Case 2-b.

Message

SLCOFWEETNEBRDOORVYMFFEDI
NMTECROIARPERHOESETSRFBHL
TENAHOPTAUSOMTLRTETTASCBH
NIODCRENENAAPRDLACYEECIIE
SGUFN

This is a transposition cipher, English text, and contains 105 letters. The factors of 105 are 5 × 3 × 7 so that we must investigate the following rectangles; 5 × 21, 15 × 7, three of 5 × 7, five of 3 × 7 and seven of 5 × 3.

21 × 5Vowels
SLCOFWEETNEBRDOORVYMF6
FEDINMTECROIARPERHOES9
ETSRFBHLTENAHOPTAUSOM7
TLRTETTASCBHNIODCRENE6
NAAPRDLACYEECIIESGUFN9
Vowels121210140133133311321
The vowel count of the columns of the rectangle 5 × 21 is verysatisfactory. Let us consider it as three blocks of 5 × 7 each,since we must do this ultimately, and make a vowel count of columns forthese blocks.

5 × 21Vowels
SLCOF1
WEETN2
EBRDO2
ORVYM1
FFEDI2
NMTEC1
ROIAR3
PERHO2
ESETS2
RFBHL0
TENAH2
OPTAU3
SOMTL1
RTETT1
ASCBH1
NIODC2
RENEN2
AAPRD2
LACYE2
ECIIE4
SGUFN1
Vowels79876

Column
12345
Vowels, 1st block22322
Vowels, 2d block23222
Vowels, 3d block34322

This is also excellent, so we will try three blocks 5 × 7 and see if rearrangement of horizontal lines will give results reading the columns vertically.

1S L C O FP E R H OA S C B H
2W E E T NE S E T SN I O D C
3E B R D OR F B H LR E N E N
4O R V Y MT E N A HA A P R D
5F F E D IO P T A UL A C Y E
6N M T E CS O M T LE C I I E
7R O I A RR T E T TS G U F N

Among other combinations are: