#AMSCO1. The AMSCO cipher
The AMSCO cipher
Due to A.M. Scott in the 19th century, it's an incomplete columnar transposition cipher with alternating single letters and digraphs. The first entry must be a digraph. In both even and odd periods the first column and the first row always alternate:
| 4 | 1 | 3 | 2 | 5 |
| IN | C | OM | P | LE |
| T | EC | O | LU | M |
| NA | R | WI | T | HA |
| L | TE | R | NA | T |
| IN | G | SI | N | GL |
| E | LE | T | TE | R |
| SA | N | DD | I | GR |
| A | PH | S |
Input
N lines (N < 1000) Each line of the input contains the numeric key (permutation order of the columns) and a plaintext. Plaintext letters are in [A-Z] only with no punctuation. The maximum keylength is 9 and the length of the plaintext is limited to 250. The last line ends with EOF.
Output
Output consist of exactly N lines of ciphertexts with letters in [A-Z] with no spaces.
Example
Input: 41325 INCOMPLETECOLUMNARWITHALTERNATINGSINGLELETTERSANDDIGRAPHS</p>Output: CECRTEGLENPHPLUTNANTEIOMOWIRSITDDSINTNALINESAALEMHATGLRGR