![](data:image/png;base64,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)
García, C.
210
Revista de Investigación en Administración, Contabilidad, Economía y Sociedad
En-Contexto 7(11) • julio - diciembre 2019 • Medellín - Colombia • página 210 de 286 • ISSN: 2346-3279
dp1st dp2st dp4stgbs dp5stgbs dp6sticc1 dp7sticc1
Oilpr 0,0139092 0,0139092 0,0139092 0,0124074 0,0124074 0,0124074
Pibpc 0,0006715 0,0006715 0,0006715 0,0005518 0,0005518 0,0005518
Piba 0,0000106 0,0000106 0,0000106 0,0000088 0,0000088 0,0000088
Pibaum 10,488060 10,488060 10,488060 9,240214 9,240214 9,240214
Dext 0,0000154 0,0000154 0,0000154 0,0000129 0,0000129 0,0000129
Infl 0,1936734 0,1936734 0,1936734 0,1675577 0,1675577 0,1675577
Pobl 0,00000023 0,00000023 0,00000023 0,00000025 0,00000025 0,00000025
Reftrib 0,7071068 0,7071068 0,7071068 0,6324555 0,6324555 0,6324555
Ingpet 0,059027 0,059027 0,059027 0,05277 0,05277 0,05277
Gini 0,4223334 0,4223334 0,4223334 0,4303215 0,4303215 0,4303215
ECI 2,206459 2,206459 2,206459 1,86466 1,86466 1,86466
dp1st dp2st dp4stgbs dp5stgbs dp6sticc1 dp7sticc1
Oilpr 0,944 0,944 0,944 1,0000000 1,0000000 1,0000000
Pibpc 0,329 0,329 0,329 1,0000000 1,0000000 1,0000000
Piba 0,331 0,331 0,331 1,0000000 1,0000000 1,0000000
Pibaum 0,934000 0,934000 0,934000 1,0000000 1,0000000 1,0000000
Dext 0,322 0,322 0,322 1,0000000 1,0000000 1,0000000
Infl 0,79 0,79 0,79 1,0000000 1,0000000 1,0000000
Pobl 0,333 0,333 0,333 1,0000000 1,0000000 1,0000000
Reftrib 1,0000000 1,0000000 1,0000000 1,0000000 1,0000000 1,0000000
Ingpet 0,93 0,93 0,93 1,0000000 1,0000000 1,0000000
Gini 0,513 0,513 0,513 1,0000000 1,0000000 1,0000000
ECI 0,351000 0,351000 0,351000 1,0000000 1,0000000 1,0000000
E. Preguntas Latinobarómetro
En términos generales, ¿diría Ud. que está satisfecho con su vida? ¿Diría Ud. que está....? Muy satisfecho ........... 1
Bastante satisfecho ...... 2
No muy satisfecho ........ 3
Para nada satisfecho ..... 4
¿Diría Ud. que este país...? Está progresando ......... 1
Está estancado ........... 2
Está en retroceso ........ 3
¿Cómo calificaría en general la situación económica actual del país? Diría Ud. que es…
Muy buena ................ 1
Buena .................... 2
Regular .................. 3
Mala ..................... 4
Muy mala ................. 5
¿Considera Ud. que la situación económica actual del país está mucho mejor, un poco mejor, igual, un poco peor, o mucho peor que hace
doce meses? Mucho mejor .............. 1
Un poco mejor ............ 2
Igual .................... 3
Un poco peor ............. 4
Mucho peor ............... 5
¿Y en los próximos doce meses cree Ud. que, en general, la situación económica del país será mucho mejor, un poco mejor, igual, un
poco peor o mucho peor? Mucho mejor .............. 1
Un poco mejor ............ 2
Igual .................... 3
Un poco peor ............. 4
Mucho peor ............... 5
¿Y en los próximos doce meses, cree que su situación económica y la de su familia será mucho mejor, un poco mejor, igual, un poco peor,
o mucho peor que la que tiene hoy? Mucho mejor .............. 1
Un poco mejor ............ 2
Igual .................... 3
Un poco peor ............. 4
Mucho peor ............... 5________