Le jeu de la vie
https://fr.wikipedia.org/wiki/Jeu_de_la_vie
Voir la section ` Dimension et complexité ` :
Dès les années 1980, le clown émerge à l’itération 110 d’une dynamique d’un réseau amorcé à partir d’un U initial de 7 cellules (appelé généralement "pi heptomino") formant une image de la lettre U.
Just changing the initial conditions from Jen's project https://snap.berkeley.edu/project?user=jens&project=Conways%20Game%20of%20Life%20-%20Gospers%20Gundata:image/png;base64,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data:image/png;base64,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de:für jedes _ von _ _
de:wende _ an auf _
1read col1read row1row160458111