Game |
Achievement |
Points |
Unlocked |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Takin' it Easy](images/icons/unlocked/137041.jpg) |
Takin' it Easy |
2.06 | 01/03/2016 19:59:09 |
Complete the game on "Easy" difficulty. |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Normal](images/icons/unlocked/137042.jpg) |
Normal |
2.07 | 12/29/2015 22:30:44 |
Complete the game on "Normal" difficulty. |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Champion of Castle Tuberia](images/icons/unlocked/137038.jpg) |
Champion of Castle Tuberia |
2.03 | 12/29/2015 20:59:40 |
Complete Castle Tuberia with the highest possible score |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![King of Horseradish Hill](images/icons/unlocked/137028.jpg) |
King of Horseradish Hill |
1.84 | 12/26/2015 17:29:59 |
Get the maximum possible score on Horseradish Hill |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Boss of Brussel Sprouts Bay](images/icons/unlocked/137036.jpg) |
Boss of Brussel Sprouts Bay |
1.95 | 12/26/2015 12:24:04 |
Compete Brussel Sprouts Bay with the highest possible score. |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Rhubarb Rapids Royalty](images/icons/unlocked/137031.jpg) |
Rhubarb Rapids Royalty |
1.99 | 12/26/2015 11:59:34 |
Get the maximum possible score at Bridge Bottoms |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Superlative at Squash Swamp](images/icons/unlocked/137037.jpg) |
Superlative at Squash Swamp |
1.93 | 12/26/2015 11:44:17 |
Complete Squash Swamp with the highest possible score. |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Perfect at Parsnip Pass](images/icons/unlocked/137032.jpg) |
Perfect at Parsnip Pass |
2.02 | 12/26/2015 11:43:59 |
Get the maximum possible score at Parsnip Pass |
![Keen Dreams Keen Dreams](images/games/logos/356200.jpg) |
![Ace at Apple Acres](images/icons/unlocked/137034.jpg) |
Ace at Apple Acres |
1.87 | 12/26/2015 10:11:48 |
Complete Apple Acres with the highest possible score. |