 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Medidas descritivas para a taxa de desemprego" + ], + "metadata": { + "id": "ija46T17_GtG" + } + }, + { + "cell_type": "code", + "source": [ + "media_desemprego = np.mean(df_poder_compra.iloc[:, 5])\n", + "print(f\"Média da Taxa de Desemprego (2019.01-2024.08): {media_desemprego:.2f}%\")\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra.iloc[:, 5]))\n", + "print(\"Taxa de Desemprego mínima:\", np.min(df_poder_compra.iloc[:, 5]))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra.iloc[:, 5], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra.iloc[:, 5]))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra.iloc[:, 5], 0.75))\n", + "print(\"Taxa de Desemprego máxima:\", np.max(df_poder_compra.iloc[:, 5]))" + ], + "metadata": { + "id": "XT4Dcm35mb3S", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "da37d3cd-7abc-44ed-cd98-c18ce690c999" + }, + "execution_count": 67, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média da Taxa de Desemprego (2019.01-2024.08): 10.84%\n", + "Desvio Padrão: 2.6108586796268196\n", + "Taxa de Desemprego mínima: 6.6\n", + "Primeiro Quartil: 8.25\n", + "Mediana (Q2): 11.25\n", + "Terceiro Quartil: 12.725\n", + "Taxa de Desemprego máxima: 14.9\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Análise do Desemprego Normalizado e da Taxa de Desemprego no Brasil\n", + "\n", + "**1. Taxa de Desemprego Normalizada**\n", + "- No primeiro gráfico, há a **taxa de desemprego normalizada** ao longo do tempo. A linha demonstra a variação mensal da taxa de desemprego. Observamos que, ao longo do período analisado, a taxa apresenta flutuações, com picos notáveis, como no início de 2020 e no final, permanecendo até o início de 2021, reflexo direto da pandemia de COVID-19.\n", + " Além disso, há um vale no primeiro trimestre de 2020, que coincide com o agravamento da pandemia. O gráfico também revela que grande parte das quedas na taxa de desemprego ocorre no final do ano, o que pode ser atribuído às festas de fim de ano, como natal e ano novo, e ao aumento das contratações temporárias que movimentam o mercado.\n", + "\n", + "- Considerando os anos analisados (janeiro de 2019 a agosto de 2024), a taxa de desemprego vem diminuindo de forma gradual desde o primeiro semestre de 2021. Essa tendência de queda pode ser atribuída à recuperação econômica pós-pandemia, com a reabertura de negócios e a retomada de atividades produtivas. Além disso, políticas de incentivo ao emprego e a evolução do mercado de trabalho em setores chave, como serviços e comércio, têm contribuído para essa melhoria. Assim, a análise sugere um panorama otimista para a economia brasileira, com a expectativa de que essa tendência de queda na taxa de desemprego continue nos próximos meses.\n", + "\n", + "**2. Taxa de Desemprego e sua regressão linear**\n", + "\n", + "- No segundo gráfico, comparamos a **taxa de desemprego** efetiva com a **taxa natural de desemprego**, representada por uma linha de regressão linear. Os pontos pretos representam os valores mensais da taxa de desemprego, enquanto a linha pontilhada indica a tendência a longo prazo.\n", + "\n", + "- A análise da linha de regressão mostra se a taxa de desemprego está se aproximando ou se afastando da taxa natural, que é geralmente vista como uma taxa de equilíbrio em uma economia saudável. Se a taxa efetiva estiver significativamente acima da taxa natural, isso pode indicar um mercado de trabalho mais fraco, onde há dificuldades para os trabalhadores encontrarem emprego. Se ela estiver abaixo, como é a situação nos últimos meses da análise, indica ambiente econômico em recuperação, com crescimento em setores que exigem mais mão de obra e aumento na confiança dos consumidores e empresários. Isso pode, por sua vez, estimular investimentos e impulsionar ainda mais o emprego no país.\n", + "\n" + ], + "metadata": { + "id": "j4fDlhjanx_c" + } + }, + { + "cell_type": "code", + "source": [ + "# Analisar o desemprego normalizado e a taxa de desemprego graficamente e buscar tendências\n", + "\n", + "fig, axs = plt.subplots(1, 2, figsize=(15, 6))\n", + "plt\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "\n", + "axs[0].plot(df_poder_compra['Data'], df_poder_compra['Desemprego Normalizado'], linestyle='-', color='#b19cd9', linewidth=2, marker = 'o', ms = 1, mec='Gray')\n", + "axs[0].set_title('Taxa de desemprego normalizada', fontdict=font1)\n", + "axs[0].set_xlabel('Ano', fontdict = font2)\n", + "axs[0].set_ylabel('Variação Mensal (%)', fontdict=font2)\n", + "axs[0].