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Thunderforge
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Over here it was previously discussed whether one can end up with all nine queens.

There is a variant of chess called crazyhouseCrazyhouse in which captured pieces may be reintroduced as the capturer's. In theory, then, a player may have two queens and sixteen pawns which all may be promoted.

Is it possible to get eighteen queens without checkmating before that, or else putting the opponent into a draw?

Over here it was previously discussed whether one can end up with all nine queens.

There is a variant of chess called crazyhouse in which captured pieces may be reintroduced as the capturer's. In theory, then, a player may have two queens and sixteen pawns which all may be promoted.

Is it possible to get eighteen queens without checkmating before that, or else putting the opponent into a draw?

Over here it was previously discussed whether one can end up with all nine queens.

There is a variant of chess called Crazyhouse in which captured pieces may be reintroduced as the capturer's. In theory, then, a player may have two queens and sixteen pawns which all may be promoted.

Is it possible to get eighteen queens without checkmating before that, or else putting the opponent into a draw?

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DonielF
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Crazyhouse Chess: is it possible to get all eighteen queens?

Over here it was previously discussed whether one can end up with all nine queens.

There is a variant of chess called crazyhouse in which captured pieces may be reintroduced as the capturer's. In theory, then, a player may have two queens and sixteen pawns which all may be promoted.

Is it possible to get eighteen queens without checkmating before that, or else putting the opponent into a draw?