捆绑魔方

三阶魔方是一款经典玩具，由26个小立方体（中心块6个、棱块12个、角块8个）组成，每个面都可以自由转动

捆绑魔方是由标准的三阶魔方将若干相邻的块捆绑粘合而成，这些捆绑的块无法被分离，使得魔方在旋转时可能会被阻挡，即每个面并非在任意时刻都能转动

下面给出捆绑魔方的还原状态实物图及其外表面平面展开图**（捆绑方式是唯一的，所有的询问都使用这种魔方）**

![][a1]

给你一个打乱后的捆绑魔方，请求解出还原所需的 **最小** 步数，并输出步数最少的操作序列中 **字典序最小** 的那个序列

每次操作，可以选择一个面并将其顺时针旋转90度 _~~(请不要问为什么捆绑魔方只能顺时针旋转)~~_

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

第一行包含一个正整数 $T(1\leq T\leq 20)$表示测试用例组数。


对每组询问：以样例的格式，输入捆绑魔方打乱后的平面展开图。保证所有展开图的展开方式是相同的，且所有6个中心块在展开图中的对应位置不变。

简单来说，所有的输入为以下格式， 其中$0 \leq x \leq 5$，表示该部分的颜色

x x x
x 5 x
x x x
x x x x x x x x x x x x
x 3 x x 0 x x 1 x x 2 x
x x x x x x x x x x x x
x x x
x 4 x
x x x

保证给定状态合法且有解

对每个询问，输出两行：

第一行输出一个整数$k$，表示还原所需**最小**操作步数。

第二行输出一个长度为 $k$ 的整数操作序列 $p_1,p_2,\dots,p_k (0 \leq p_i \leq 5)$,表示对应的操作序列，其中 $p_i$ 表示：第$i$步操作为将中心块颜色为$p_i$的面**顺时针旋转90度**，两个操作之间以空格隔开

若有多种操作序列满足步数最小，请输出其中**字典序最小**的序列

1
      5 5 0
      5 5 0
      5 5 0
3 3 3 0 0 4 1 1 1 5 2 2
3 3 3 0 0 4 1 1 1 5 2 2
3 3 3 0 0 4 1 1 1 5 2 2
      4 4 2
      4 4 2
      4 4 2

3
1 1 1

样例$1$对应的实物图及展开图


![][b1]

（此种状态下可行的合法操作为1， 2， 5，其余操作会被阻挡）

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

提示：该捆绑魔方共有**1,108,800**种不同的状态

提供一个在线模拟操作传统三阶魔方的网站，仅供参考：https://rubiks-cube-solver.com/

2024“钉耙编程”中国大学生算法设计超级联赛（5）