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "#Gráfico de dispersão da taxa de desemprego e a linha da taxa de desemprego natural do Brasil com regressão linear\n", + "x = np.arange(len(df_poder_compra))\n", + "y = df_poder_compra.iloc[:, 5].values #coluna da taxa de desemprego\n", + "m, b = np.polyfit(x, y, 1) # coeficientes da regressão linear\n", + "\n", + "axs[1].plot(df_poder_compra['Data'], m*x + b, color='#b19cd9', linestyle='--', linewidth=2, label='Taxa Natural de Desemprego')\n", + "axs[1].scatter(df_poder_compra['Data'], y, color='black', label='Taxa de Desemprego', s=17)\n", + "axs[1].legend()\n", + "axs[1].set_title('Taxa de desemprego (desocupação)', fontdict = font1)\n", + "axs[1].set_xlabel('Ano', fontdict = font2)\n", + "axs[1].set_ylabel('Variação Mensal (%)', fontdict = font2)\n", + "axs[1].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ], + "metadata": { + "id": "HF_ZlCxY_GSs", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 436 + }, + "outputId": "d03eb468-f6f1-445c-c35e-c86dd64a91fc" + }, + "execution_count": 68, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Evolução do Endividamento e da Inflação no Brasil\n", + "\n", + "A análise da evolução do endividamento brasileiro em relação à inflação revela uma dinâmica preocupante que afeta o poder de compra das famílias. Nos últimos anos, a taxa de endividamento tem mostrado um aumento constante, coincidindo com períodos de alta inflação.\n" + ], + "metadata": { + "id": "x3kBbNKjr85t" + } + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.columns" + ], + "metadata": { + "id": "vhu-11ZIfBv6", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "44b1adb6-8878-4095-b476-0517efff5a57" + }, + "execution_count": 69, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Index(['Data', 'IPCA (% a.m.)', 'INPC (% a.m.)', 'Salário mínimo real',\n", + " 'Salário mínimo vigente', 'Taxa de desempego (desocupação)',\n", + " ' Endividamento e inadimplência do consumidor',\n", + " 'Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min',\n", + " 'Intenção de consumo das famílias (ICF) - Acima de 10 salários min',\n", + " 'INPC - alimentos e bebidas - taxa de variação - (% a.m.)',\n", + " 'INPC - transportes - taxa de variação - (% a.m.)',\n", + " 'INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)',\n", + " 'INPC - habitação - taxa de variação - (% a.m.)', 'Data_mes',\n", + " 'Diferença percentual entre salários', 'Desemprego Normalizado'],\n", + " dtype='object')" + ] + }, + "metadata": {}, + "execution_count": 69 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Medidas descritivas para a taxa de endividamento" + ], + "metadata": { + "id": "K-CRm9_mwCl7" + } + }, + { + "cell_type": "code", + "source": [ + "# Calcular estatísticas da taxa de endividamento\n", + "\n", + "media_endividamento = np.mean(df_poder_compra.iloc[:, 6]*100)\n", + "print(f\"Média da Taxa de Endividamento (2019.01-2024.08): {media_endividamento:.2f}%\")\n", + "print(\"Desvio Padrão:\", np.std(df_poder_compra.iloc[:, 6]))\n", + "print(\"Taxa de Endividamento mínima:\", np.min(df_poder_compra.iloc[:, 6]))\n", + "print(\"Primeiro Quartil:\", np.quantile(df_poder_compra.iloc[:, 6], 0.25))\n", + "print(\"Mediana (Q2):\", np.median(df_poder_compra.iloc[:, 6]))\n", + "print(\"Terceiro Quartil:\", np.quantile(df_poder_compra.iloc[:, 6], 0.75))\n", + "print(\"Taxa de Endividamento máxima:\", np.max(df_poder_compra.iloc[:, 6]))" + ], + "metadata": { + "id": "Q_rAH4JwwB8r", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "a8e3e3b2-ee6c-4733-fd8e-05b891ae809c" + }, + "execution_count": 70, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Média da Taxa de Endividamento (2019.01-2024.08): 72.07%\n", + "Desvio Padrão: 0.06146056067944009\n", + "Taxa de Endividamento mínima: 0.6\n", + "Primeiro Quartil: 0.66\n", + "Mediana (Q2): 0.755\n", + "Terceiro Quartil: 0.78\n", + "Taxa de Endividamento máxima: 0.79\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Comparação entre endividamento e inflação\n", + "\n", + "Os gráficos apresentados destacam a correlação entre a **taxa de endividamento** e o **IPCA** (% a.m.) ao longo do tempo. Observa-se que, em poucos períodos, a inflação apresenta um aumento significativo acompanhado de um crescimento do endividamento das famílias. Desde o primeiro semestre de 2019, mais de 60% da população brasileira tinha dívidas, e nos meses seguintes, o aumento da taxa de endividados se tornou uma tendência constante.