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{
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"question": {
"questionId": "1000058",
"questionFrontendId": "LCP 23",
"categoryTitle": "Algorithms",
"boundTopicId": 419773,
"title": "魔术排列",
"titleSlug": "er94lq",
"content": "English description is not available for the problem. Please switch to Chinese.",
"translatedTitle": "魔术排列",
"translatedContent": "秋日市集上,魔术师邀请小扣与他互动。魔术师的道具为分别写有数字 `1~N` 的 `N` 张卡牌,然后请小扣思考一个 `N` 张卡牌的排列 `target`。\n\n魔术师的目标是找到一个数字 kk >= 1使得初始排列顺序为 `1~N` 的卡牌经过特殊的洗牌方式最终变成小扣所想的排列 `target`,特殊的洗牌方式为:\n- 第一步,魔术师将当前位于 **偶数位置** 的卡牌(下标自 1 开始),保持 **当前排列顺序** 放在位于 **奇数位置** 的卡牌之前。例如:将当前排列 [1,2,3,4,5] 位于偶数位置的 [2,4] 置于奇数位置的 [1,3,5] 前,排列变为 [2,4,1,3,5]\n- 第二步,若当前卡牌数量小于等于 `k`,则魔术师按排列顺序取走全部卡牌;若当前卡牌数量大于 `k`,则取走前 `k` 张卡牌,剩余卡牌继续重复这两个步骤,直至所有卡牌全部被取走;\n\n卡牌按照魔术师取走顺序构成的新排列为「魔术取数排列」请返回是否存在这个数字 k 使得「魔术取数排列」恰好就是 `target`,从而让小扣感到大吃一惊。\n\n**示例 1**\n>输入:`target = [2,4,3,1,5]`\n>\n>输出:`true`\n>\n>解释:排列 target 长度为 5初始排列为1,2,3,4,5。我们选择 k = 2\n>第一次:将当前排列 [1,2,3,4,5] 位于偶数位置的 [2,4] 置于奇数位置的 [1,3,5] 前,排列变为 [2,4,1,3,5]。取走前 2 张卡牌 2,4剩余 [1,3,5]\n>第二次:将当前排列 [1,3,5] 位于偶数位置的 [3] 置于奇数位置的 [1,5] 前,排列变为 [3,1,5]。取走前 2 张 3,1剩余 [5]\n>第三次:当前排列为 [5],全部取出。\n>最后数字按照取出顺序构成的「魔术取数排列」2,4,3,1,5 恰好为 target。\n\n**示例 2**\n>输入:`target = [5,4,3,2,1]`\n>\n>输出:`false`\n>\n>解释:无法找到一个数字 k 可以使「魔术取数排列」恰好为 target。\n\n\n**提示:**\n- `1 <= target.length = N <= 5000`\n- 题目保证 `target` 是 `1~N` 的一个排列。",
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