Wordament (WP) achievements
347
(200)

Wordament (WP)

3.4 out of 5 from 2247 votes

There are a maximum of 17 Wordament (WP) achievements worth 347 (200)

28,177 tracked gamers have this game, 1,382 have completed it (4.90%)

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Wordament (WP) Achievements

Complete 10 rounds
Unlocked by 23,388 tracked gamers (83% - TA Ratio = 1.09)  
Spin Cycle11 (10)
Rotate the board and find more words in a round
Unlocked by 24,605 tracked gamers (87% - TA Ratio = 1.06)  
Beat all your Frenemies in a round
Unlocked by 17,905 tracked gamers (64% - TA Ratio = 1.25)  
Play Wordament in more than one language
Unlocked by 15,233 tracked gamers (54% - TA Ratio = 1.35)  
Find a digram word in a round
Unlocked by 26,944 tracked gamers (96% - TA Ratio = 1.02)  
Theme word11 (10)
Find a theme word in a round
Unlocked by 23,752 tracked gamers (84% - TA Ratio = 1.08)  
Complete 100 rounds
Unlocked by 12,401 tracked gamers (44% - TA Ratio = 1.50)  
Place better than 50% of the players in a round
Unlocked by 18,060 tracked gamers (64% - TA Ratio = 1.24)  
Find the longest possible word in a round
Unlocked by 15,331 tracked gamers (54% - TA Ratio = 1.35)  
Find all the digrams in a round
Unlocked by 7,577 tracked gamers (27% - TA Ratio = 1.92)  
Find all the themed words in a round
Unlocked by 4,337 tracked gamers (15% - TA Ratio = 2.54)  
Find words that use all 16 tiles at least once in one round
Unlocked by 22,628 tracked gamers (80% - TA Ratio = 1.11)  
This is a rare achievementAchieve the highest cumulative score, for the hour, of any player on the hourly leaderboard
Unlocked by 2,406 tracked gamers (9% - TA Ratio = 3.41)  
Place in the top 10% of a round
Unlocked by 7,621 tracked gamers (27% - TA Ratio = 1.92)  
Finish first place in a round
Unlocked by 4,050 tracked gamers (14% - TA Ratio = 2.63)  
10 in 1024 (10)
Finish 10 rounds ranked in the top 10
Unlocked by 4,737 tracked gamers (17% - TA Ratio = 2.43)  
Become Champ by placing in the top 250 players in any of the "Top Player" leaderboards.
Unlocked by 2,217 tracked gamers (8% - TA Ratio = 3.56)