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September 17, 2020 17:09
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Tarea 1 Sistemas Adaptativos
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| #Tarea1.zip | |
| import sys | |
| from random import randrange | |
| from math import sqrt | |
| def explotar(posx = 400, posy = 400, radio = 400): | |
| print(f"Coordenadas de la explosión ({posx},{posy}) Radio: {radio}") | |
| def secuencia_explosiones(posx = 400, posy = 400, radio = 400): | |
| for i in range(1,4): | |
| posy = 420+i | |
| explotar(posx,posy,radio) | |
| def explosiones_al_azar(): | |
| if len(sys.argv) == 1: | |
| print("Pasar al menos una argumento") | |
| else: | |
| cant = int(sys.argv[1]) | |
| for i in range (0,cant): | |
| rposx = randrange(start=1, stop=400) | |
| rposy = randrange(start=1, stop=400) | |
| rradio = randrange(start=1, stop=399) | |
| explotar(rposx, rposy, rradio) | |
| def diferencia_vectores(a,b): | |
| return sqrt( (a[0]-b[0])**2 + (a[1]-b[1])**2 + (a[2]-b[2])**2 ) | |
| def explosion_colores(rgb): | |
| red = [255,0,0] | |
| green = [0,255,0] | |
| blue = [0,0,255] | |
| codigo_colores = {"Rojo":0,"Verde":1,"Azul":2} | |
| distancia_red = diferencia_vectores(rgb,red) | |
| distancia_green = diferencia_vectores(rgb,green) | |
| distancia_blue = diferencia_vectores(rgb,blue) | |
| menor_distancia = min([distancia_red,distancia_green,distancia_blue]) | |
| if menor_distancia == distancia_red: | |
| color = "Rojo" | |
| elif menor_distancia == distancia_green: | |
| color = "Verde" | |
| else: | |
| color = "Azul" | |
| print( f"{rgb}\t{color}") | |
| return codigo_colores[color] | |
| if __name__ == "__main__": | |
| print("a)") | |
| explotar(200,200,300) | |
| explotar(300,200,399) | |
| explotar(100,400,40) | |
| print("b)") | |
| secuencia_explosiones() | |
| print("c)") | |
| explosiones_al_azar() | |
| print("d)") | |
| colores = [ | |
| [153,51,255], | |
| [121,236,221], | |
| [209,236,121], | |
| [240,164,76], | |
| [240,98,76], | |
| [76,93,240], | |
| [50,239,94] | |
| ] | |
| valores_centroides=[[],[],[]] | |
| for i in colores: | |
| valores_centroides[explosion_colores(i)].append(i) | |
| print("") | |
| for n, valores in enumerate(valores_centroides): | |
| a = [0,0,0] | |
| for j in valores: | |
| a[0] += j[0] | |
| a[1] += j[1] | |
| a[2] += j[2] | |
| print(f"centroide {n+1}: {list(map(lambda x: x/len(valores),a))}") | |
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