Index: src/analyze.c
==================================================================
--- src/analyze.c
+++ src/analyze.c
@@ -29,11 +29,11 @@
** The sqlite_stat2 table is superseded by sqlite_stat3, which is only
** created and used by SQLite versions 3.7.9 and later and with
** SQLITE_ENABLE_STAT3 defined. The functionality of sqlite_stat3
** is a superset of sqlite_stat2. The sqlite_stat4 is an enhanced
** version of sqlite_stat3 and is only available when compiled with
-** SQLITE_ENABLE_STAT4 and in SQLite versions 3.8.0 and later. It is
+** SQLITE_ENABLE_STAT4 and in SQLite versions 3.8.1 and later. It is
** not possible to enable both STAT3 and STAT4 at the same time. If they
** are both enabled, then STAT4 takes precedence.
**
** For most applications, sqlite_stat1 provides all the statisics required
** for the query planner to make good choices.
@@ -105,16 +105,16 @@
**
** The sqlite_stat4 table contains multiple entries for each index.
** The idx column names the index and the tbl column is the table of the
** index. If the idx and tbl columns are the same, then the sample is
** of the INTEGER PRIMARY KEY. The sample column is a blob which is the
-** binary encoding of a key from the index, with the trailing rowid
-** omitted. The nEq column is a list of integers. The first integer
-** is the approximate number of entries in the index whose left-most
-** column exactly matches the left-most column of the sample. The second
-** integer in nEq is the approximate number of entries in the index where
-** the first two columns match the first two columns of the sample.
+** binary encoding of a key from the index. The nEq column is a
+** list of integers. The first integer is the approximate number
+** of entries in the index whose left-most column exactly matches
+** the left-most column of the sample. The second integer in nEq
+** is the approximate number of entries in the index where the
+** first two columns match the first two columns of the sample.
** And so forth. nLt is another list of integers that show the approximate
** number of entries that are strictly less than the sample. The first
** integer in nLt contains the number of entries in the index where the
** left-most column is less than the left-most column of the sample.
** The K-th integer in the nLt entry is the number of index entries