\n", + "\n", + "Particularmente em 2021, a taxa de endividamento não apenas aumentou, mas também se estabilizou poucas vezes a níveis elevados. Após esse ano, a média da taxa de endividados se manteve acima de 75%, chegando perto dos 80%. Isso indica que, mesmo com a inflação oscilante, o endividamento se consolidou como um problema persistente para as famílias brasileiras, refletindo desafios em manter o poder de compra e a capacidade de consumo em um cenário econômico adverso." + ], + "metadata": { + "id": "kU2FRaK-vscy" + } + }, + { + "cell_type": "code", + "source": [ + "# comparação entre a taxa de endividamento e a inflação\n", + "fig, ax1 = plt.subplots(figsize=(12, 6))\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "\n", + "ax1.plot(df_poder_compra['Data'], (df_poder_compra.iloc[:, 6]*100),\n", + " linestyle='-', color='#b19cd9', linewidth=2, marker='o', ms=1, mec='Gray')\n", + "ax1.set_title('Taxa de Endividamento e a Inflação', fontdict=font1)\n", + "ax1.set_xlabel('Ano-Mês', fontdict=font2)\n", + "ax1.set_ylabel('Brasileiros endividados (%)', fontdict=font2)\n", + "ax1.grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "ax2 = ax1.twinx()\n", + "ax2.plot(df_poder_compra['Data'], df_poder_compra['IPCA (% a.m.)'],\n", + " linestyle='--', color='#395b64', linewidth=2, label='IPCA (% a.m.)')\n", + "ax2.set_ylabel('IPCA (% a.m.)', fontdict=font2)\n", + "\n", + "ax2.legend(loc='upper left')\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n" + ], + "metadata": { + "id": "lRnasnizr9Wl", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 542 + }, + "outputId": "59078cb6-456b-4eb7-f6a6-2eb9aeed94fa" + }, + "execution_count": 71, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Gráfico da Intenção de Consumo em relação à Taxa de Endividamento e IPCA\n", + "\n", + "Os seguintes gráficos apresentam a **Intenção de Consumo das Famílias (ICF)** em dois grupos: abaixo e acima de 10 salários mínimos, em relação à **taxa de endividamento** e à **inflação (IPCA)**.\n", + "\n", + "1. **Gráfico da Intenção de Consumo x Endividamento**\n", + " - Preenche a área abaixo da linha de intenção de consumo para famílias que ganham abaixo de 10 salários mínimos, como também a ICF para as famílias que ganham acima de 10 salários mínimos.\n", + " - Inclui uma linha representando a **taxa de endividamento** no eixo y secundário.\n", + "\n", + "2. **Gráfico da Intenção de Consumo x Inflação**\n", + " - Preenche a área abaixo da linha de intenção de consumo para famílias que ganham abaixo de 10 salários mínimos, como também a ICF para as famílias que ganham acima de 10 salários mínimos.\n", + " - A linha do eixo y secundário representa a **inflação (IPCA)**." + ], + "metadata": { + "id": "AE7h_ERF376Y" + } + }, + { + "cell_type": "code", + "source": [ + "# Gráfico da Intenção de Consumo - abaixo e acima de 10 salários mínimos em relação a taxa de endividamento\n", + "fig, axs = plt.subplots(1, 2, figsize=(17, 8))\n", + "\n", + "font1 = {'family': 'serif', 'color': 'midnightblue', 'size': 19}\n", + "font2 = {'family': 'serif', 'color': 'midnightblue', 'size': 12}\n", + "\n", + "x = df_poder_compra['Data']\n", + "\n", + "#gráfico de área\n", + "axs[0].fill_between(x,\n", + " df_poder_compra['Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min'],\n", + " color='#88b257', alpha=0.6, label='ICF - Abaixo de 10 salários min')\n", + "\n", + "axs[0].fill_between(x,\n", + " df_poder_compra['Intenção de consumo das famílias (ICF) - Acima de 10 salários min'],\n", + " color='#4A701c', alpha=0.3, label='ICF - Acima de 10 salários min')\n", + "\n", + "# eixo secundário para a tx de endividamento\n", + "ax2_0 = axs[0].twinx()\n", + "ax2_0.plot(x, df_poder_compra.iloc[:, 6], color='#b19cd9', linewidth=2, label='Endividamento (%)')\n", + "ax2_0.set_ylabel('Taxa de Endividamento (%)', fontdict=font2)\n", + "\n", + "axs[0].set_title('Intenção