1973

El Dorado

Players race a set of four two-sided markers across a board toward a final island. On a turn a player rolls one six-sided die and moves any one of their markers that number of spaces. Markers may stack by landing on top of others, which immobilizes the covered pieces until the top piece moves away. Landing on designated water spaces flips a marker to its island side so it becomes a permanent stepping stone for others. Pieces that reach the goal are stacked in arrival order; scoring assigns highest points to the top (last-arrived) marker and descending values to lower pieces, and the player with the highest total score wins.

groupИграчи

2–4 най-добре 3

scheduleВреметраене

25 мин

cakeВъзраст

5+

psychologyСложност

1,3 / 5