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Workshop de Qgis avançado

Agenda

• Overview e download dos dados a serem utilizados
  • Base de Logradouros
  • Faces dos lotes
  • Largura de Vias
  • Usos por lote
• Relacionando a face do lote ao uso

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import csv

# Define os valores da tela para serem referenciados no código
xmax, ymax = 1000, 1000

# Carrega os pontos que estão no arquivo e atribui às listas globais x e y
def load_points():
    global x, y 
    x, y = [], []
    with open('complexidade-200-pontos.csv', 'rb') as csvfile:

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Instructions to getting IFC Viewer working on Jupyter NoteBook

1. You have to install previously Anaconda and I supposed you're under Windows OS, otherwise you had already IFC Viewer working :)
2. It's boring but will rid you from some trouble. You should create a new Environment on Anaconda

• Open Anaconda
• Go to Environments
• Click on +Create
• Choose an appropriate name, like ifc_viewer

3. Still on Anaconda, we're gonna go deeper. Click on arrow right to the name of the environment you just created, and you should access a menu, and then choose Open Terminal
4. You must be thrilled to see this beautiful black terminal. I always think I'm Neo in Matrix this time :) But you're here just to install 3 Python Libs that we need to make things working. And you're gonna type the following lines on terminal, hit enter and wait for the magic happens.

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1º parte - Apresentação e motivação

• http://bit.ly/complex-arq
• Biografia
• Arquitetura e complexidade
• Autores
• Resultado da pesquisa

2º parte - Objetivos

• https://github.com/geoinfo-smdu/apresentacoes
• https://geoinfo-smdu.github.io/apresentacoes/geosampa-geoconnectplus-nov-2019.html

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//fibonacci_golden_spiral.scad - Simple implementation of the Fibonacci Spiral's polar equation

phi = (1 + sqrt(5)) / 2; // =~ 1.618

function radius(angle) = 10 * pow(phi, (angle / 90));

for(i = [0:1:720]) {
    translate([sin(i) * radius(i), cos(i) * radius(i)]) circle(3);
}

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//dogbone.scad - Simple example to solve 2d cut dogbone using a router CNC

square_side = 100;
half_square_side = square_side / 2;
radius = 5;
dog_bone_offset = sin(45) * radius;

square_vertex =  [[1, 1], [1, -1], [-1, -1], [-1, 1]];

difference () {