Table 1.

The information we compute for our example, $T=\mathtt{GATTACAT}!\mathtt{GATACAT}!\mathtt{GATTAGATA}$

Rank	Mapped characters	Suffix	Sources	Frequency	Preceding partial sum
0	A	#GATTAC	1	1	0
1	T	!GATAC	2	1	1
2	T	!GATTAG	3	1	2
3	T	A$$	5	1	3
4	T	ACAT!	4	2	4
5	T	AGATA$$	5	1	6
6	C	AT!	4	2	7
7	G	ATA$$	5	1	9
8	G	ATAC	2	1	10
9	G	ATTAC	1	1	11
10	G	ATTAG	3	1	12
11	A	CAT#	4	2	13
12	A	GATA$$	5	1	15
13	!	GATAC	2	1	16
14	$	GATTAC	1	1	17
15	!	GATTAG	3	1	18
16	A	T!GATAC	2	1	19
17	A	T!GATTAG	3	1	20
18	A	TA$$	5	1	21
19	T, A	TAC	1; 2	2	22
20	T	TAG	3	1	24
21	A	TTAC	1	1	25
22	A	TTAG	3	1	26

Each line shows the lexicographic rank r of an element $s\in S$; the characters mapped to r by $\beta$; s itself; the elements of D from which the mapped characters originate; the total frequency with which characters are mapped to r; and the preceding partial sum of the frequencies