Generative Design [4]

Inspirations

1.0. clip()


ctx.beginPath();
ctx.rect(0,0, width, height);
ctx.clip();

1.1. Animation avec GSAP

1.2. Définir des zones

1.3. Fake z-index

1.4. Simulate background-cover

2.0. Manipuler une image


ctx.getImageData(source.X, source.Y, source.Width, source.Height);

⚠️ Cross-origin : 4 solutions

  • L'image doit être hébergée sur le même nom de domaine.
  • Le serveur source doit autoriser le cross-origin.
  • Mettre son image en Base 64 dans l'HTML ou Javascript
  • Ajouter propriété : img.crossOrigin = "Anonymous";

2.0. Base 64

data:image/false;base64,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

2.1. Convertir en noir & blanc

2.2. Négatif

2.3. Conversion en particules

2.4. Animer les particules

2.5. Interactions avec la souris

Generative Design [4] [2016-2017]

By Louis Hoebregts

Generative Design [4] [2016-2017]

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