de Consumo x Endividamento', fontdict=font1)\n", + "axs[0].set_xlabel('Ano-Mês', fontdict=font2)\n", + "axs[0].set_ylabel('Intenção de Consumo (%)', fontdict=font2)\n", + "axs[0].grid(True, linestyle='--', alpha=0.3)\n", + "axs[0].legend(loc='upper left')\n", + "\n", + "#segundo gráfico em relação ao IPCA\n", + "axs[1].fill_between(x,\n", + " df_poder_compra['Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min'],\n", + " color='#4A701c', alpha=0.6, label='ICF - Abaixo de 10 salários min')\n", + "\n", + "axs[1].fill_between(x,\n", + " df_poder_compra['Intenção de consumo das famílias (ICF) - Acima de 10 salários min'],\n", + " color='#88b257', alpha=0.3, label='ICF - Acima de 10 salários min')\n", + "\n", + "# eixo secundário para a inflação\n", + "ax2_1 = axs[1].twinx()\n", + "ax2_1.plot(x, df_poder_compra['IPCA (% a.m.)'], color='#395b64', linewidth=2, label='Inflação (IPCA)')\n", + "ax2_1.set_ylabel('IPCA (%)', fontdict=font2)\n", + "\n", + "axs[1].set_title('Intenção de Consumo x Inflação', fontdict=font1)\n", + "axs[1].set_xlabel('Ano-Mês', fontdict=font2)\n", + "axs[1].set_ylabel('Intenção de Consumo (%)', fontdict=font2)\n", + "axs[1].grid(True, linestyle='--', alpha=0.3)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n" + ], + "metadata": { + "id": "AfDfNhSTzAnl", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 512 + }, + "outputId": "2ab9b7d9-393b-4750-9713-44aeab37ce00" + }, + "execution_count": 72, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "df_poder_compra.head(60)" + ], + "metadata": { + "id": "KJ5FfeDbHKuU", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "outputId": "ae637a3b-e017-46d4-ef14-e6f3d8f9a063" + }, + "execution_count": 73, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " Data IPCA (% a.m.) INPC (% a.m.) Salário mínimo real \\\n", + "0 2019-01-01 0.32 0.36 1363.03 \n", + "1 2019-02-01 0.43 0.54 1355.70 \n", + "2 2019-03-01 0.75 0.77 1345.34 \n", + "3 2019-04-01 0.57 0.60 1337.32 \n", + "4 2019-05-01 0.13 0.15 1335.32 \n", + "5 2019-06-01 0.01 0.01 1335.19 \n", + "6 2019-07-01 0.19 0.10 1333.85 \n", + "7 2019-08-01 0.11 0.12 1332.25 \n", + "8 2019-09-01 -0.04 -0.05 1332.92 \n", + "9 2019-10-01 0.10 0.04 1332.39 \n", + "10 2019-11-01 0.51 0.54 1325.23 \n", + "11 2019-12-01 1.15 1.22 1309.26 \n", + "12 2020-01-01 0.21 0.19 1360.46 \n", + "13 2020-02-01 0.25 0.17 1366.00 \n", + "14 2020-03-01 0.07 0.18 1363.54 \n", + "15 2020-04-01 -0.31 -0.23 1366.68 \n", + "16 2020-05-01 -0.38 -0.25 1370.11 \n", + "17 2020-06-01 0.26 0.30 1366.01 \n", + "18 2020-07-01 0.36 0.44 1360.03 \n", + "19 2020-08-01 0.24 0.36 1355.15 \n", + "20 2020-09-01 0.64 0.87 1343.46 \n", + "21 2020-10-01 0.86 0.89 1331.61 \n", + "22 2020-11-01 0.89 0.95 1319.08 \n", + "23 2020-12-01 1.35 1.46 1300.10 \n", + "24 2021-01-01 0.25 0.27 1364.84 \n", + "25 2021-02-01 0.86 0.82 1353.74 \n", + "26 2021-03-01 0.93 0.86 1342.19 \n", + "27 2021-04-01 0.31 0.38 1337.11 \n", + "28 2021-05-01 0.83 0.96 1324.40 \n", + "29 2021-06-01 0.53 0.60 1316.50 \n", + "30 2021-07-01 0.96 1.02 1303.21 \n", + "31 2021-08-01 0.87 0.88 1291.84 \n", + "32 2021-09-01 1.16 1.20 1276.52 \n", + "33 2021-10-01 1.25 1.16 1261.88 \n", + "34 2021-11-01 0.95 0.84 1251.37 \n", + "35 2021-12-01 0.73 0.73 1242.30 \n", + "36 2022-01-01 0.54 0.67 1359.68 \n", + "37 2022-02-01 1.01 1.00 1346.22 \n", + "38 2022-03-01 1.62 1.71 1323.59 \n", + "39 2022-04-01 1.06 1.04 1309.96 \n", + "40 2022-05-01 0.47 0.45 1304.09 \n", + "41 2022-06-01 0.67 0.62 1296.06 \n", + "42 2022-07-01 -0.68 -0.60 1303.88 \n", + "43 2022-08-01 -0.36 -0.31 1307.94 \n", + "44 2022-09-01 -0.29 -0.32 1312.13 \n", + "45 2022-10-01 0.59 0.47 1306.00 \n", + "46 2022-11-01 0.41 0.38 1301.05 \n", + "47 2022-12-01 0.62 0.69 1292.14 \n", + "48 2023-01-01 0.53 0.46 1381.73 \n", + "49 2023-02-01 0.84 0.77 1371.17 \n", + "50 2023-03-01 0.71 0.64 1362.45 \n", + "51 2023-04-01 0.61 0.53 1355.27 \n", + "52 2023-05-01 0.23 0.36 1369.08 \n", + "53 2023-06-01 -0.08 -0.10 1370.45 \n", + "54 2023-07-01 0.12 -0.09 1371.68 \n", + "55 2023-08-01 0.23 0.20 1368.94 \n", + "56 2023-09-01 0.26 0.11 1367.44 \n", + "57 2023-10-01 0.24 0.12 1365.80 \n", + "58 2023-11-01 0.28 0.10 1364.44 \n", + "59 2023-12-01 0.56 0.55 1356.97 \n", + "\n", + " Salário mínimo vigente Taxa de desempego (desocupação) \\\n", + "0 