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Nike Free Store México en la Zona Maco. A lo largo de nuestros post hemos recalcado que la clave de una campaña BTL o digital está en crear una experiencia difícil de olvidar alrededor de nuestra marca.

Nike Free Store México en la Zona Maco

Los usuarios deben ser el centro de las campañas. Hemos sido testigos de varios ejemplos en donde las marcas han logrado aumentar su engagement a través de “experiencias publicitarias”. En esta ocasión queremos contarles de una que, además de ser innovadora, se llevó a cabo en nuestro país y estuvo a cargo de una agencia mexicana. Les presentamos Nike Free Store.

El pasado 10 de abril se inauguró Zona Maco, México Arte Contemporáneo en el Centro Banamex de la Ciudad de México. La flexibilidad es el concepto base de la nueva línea de tennis, por lo que decidieron lanzar una tienda que fuera “flexible” según el movimiento de tu cuerpo. ¿Cómo funcionaba? Además de ser una experiencia BTL extraordinaria, la tienda no quedaba ahí. Mientras tanto, les dejamos el video de la entrevista que le hicieron a Fernando Ortiz. Galapagos Matching Mesh to Surface Tutorial. Canning Circus - Delaunay Triangulation 3 [grasshopper] Parametric Design. Parametric and Generative Architecture + Design » Publications. Www3.math.tu-berlin.de/geometrie/GI08/slides/Pottmann.pdf. Designplaygrounds.com. Advances in Architectural Geometry 2012: Amazon.es: Lars Hesselgren, Shrikant Sharma, Johannes Wallner, Niccolo Baldassini, Philippe Bompas, Jacques Raynaud: Libros en idiomas extranjeros.

Advances in Architectural Geometry 2010 /Anglais: Amazon.es: Ceccato: Libros en idiomas extranjeros. Enrique Soriano. Academic Tools. Weave Anything: Sphere packing, circle packing, and kagome weaving. Any triangulation of a surface directs a kagome weaving.

Weave Anything: Sphere packing, circle packing, and kagome weaving

Some of the prettiest triangulations result from sphere packings or circle packings (which are nearly the same thing.) A circle packing is a configuration of circles having specified patterns of tangencies. Adding the condition that circle interiors may not overlap, such a circle packing can be called a packing of discs. A disc packing on the plane is associated with a plane graph, called its carrier, that has a vertex at each circle center and an edge connecting the vertices of any two circles that are tangent to each other. A packing of discs is called compact if its carrier is a triangulation. Mathias Hoebinger has shown that a compact disc packing in the plane has as its carrier a triangulation in which circles inscribed in the triangles (incircles) are mutually tangent. CODA. David Rutten's Introduction to Grasshopper Webinar.

Advanced Grasshopper webinar with David Rutten. Luis Fraguada's Page. Fraguada.net. Built By Associative Data. Smart Citizen : Mixed. The Octahedron by LMNts. (Allimages from LMNNts) The Octahedron is an experimental pavilion created by Seattle based studio LMNTechStudio, The pavillion consisting of over 2000 parts was created to be exposed at the 2013 Seattle Design Festival.

The Octahedron by LMNts

Project Description The pavilion is clad with over 400 triangular MDF panels held in place with either friction or trapped due to assembly sequencing. The inner face is painted blue, and serves as the canvas for a collection of 54 sets of CNC cut patterns generated by coworkers as part of an internal technology training exercise. The outer face is painted black and serves as a canvas for the community to transform the appearance of the Octahedron with chalk over the course of the Design Festival. Laser-cut miniature triangular base units were provided for festival-goers to assemble and gain an insight into the construction of the Octahedron. the Octahedron from LMN Tech Studio on Vimeo. Designcoding. The Geometry Junkyard: All Topics. Giulio Piacentino. Smartgeometry. Explorar formas utilizando algoritmos generativos nos permite ampliar los saberes vinculados a los modelos CAD.

Impresion 3d, corte y grabado laser. GENERATIVE / PARAMETRIC ARCHITECTURE & DESIGN - GRASSHOPPER DEFINITIONS. Grasshopper. Grasshopper. David Rutten’s Webinars on Grasshopper. [FORMul[a]RCH] How to change a point grid's density with an attractor? Fraguada.net. Wild energies in a continuous urban landscape.