Construimos la bandera de Cabo Verde siguiendo las instrucciones obtenidas de la [url=https://en.wikipedia.org/wiki/Flag_of_Cape_Verde]página de Wikipedia[/url]. Consultadas varias fuentes aparece como proporción de la bandera 10:17 aunque hemos encontrado en algunos sitios que es 3:5. No hemos encontrado la fuente primaria donde se indique.[br][img]data:image/png;base64,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[/img] 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[/img][br]En el artículo 8 de la Asamblea Nacional de Cabo Verde, artículo 8, se indica (en portugués) lo siguiente relativo a la bandera:[br][br]"[color=333399]1.A Bandeira, o Hino e as Armas Nacionais são símbolos da República de Cabo Verde e da soberania nacional.[/color][br][color=333399]2.A Bandeira Nacional é constituída por cinco rectângulos dispostos no sentido do comprimento e sobrepostos.[/color][br][color=333399]a) Os rectângulos superior e inferior são de cor azul, ocupando o superior uma superfície igual a metade da bandeira e o inferior um quarto.[/color][br][color=333399]b) Separando os dois rectângulos azuis, existem três faixas, cada uma com a superfície igual a um duodécimo da área da Bandeira.[/color][br][color=333399]c) As faixas adjacentes aos rectângulos azuis são de cor branca e a que fica entre estas é de cor vermelha.[/color][br][color=333399]d) Sobre os cinco rectângulos, dez estrelas amarelas de cinco pontas, com o vértice superior na posição dos noventa graus, definem um círculo cujo centro se situa na intersecção da mediana do segundo quarto vertical a contar da esquerda com a mediana do segundo quarto horizontal a contar do bordo inferior. A estrela mais próxima deste bordo está inscrita numa circunferência invisível cujo centro fica sobre a mediana da faixa azul inferior.[/color]"[br][br]Traducido:[br][br]"1. La Bandera, el Himno y el Escudo Nacional son símbolos de la República de Cabo Verde y de la soberanía nacional.[br]2. La Bandera Nacional está compuesta por cinco rectángulos dispuestos longitudinalmente y superpuestos.[br]a) Los rectángulos superior e inferior son azules; el rectángulo superior ocupa un área igual a la mitad de la bandera y el rectángulo inferior, un cuarto.[br]b) Separando los dos rectángulos azules hay tres franjas, cada una con un área igual a un doceavo del área de la bandera.[br]c) Las franjas adyacentes a los rectángulos azules son blancas, y la que está entre ellos es roja.[br]d) Sobre los cinco rectángulos, diez estrellas amarillas de cinco puntas, con el vértice superior en la posición de noventa grados, definen un círculo cuyo centro se encuentra en la intersección de la mediana del segundo cuarto vertical desde la izquierda con la mediana del segundo cuarto horizontal desde el borde inferior. La estrella más cercana a este borde está inscrita en un círculo invisible cuyo centro está en la mediana de la franja azul inferior."[br][br]Tampoco hemos encontrado referencias al tamaño de cada estrella. La hemos aproximado según se ven en distintas banderas consultadas en Internet.[br][br]Adjuntamos tres imágenes, de la bandera, instrucciones y gama de colores.