Rounds of wonderful data have been considered in combinatorial game hypothesis, which has created novel portrayals, for example dreamlike numbers, as well as combinatorial and mathematical (and some of the time non-valuable) evidence strategies to settle rounds of specific sorts, including "loopy" games that might bring about boundlessly lengthy arrangements of moves. These techniques address games with higher combinatorial intricacy than those normally thought to be in conventional (or "monetary") game theory.[30][31] A regular game that has been settled this way is Hex. A connected field of study, drawing from computational intricacy hypothesis, is down intricacy, which is worried about assessing the computational trouble of finding ideal strategies.[32]