998.0 12.2 \n", + "1 998.0 12.6 \n", + "2 998.0 12.8 \n", + "3 998.0 12.6 \n", + "4 998.0 12.4 \n", + "5 998.0 12.1 \n", + "6 998.0 12.0 \n", + "7 998.0 11.9 \n", + "8 998.0 11.9 \n", + "9 998.0 11.8 \n", + "10 998.0 11.3 \n", + "11 998.0 11.1 \n", + "12 1039.0 11.4 \n", + "13 1045.0 11.8 \n", + "14 1045.0 12.4 \n", + "15 1045.0 12.7 \n", + "16 1045.0 13.1 \n", + "17 1045.0 13.6 \n", + "18 1045.0 14.1 \n", + "19 1045.0 14.8 \n", + "20 1045.0 14.9 \n", + "21 1045.0 14.6 \n", + "22 1045.0 14.4 \n", + "23 1045.0 14.2 \n", + "24 1100.0 14.5 \n", + "25 1100.0 14.6 \n", + "26 1100.0 14.9 \n", + "27 1100.0 14.8 \n", + "28 1100.0 14.7 \n", + "29 1100.0 14.2 \n", + "30 1100.0 13.7 \n", + "31 1100.0 13.1 \n", + "32 1100.0 12.6 \n", + "33 1100.0 12.1 \n", + "34 1100.0 11.6 \n", + "35 1100.0 11.1 \n", + "36 1212.0 11.2 \n", + "37 1212.0 11.2 \n", + "38 1212.0 11.1 \n", + "39 1212.0 10.5 \n", + "40 1212.0 9.8 \n", + "41 1212.0 9.3 \n", + "42 1212.0 9.1 \n", + "43 1212.0 8.9 \n", + "44 1212.0 8.7 \n", + "45 1212.0 8.3 \n", + "46 1212.0 8.1 \n", + "47 1212.0 7.9 \n", + "48 1302.0 8.4 \n", + "49 1302.0 8.6 \n", + "50 1302.0 8.8 \n", + "51 1302.0 8.5 \n", + "52 1320.0 8.3 \n", + "53 1320.0 8.0 \n", + "54 1320.0 7.9 \n", + "55 1320.0 7.8 \n", + "56 1320.0 7.7 \n", + "57 1320.0 7.6 \n", + "58 1320.0 7.5 \n", + "59 1320.0 7.4 \n", + "\n", + " Endividamento e inadimplência do consumidor \\\n", + "0 0.60 \n", + "1 0.62 \n", + "2 0.62 \n", + "3 0.63 \n", + "4 0.63 \n", + "5 0.64 \n", + "6 0.64 \n", + "7 0.65 \n", + "8 0.65 \n", + "9 0.65 \n", + "10 0.65 \n", + "11 0.66 \n", + "12 0.65 \n", + "13 0.65 \n", + "14 0.66 \n", + "15 0.67 \n", + "16 0.66 \n", + "17 0.67 \n", + "18 0.67 \n", + "19 0.67 \n", + "20 0.67 \n", + "21 0.66 \n", + "22 0.66 \n", + "23 0.66 \n", + "24 0.66 \n", + "25 0.67 \n", + "26 0.67 \n", + "27 0.67 \n", + "28 0.68 \n", + "29 0.70 \n", + "30 0.71 \n", + "31 0.73 \n", + "32 0.74 \n", + "33 0.75 \n", + "34 0.76 \n", + "35 0.76 \n", + "36 0.76 \n", + "37 0.77 \n", + "38 0.77 \n", + "39 0.78 \n", + "40 0.77 \n", + "41 0.77 \n", + "42 0.78 \n", + "43 0.79 \n", + "44 0.79 \n", + "45 0.79 \n", + "46 0.79 \n", + "47 0.78 \n", + "48 0.78 \n", + "49 0.78 \n", + "50 0.78 \n", + "51 0.78 \n", + "52 0.78 \n", + "53 0.78 \n", + "54 0.78 \n", + "55 0.77 \n", + "56 0.77 \n", + "57 0.77 \n", + "58 0.77 \n", + "59 0.78 \n", + "\n", + " Intenção de consumo das famílias (ICF) - Abaixo de 10 salários min \\\n", + "0 93.03 \n", + "1 95.38 \n", + "2 94.92 \n", + "3 93.06 \n", + "4 91.48 \n", + "5 88.71 \n", + "6 87.55 \n", + "7 89.16 \n", + "8 90.16 \n", + "9 90.91 \n", + "10 92.43 \n", + "11 93.18 \n", + "12 93.61 \n", + "13 95.52 \n", + "14 96.08 \n", + "15 92.67 \n", + "16 79.84 \n", + "17 67.48 \n", + "18 64.15 \n", + "19 64.37 \n", + "20 65.77 \n", + "21 66.75 \n", + "22 67.90 \n", + "23 70.07 \n", + "24 71.36 \n", + "25 71.92 \n", + "26 71.53 \n", + "27 68.05 \n", + "28 64.38 \n", + "29 64.00 \n", + "30 64.76 \n", + "31 66.51 \n", + "32 68.78 \n", + "33 69.37 \n", + "34 69.56 \n", + "35 70.81 \n", + "36 72.55 \n", + "37 73.98 \n", + "38 74.70 \n", + "39 75.22 \n", + "40 76.27 \n", + "41 77.26 \n", + "42 77.94 \n", + "43 78.92 \n", + "44 80.95 \n", + "45 83.51 \n", + "46 85.47 \n", + "47 88.08 \n", + "48 91.18 \n", + "49 93.12 \n", + "50 94.10 \n", + "51 94.50 \n", + "52 94.09 \n", + "53 94.82 \n", + "54 97.05 \n", + "55 98.84 \n", + "56 100.18 \n", + "57 101.56 \n", + "58 102.19 \n", + "59 102.42 \n", + "\n", + " Intenção de consumo das famílias (ICF) - Acima de 10 salários min \\\n", + "0 109.96 \n", + "1 113.66 \n", + "2 113.30 \n", + "3 111.32 \n", + "4 109.62 \n", + "5 103.99 \n", + "6 101.00 \n", + "7 102.86 \n", + "8 104.01 \n", + "9 105.25 \n", + "10 109.06 \n", + "11 111.93 \n", + "12 113.84 \n", + "13 117.27 \n", + "14 118.25 \n", + "15 110.10 \n", + "16 90.97 \n", + "17 78.35 \n", + "18 75.67 \n", + "19 75.02 \n", + "20 77.06 \n", + "21 78.47 \n", + "22 79.56 \n", + "23 82.55 \n", + "24 84.64 \n", + "25 85.50 \n", + "26 85.13 \n", + "27 83.38 \n", + "28 82.21 \n", + "29 83.79 \n", + "30 85.61 \n", + "31 87.69 \n", + "32 90.06 \n", + "33 91.50 \n", + "34 91.36 \n", + "35 91.48 \n", + "36 93.52 \n", + "37 94.51 \n", + "38 94.53 \n", + "39 94.51 \n", + "40 94.78 \n", + "41 94.33 \n", + "42 94.50 \n", + "43 97.54 \n", + "44 