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2048遊戲
,→遊戲介紹
! 2048是一款益智遊戲,最初由意大利開發者Gabriele Cirulli於2014年創造。遊戲的目標是通過滑動數字方塊,使它們合併成更大的方塊,直到獲得一個數值為2048的方塊。每次滑動都會使得所有方塊朝同一個方向移動,相同數字的方塊在移動方向上相遇時會合併成一個新的方塊,其數值為原來兩個方塊的數值的總和。遊戲在棋盤上的空間有限,如果無法再進行有效的合併,並且沒有空格可用於生成新的方塊,則遊戲結束。
2048的規則簡單易懂,但是遊戲策略卻非常豐富。玩家需要不斷思考最佳的移動策略,以最有效地合併方塊,達到最高的分數。該遊戲已經在多個平台上推出,包括網頁版、手機應用程式等,受到廣泛歡迎。 !! <img src="datahttps:image/jpeg;base64,/9jencrypted-tbn0.gstatic.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?q=tbn:ANd9GcSqq3wRHg5bxg-DAzpZY9_zE1ai66IthEr11w&s" 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| 示例 || 示例