Lemmas

^	beginning of string
$	end of string
.	any single character
[…]	any single character listed in the brackets. For example, [akc] matches any string a, k, c
[a-z]	any Latin letter from a to z. And [a-zA-Z] matches any Latin letter regardless of case.
[^…]	any single character except listed in square brackets. For example, [^ 0-9] matches any character other than a digit.
?	the symbol preceding the question mark may or may not be encountered.
*	zero or more characters preceding the asterisk.
+	one or more characters preceding the plus.
{n}	n characters before parentheses. For example, b{3} matches the string bbb
{m,n}	from m to n characters preceding the parentheses. For example, a{1,3} matches the lines a, aa, aaa
{m,}	the previous character may occur m or more times.
(...)	parentheses specify the grouping of characters. For example, (abc){1,3} matches the strings abc, abcabc, abcabcabc
p1\|p2	p1 or p2. For example, ab\|cd matches the strings ab, cd
V	any vowel.
С	any consonant letter.

lemma ä

language

Dialect

part of speech

dict.concept_category

concept

meaning ä

with examples

with audio

records

73 656 records were found.

No	lemma	language	part of speech	interpretation	wordforms *	Examples **
13761	hyväntahtoni	Karelian Proper	Adjective	ru: благодушный	28	0 / 15 / 15
13762	hyväntahtožus	Livvi	Noun	ru: доброжелательность	41	0 / 5 / 5
13763	hyväntervehen	Livvi	Adverb	ru: благополучно	—	0
13764	hyvänägöine	Livvi	Adjective	ru: приятный на вид, симпатичный	41	2 / 3 / 5
13765	hyväozahine	Livvi	Adjective	ru: счастливый, везучий	41	0
13766	hyväozalline	Livvi	Adjective	ru: счастливый, везучий	41	0
13767	hyväošani	Karelian Proper	Noun	ru: счастливый человек	28	0
13768	hyväošani	Karelian Proper	Adjective	ru: счастливый	2	0
13769	hyväpäini	Karelian Proper	Noun	ru: умный человек	28	0 / 0 / 1
13770	hyväpäini	Karelian Proper	Adjective	ru: умный	28	1 / 0 / 1

* - Number of wordforms with grammatical attributes [+ Number of wordforms without grammatical attributes]

** - Checked examples / Unchecked examples / Total number

1 - pluralia tantum

2 - singularia tantum