101.19 \n", + "45 104.04 \n", + "46 106.06 \n", + "47 106.97 \n", + "48 107.67 \n", + "49 109.00 \n", + "50 110.26 \n", + "51 110.84 \n", + "52 110.13 \n", + "53 109.85 \n", + "54 111.19 \n", + "55 113.03 \n", + "56 115.52 \n", + "57 118.00 \n", + "58 119.04 \n", + "59 119.47 \n", + "\n", + " INPC - alimentos e bebidas - taxa de variação - (% a.m.) \\\n", + "0 0.90 \n", + "1 0.94 \n", + "2 1.50 \n", + "3 0.64 \n", + "4 -0.59 \n", + "5 -0.18 \n", + "6 -0.05 \n", + "7 -0.49 \n", + "8 -0.42 \n", + "9 0.02 \n", + "10 0.78 \n", + "11 3.66 \n", + "12 0.45 \n", + "13 0.13 \n", + "14 1.12 \n", + "15 1.91 \n", + "16 0.40 \n", + "17 0.37 \n", + "18 0.14 \n", + "19 0.80 \n", + "20 2.63 \n", + "21 2.11 \n", + "22 2.65 \n", + "23 1.86 \n", + "24 1.01 \n", + "25 0.17 \n", + "26 0.07 \n", + "27 0.49 \n", + "28 0.53 \n", + "29 0.47 \n", + "30 0.66 \n", + "31 1.29 \n", + "32 0.94 \n", + "33 1.10 \n", + "34 -0.03 \n", + "35 0.76 \n", + "36 1.08 \n", + "37 1.25 \n", + "38 2.39 \n", + "39 2.26 \n", + "40 0.63 \n", + "41 0.78 \n", + "42 1.31 \n", + "43 0.26 \n", + "44 -0.51 \n", + "45 0.60 \n", + "46 0.55 \n", + "47 0.74 \n", + "48 0.52 \n", + "49 0.04 \n", + "50 -0.07 \n", + "51 0.61 \n", + "52 0.16 \n", + "53 -0.66 \n", + "54 -0.59 \n", + "55 -0.91 \n", + "56 -0.74 \n", + "57 0.23 \n", + "58 0.57 \n", + "59 1.20 \n", + "\n", + " INPC - transportes - taxa de variação - (% a.m.) \\\n", + "0 0.61 \n", + "1 0.34 \n", + "2 1.18 \n", + "3 0.91 \n", + "4 0.56 \n", + "5 -0.30 \n", + "6 -0.41 \n", + "7 -0.08 \n", + "8 -0.01 \n", + "9 0.35 \n", + "10 0.19 \n", + "11 0.97 \n", + "12 0.43 \n", + "13 -0.18 \n", + "14 -0.41 \n", + "15 -2.52 \n", + "16 -1.44 \n", + "17 0.60 \n", + "18 0.84 \n", + "19 0.77 \n", + "20 0.69 \n", + "21 0.68 \n", + "22 1.10 \n", + "23 1.01 \n", + "24 0.64 \n", + "25 2.23 \n", + "26 3.54 \n", + "27 -0.08 \n", + "28 1.48 \n", + "29 0.50 \n", + "30 1.27 \n", + "31 1.43 \n", + "32 1.40 \n", + "33 1.99 \n", + "34 3.18 \n", + "35 0.27 \n", + "36 0.19 \n", + "37 0.51 \n", + "38 3.01 \n", + "39 1.56 \n", + "40 1.11 \n", + "41 0.42 \n", + "42 -4.44 \n", + "43 -3.24 \n", + "44 -2.09 \n", + "45 -0.01 \n", + "46 0.93 \n", + "47 0.13 \n", + "48 0.65 \n", + "49 0.60 \n", + "50 2.23 \n", + "51 0.41 \n", + "52 -0.14 \n", + "53 -0.34 \n", + "54 1.17 \n", + "55 0.37 \n", + "56 1.07 \n", + "57 -0.05 \n", + "58 -0.30 \n", + "59 0.24 \n", + "\n", + " INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) \\\n", + "0 0.01 \n", + "1 0.40 \n", + "2 0.37 \n", + "3 1.89 \n", + "4 0.44 \n", + "5 0.71 \n", + "6 -0.63 \n", + "7 -0.14 \n", + "8 0.78 \n", + "9 0.42 \n", + "10 0.18 \n", + "11 0.40 \n", + "12 -0.76 \n", + "13 0.91 \n", + "14 0.20 \n", + "15 -0.24 \n", + "16 -0.16 \n", + "17 0.07 \n", + "18 0.46 \n", + "19 0.54 \n", + "20 -0.21 \n", + "21 0.48 \n", + "22 -0.17 \n", + "23 0.54 \n", + "24 0.22 \n", + "25 0.73 \n", + "26 -0.14 \n", + "27 1.34 \n", + "28 0.64 \n", + "29 0.51 \n", + "30 -0.45 \n", + "31 -0.15 \n", + "32 0.65 \n", + "33 0.47 \n", + "34 -1.18 \n", + "35 1.21 \n", + "36 0.67 \n", + "37 0.91 \n", + "38 1.29 \n", + "39 1.94 \n", + "40 1.24 \n", + "41 0.87 \n", + "42 0.27 \n", + "43 1.60 \n", + "44 0.49 \n", + "45 1.35 \n", + "46 -0.40 \n", + "47 2.08 \n", + "48 -0.24 \n", + "49 1.61 \n", + "50 0.72 \n", + "51 1.30 \n", + "52 1.02 \n", + "53 0.15 \n", + "54 0.10 \n", + "55 0.57 \n", + "56 -0.16 \n", + "57 0.23 \n", + "58 -0.23 \n", + "59 0.27 \n", + "\n", + " INPC - habitação - taxa de variação - (% a.m.) Data_mes \\\n", + "0 0.16 2019-01 \n", + "1 0.32 2019-02 \n", + "2 0.32 2019-03 \n", + "3 0.30 2019-04 \n", + "4 1.00 2019-05 \n", + "5 0.03 2019-06 \n", + "6 1.20 2019-07 \n", + "7 1.18 2019-08 \n", + "8 0.04 2019-09 \n", + "9 -0.60 2019-10 \n", + "10 0.72 2019-11 \n", + "11 -0.86 2019-12 \n", + "12 0.45 2020-01 \n", + "13 -0.41 2020-02 \n", + "14 0.12 2020-03 \n", + "15 -0.14 2020-04 \n", + "16 -0.29 2020-05 \n", + "17 0.10 2020-06 \n", + "18 0.94 2020-07 \n", + "19 0.39 2020-08 \n", + "20 0.46 2020-09 \n", + "21 0.38 2020-10 \n", + "22 0.46 2020-11 \n", + "23 3.12 2020-12 \n", + "24 -1.15 2021-01 \n", + "25 0.52 2021-02 \n", + "26 0.86 2021-03 \n", + "27 0.35 2021-04 \n", + "28 1.91 2021-05 \n", + "29 1.12 2021-06 \n", + "30 3.17 2021-07 \n", + "31 0.69 2021-08 \n", + "32 2.83 2021-09 \n", + "33 1.14 2021-10 \n", + "34 1.02 2021-11 \n", + "35 