We popularize the question whether, for $m$ large enough, all $m$-uniform shift-chain hypergraphs are properly $2$-colorable. On the other hand, we show that for every $m$ some $m$-uniform shift-chains are not polychromatic $3$-colorable.

翻译：我们普及了一个问题：对于足够大的$m$，是否所有$m$均匀移动链超图都是正常$2$-可染色的。另一方面，我们证明了对于每个$m$，某些$m$均匀移动链不是多色$3$-可染色的。