The 60 sequences possible with a pack of modulus 5 and multiplicity 2 are listed below, each in canonical order. There are 25 = 5 × 5 cards.

In the tables below, the abbreviation p1d means the period of the first digit; p2d, second digit.

p1d = 1
p2d = 5
p1d = 5
p2d = 1
```00-01-02-03-04
00-02-04-01-03
10-11-12-13-14
10-12-14-11-13
20-21-22-23-24
20-22-24-21-23
30-31-32-33-34
30-32-34-31-33
40-41-42-43-44
40-42-44-41-43
```
```00-10-20-30-40
00-20-40-10-30
01-11-21-31-41
01-21-41-11-31
02-12-22-32-42
02-22-42-12-32
03-13-23-33-43
03-23-43-13-33
04-14-24-34-44
04-24-44-14-34
```

p1d = 5
p2d = 5
```00-11-22-33-44
00-12-24-31-43
00-13-21-34-42
00-14-23-32-41
00-21-42-13-34
00-22-44-11-33
00-23-41-14-32
00-24-43-12-31
```
```01-10-24-33-42
01-12-23-34-40
01-13-20-32-44
01-14-22-30-43
01-20-44-13-32
01-22-43-14-30
01-23-40-12-34
01-24-42-10-33
```
```02-10-23-31-44
02-11-20-34-43
02-13-24-30-41
02-14-21-33-40
02-20-43-11-34
02-21-40-14-33
02-23-44-10-31
02-24-41-13-30
```
```03-10-22-34-41
03-11-24-32-40
03-12-21-30-44
03-14-20-31-42
03-20-42-14-31
03-21-44-12-30
03-22-41-10-34
03-24-40-11-32
```
```04-10-21-32-43
04-11-23-30-42
04-12-20-33-41
04-13-22-31-40
04-20-41-12-33
04-21-43-10-32
04-22-40-13-31
04-23-42-11-30
```