0.64 2021-12 \n", + "36 0.17 2022-01 \n", + "37 0.47 2022-02 \n", + "38 1.24 2022-03 \n", + "39 -1.20 2022-04 \n", + "40 -1.65 2022-05 \n", + "41 0.53 2022-06 \n", + "42 -0.83 2022-07 \n", + "43 -0.07 2022-08 \n", + "44 0.72 2022-09 \n", + "45 0.40 2022-10 \n", + "46 0.43 2022-11 \n", + "47 0.26 2022-12 \n", + "48 0.19 2023-01 \n", + "49 0.90 2023-02 \n", + "50 0.54 2023-03 \n", + "51 0.46 2023-04 \n", + "52 0.78 2023-05 \n", + "53 0.51 2023-06 \n", + "54 -1.16 2023-07 \n", + "55 1.22 2023-08 \n", + "56 0.44 2023-09 \n", + "57 0.01 2023-10 \n", + "58 0.42 2023-11 \n", + "59 0.34 2023-12 \n", + "\n", + " Diferença percentual entre salários Desemprego Normalizado \n", + "0 -26.780775 0.515492 \n", + "1 -26.384893 0.667567 \n", + "2 -25.818009 0.743605 \n", + "3 -25.373134 0.667567 \n", + "4 -25.261361 0.591529 \n", + "5 -25.254084 0.477473 \n", + "6 -25.178993 0.439454 \n", + "7 -25.089135 0.401435 \n", + "8 -25.126789 0.401435 \n", + "9 -25.097006 0.363416 \n", + "10 -24.692318 0.173321 \n", + "11 -23.773735 0.097284 \n", + "12 -23.628773 0.211340 \n", + "13 -23.499268 0.363416 \n", + "14 -23.361251 0.591529 \n", + "15 -23.537331 0.705586 \n", + "16 -23.728752 0.857662 \n", + "17 -23.499828 1.047756 \n", + "18 -23.163460 1.237851 \n", + "19 -22.886765 1.503983 \n", + "20 -22.215771 1.542002 \n", + "21 -21.523569 1.427945 \n", + "22 -20.778118 1.351907 \n", + "23 -19.621568 1.275870 \n", + "24 -19.404472 1.389926 \n", + "25 -18.743629 1.427945 \n", + "26 -18.044390 1.542002 \n", + "27 -17.733021 1.503983 \n", + "28 -16.943522 1.465964 \n", + "29 -16.445120 1.275870 \n", + "30 -15.593036 1.085775 \n", + "31 -14.850136 0.857662 \n", + "32 -13.828220 0.667567 \n", + "33 -12.828478 0.477473 \n", + "34 -12.096342 0.287378 \n", + "35 -11.454560 0.097284 \n", + "36 -10.861379 0.135303 \n", + "37 -9.970139 0.135303 \n", + "38 -8.430858 0.097284 \n", + "39 -7.478091 -0.130830 \n", + "40 -7.061629 -0.396962 \n", + "41 -6.485811 -0.587057 \n", + "42 -7.046661 -0.663094 \n", + "43 -7.335199 -0.739132 \n", + "44 -7.631104 -0.815170 \n", + "45 -7.197550 -0.967246 \n", + "46 -6.844472 -1.043283 \n", + "47 -6.202114 -1.119321 \n", + "48 -5.770302 -0.929227 \n", + "49 -5.044597 -0.853189 \n", + "50 -4.436860 -0.777151 \n", + "51 -3.930582 -0.891208 \n", + "52 -3.584889 -0.967246 \n", + "53 -3.681273 -1.081302 \n", + "54 -3.767643 -1.119321 \n", + "55 -3.575029 -1.157340 \n", + "56 -3.469256 -1.195359 \n", + "57 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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mesDiferença percentual entre saláriosDesemprego Normalizado
02019-01-010.320.361363.03998.012.20.6093.03109.960.900.610.010.162019-01-26.7807750.515492
12019-02-010.430.541355.70998.012.60.6295.38113.660.940.340.400.322019-02-26.3848930.667567
22019-03-010.750.771345.34998.012.80.6294.92113.301.501.180.370.322019-03-25.8180090.743605
32019-04-010.570.601337.32998.012.60.6393.06111.320.640.911.890.302019-04-25.3731340.667567
42019-05-010.130.151335.32998.012.40.6391.48109.62-0.590.560.441.002019-05-25.2613610.591529
52019-06-010.010.011335.19998.012.10.6488.71103.99-0.18-0.300.710.032019-06-25.2540840.477473
62019-07-010.190.101333.85998.012.00.6487.55101.00-0.05-0.41-0.631.202019-07-25.1789930.439454
72019-08-010.110.121332.25998.011.90.6589.16102.86-0.49-0.08-0.141.182019-08-25.0891350.401435
82019-09-01-0.04-0.051332.92998.011.90.6590.16104.01-0.42-0.010.780.042019-09-25.1267890.401435
92019-10-010.100.041332.39998.011.80.6590.91105.250.020.350.42-0.602019-10-25.0970060.363416
102019-11-010.510.541325.23998.011.30.6592.43109.060.780.190.180.722019-11-24.6923180.173321
112019-12-011.151.221309.26998.011.10.6693.18111.933.660.970.40-0.862019-12-23.7737350.097284
122020-01-010.210.191360.461039.011.40.6593.61113.840.450.43-0.760.452020-01-23.6287730.211340
132020-02-010.250.171366.001045.011.80.6595.52117.270.13-0.180.91-0.412020-02-23.4992680.363416
142020-03-010.070.181363.541045.012.40.6696.08118.251.12-0.410.200.122020-03-23.3612510.591529
152020-04-01-0.31-0.231366.681045.012.70.6792.67110.101.91-2.52-0.24-0.142020-04-23.5373310.705586
162020-05-01-0.38-0.251370.111045.013.10.6679.8490.970.40-1.44-0.16-0.292020-05-23.7287520.857662
172020-06-010.260.301366.011045.013.60.6767.4878.350.370.600.070.102020-06-23.4998281.047756
