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i began to collect every instance of circle-triangle-square.
eu comecei a coletar tudo que fosse círculo-triângulo-quadrado.
Last Update: 2015-10-13
Usage Frequency: 1
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i discovered that i had to find the equation of art and design, which we know as circle-triangle-square.
descobri que tinha que achar a equação da arte e do design, que conhecemos como círculo-triângulo-quadrado.
Last Update: 2015-10-13
Usage Frequency: 1
Quality:
the letters have a consistent stroke thickness and are based on the basic shapes of triangle, square and circle.
a espessura do traço é igual para todas as letras que se baseiam nas formas geométricas base - triângulo, quadrado e círculo.
Last Update: 2018-02-13
Usage Frequency: 1
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all the baniwa villages are set out on this map, which indicates all of those in which deaths occurred, utilizing four symbols star, circle, triangle and square each of which designates one of the clans.
nesse mapa estão dispostas todas as aldeias baniwa, assinalando-se aquelas em que ocorreram óbitos pelos quatro símbolos estrela, círculo, triângulo e quadrado equivalentes a cada um dos clãs.
articles in the form of a triangle, square or rectangle, intended to become permanent magnets after magnetization, containing neodymium, iron and boron, with dimensions:
artigos em forma de triângulo, quadrado ou retângulo, destinados a tornarem-se ímanes permanentes após magnetização, contendo neodímio, ferro e boro, com as seguintes dimensões:
* constructible** 3×2"n"-sided regular polygons, for "n" in 0, 1, 2, 3, ...*** 30°-60°-90° triangle: triangle (3-sided)*** 60°-30°-90° triangle: hexagon (6-sided)*** 75°-15°-90° triangle: dodecagon (12-sided)*** 82.5°-7.5°-90° triangle: icositetragon (24-sided)*** 86.25°-3.75°-90° triangle: 48-gon*** 88.125°-1.875°-90° triangle: 96-gon** 4×2"n"-sided*** 45°-45°-90° triangle: square (4-sided)*** 67.5°-22.5°-90° triangle: octagon (8-sided)*** 78.75°-11.25°-90° triangle: hexadecagon (16-sided)*** 84.375°-5.625°-90° triangle: 32-gon*** 87.1875°-2.8125°-90° triangle: 64-gon** 5×2"n"-sided*** 54°-36°-90° triangle: pentagon (5-sided)*** 72°-18°-90° triangle: decagon (10-sided)*** 81°-9°-90° triangle: icosagon (20-sided)*** 85.5°-4.5°-90° triangle: tetracontagon (40-sided)*** 87.75°-2.25°-90° triangle: octacontagon (80-sided)** 15×2"n"-sided*** 78°-12°-90° triangle: pentadecagon (15-sided)*** 84°-6°-90° triangle: triacontagon (30-sided)*** 87°-3°-90° triangle: hexacontagon (60-sided)*** 88.5°-1.5°-90° triangle: 120-gon*** 89.25°-0.75°-90° triangle: 240-gon** ... (higher constructible regular polygons don't make whole degree angles: 17, 51, 85, 255, 257, ..., 65537, ..., 4294967295)* nonconstructible (with whole or half degree angles) – no finite radical expressions involving real numbers for these triangle edge ratios are possible, therefore its multiples of two are also not possible.
== tabela de constante =="n"-sided regular polygons, for "n" in 0, 1, 2, 3, ...*** 30°-60°-90° triangle: triangle (3-sided)*** 60°-30°-90° triangle: hexagon (6-sided)*** 75°-15°-90° triangle: dodecagon (12-sided)*** 82.5°-7.5°-90° triangle: icosikaitetragon (24-sided)*** 86.25°-3.75°-90° triangle: tetracontakaioctagon (48-sided)** 4×2"n"-sided*** 45°-45°-90° triangle: square (4-sided)*** 67.5°-22.5°-90° triangle: octagon (8-sided)*** 78.75°-11.25°-90° triangle: hexakaidecagon (16-sided)** 5×2"n"-sided*** 54°-36°-90° triangle: pentagon (5-sided)*** 72°-18°-90° triangle: decagon (10-sided)*** 81°-9°-90° triangle: icosagon (20-sided)*** 85.5°-4.5°-90° triangle: tetracontagon (40-sided)*** 87.75°-2.25°-90° triangle: octacontagon (80-sided)** 15×2"n"-sided*** 78°-12°-90° triangle: pentakaidecagon (15-sided)*** 84°-6°-90° triangle: tricontagon (30-sided)*** 87°-3°-90° triangle: hexacontagon (60-sided)*** 88.5°-1.5°-90° triangle: hectoicosagon (120-sided)*** 89.25°-0.75°-90° triangle: dihectotetracontagon (240-sided)** ... (higher constructible regular polygons don't make whole degree angles: 17, 51, 85, 255, 257...)* nonconstructible (with whole or half degree angles) – no finite radical expressions involving real numbers for these triangle edge ratios are possible, therefore its multiples of two are also not possible.