166 BEAUTY OF LANGUAGE. Ch. XVIII.
the second object of no greater size than the first,
the third of no greater size than the second, and
so of the rest; which dirninissieth in appearance
the size of every objedl except the first; but
when, beginning at the greatest object, we pro-
ceed gradually to the least, resemblance makes us
imagine the second as great as the first , and the
third as great as the second; which in appearance
magnifies every objecl except the sirst. On the
other hand , in a series varying by large disferen-
ces, where contrail prevails, the effecls are direfl-
ly opposite: a great objefil lucceeding a small one
os the same kind, appears greater than usual; and
a little objeH lucceeding one that is great, appears
less than usual c. Hence a remarkable pleasure
in viewing a series ascending by large differences;
diredly opposite to what we seel when the differ-
ences are small. The least object of a series as-
cending by large disserences has the same essedl
upon the mind as is it slood single without making
a part of the series; but the second object, by
means of contrail, appears greater than when
viewed singly and apart; and the same effebl is
perceived in ascending progressively, till we arrive
at the last object. The opposite effedl is produced
in descending; for in this direction, every objedl,
except the first, appears less than when viewed se-
parately and independent of the series. We may
h See the reason, chap. 8,
the second object of no greater size than the first,
the third of no greater size than the second, and
so of the rest; which dirninissieth in appearance
the size of every objedl except the first; but
when, beginning at the greatest object, we pro-
ceed gradually to the least, resemblance makes us
imagine the second as great as the first , and the
third as great as the second; which in appearance
magnifies every objecl except the sirst. On the
other hand , in a series varying by large disferen-
ces, where contrail prevails, the effecls are direfl-
ly opposite: a great objefil lucceeding a small one
os the same kind, appears greater than usual; and
a little objeH lucceeding one that is great, appears
less than usual c. Hence a remarkable pleasure
in viewing a series ascending by large differences;
diredly opposite to what we seel when the differ-
ences are small. The least object of a series as-
cending by large disserences has the same essedl
upon the mind as is it slood single without making
a part of the series; but the second object, by
means of contrail, appears greater than when
viewed singly and apart; and the same effebl is
perceived in ascending progressively, till we arrive
at the last object. The opposite effedl is produced
in descending; for in this direction, every objedl,
except the first, appears less than when viewed se-
parately and independent of the series. We may
h See the reason, chap. 8,