182020-07-010.360.441360.031045.014.10.6764.1575.670.140.840.460.942020-07-23.1634601.237851
192020-08-010.240.361355.151045.014.80.6764.3775.020.800.770.540.392020-08-22.8867651.503983
202020-09-010.640.871343.461045.014.90.6765.7777.062.630.69-0.210.462020-09-22.2157711.542002
212020-10-010.860.891331.611045.014.60.6666.7578.472.110.680.480.382020-10-21.5235691.427945
222020-11-010.890.951319.081045.014.40.6667.9079.562.651.10-0.170.462020-11-20.7781181.351907
232020-12-011.351.461300.101045.014.20.6670.0782.551.861.010.543.122020-12-19.6215681.275870
242021-01-010.250.271364.841100.014.50.6671.3684.641.010.640.22-1.152021-01-19.4044721.389926
252021-02-010.860.821353.741100.014.60.6771.9285.500.172.230.730.522021-02-18.7436291.427945
262021-03-010.930.861342.191100.014.90.6771.5385.130.073.54-0.140.862021-03-18.0443901.542002
272021-04-010.310.381337.111100.014.80.6768.0583.380.49-0.081.340.352021-04-17.7330211.503983
282021-05-010.830.961324.401100.014.70.6864.3882.210.531.480.641.912021-05-16.9435221.465964
292021-06-010.530.601316.501100.014.20.7064.0083.790.470.500.511.122021-06-16.4451201.275870
302021-07-010.961.021303.211100.013.70.7164.7685.610.661.27-0.453.172021-07-15.5930361.085775
312021-08-010.870.881291.841100.013.10.7366.5187.691.291.43-0.150.692021-08-14.8501360.857662
322021-09-011.161.201276.521100.012.60.7468.7890.060.941.400.652.832021-09-13.8282200.667567
332021-10-011.251.161261.881100.012.10.7569.3791.501.101.990.471.142021-10-12.8284780.477473
342021-11-010.950.841251.371100.011.60.7669.5691.36-0.033.18-1.181.022021-11-12.0963420.287378
352021-12-010.730.731242.301100.011.10.7670.8191.480.760.271.210.642021-12-11.4545600.097284
362022-01-010.540.671359.681212.011.20.7672.5593.521.080.190.670.172022-01-10.8613790.135303
372022-02-011.011.001346.221212.011.20.7773.9894.511.250.510.910.472022-02-9.9701390.135303
382022-03-011.621.711323.591212.011.10.7774.7094.532.393.011.291.242022-03-8.4308580.097284
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Abaixo de 10 salários min \\\n", + "0 93.03 \n", + "1 95.38 \n", + "2 94.92 \n", + "3 93.06 \n", + "4 91.48 \n", + "\n", + " Intenção de consumo das famílias (ICF) - Acima de 10 salários min \\\n", + "0 109.96 \n", + "1 113.66 \n", + "2 113.30 \n", + "3 111.32 \n", + "4 109.62 \n", + "\n", + " INPC - alimentos e bebidas - taxa de variação - (% a.m.) \\\n", + "0 0.90 \n", + "1 0.94 \n", + "2 1.50 \n", + "3 0.64 \n", + "4 -0.59 \n", + "\n", + " INPC - transportes - taxa de variação - (% a.m.) \\\n", + "0 0.61 \n", + "1 0.34 \n", + "2 1.18 \n", + "3 0.91 \n", + "4 0.56 \n", + "\n", + " INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.) \\\n", + "0 0.01 \n", + "1 0.40 \n", + "2 0.37 \n", + "3 1.89 \n", + "4 0.44 \n", + "\n", + " INPC - habitação - taxa de variação - (% a.m.) Data_mes \\\n", + "0 0.16 2019-01 \n", + "1 0.32 2019-02 \n", + "2 0.32 2019-03 \n", + "3 0.30 2019-04 \n", + "4 1.00 2019-05 \n", + "\n", + " Diferença percentual entre salários Desemprego Normalizado \n", + "0 -26.780775 0.515492 \n", + "1 -26.384893 0.667567 \n", + "2 -25.818009 0.743605 \n", + "3 -25.373134 0.667567 \n", + "4 -25.261361 0.591529 " + ], + "text/html": [ + "\n", + "
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DataIPCA (% a.m.)INPC (% a.m.)Salário mínimo realSalário mínimo vigenteTaxa de desempego (desocupação)Endividamento e inadimplência do consumidorIntenção de consumo das famílias (ICF) - Abaixo de 10 salários minIntenção de consumo das famílias (ICF) - Acima de 10 salários minINPC - alimentos e bebidas - taxa de variação - (% a.m.)INPC - transportes - taxa de variação - (% a.m.)INPC - saúde e cuidados pessoais - taxa de variação - (% a.m.)INPC - habitação - taxa de variação - (% a.m.)Data_mesDiferença percentual entre saláriosDesemprego Normalizado
02019-01-010.320.361363.03998.012.20.6093.03109.960.900.610.010.162019-01-26.7807750.515492
12019-02-010.430.541355.70998.012.60.6295.38113.660.940.340.400.322019-02-26.3848930.667567
22019-03-010.750.771345.34998.012.80.6294.92113.301.501.180.370.322019-03-25.8180090.743605
32019-04-010.570.601337.32998.012.60.6393.06111.320.640.911.890.302019-04-25.3731340.667567
42019-05-010.130.151335.32998.012.40.6391.48109.62-0.590.560.441.002019-05-25.2613610.591529
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