Peerke Apps

Block Crusher
Block Crusher is a game to crush some blocks!But it works a little bit different then other similar games.The aim of the game is to get as much points as possible bybreaking the blocks. For every block you break you get points. Ifyou break more blocks at ones, the points will multiply.When you click on a block every block with the same colorhorizontal and vertical that is directly attached to that blockwill be destroyed and give you points. The number of points dependsof the number of blocks horizontal and vertical. Try to get as muchblocks in one click to maximize your score.Points count as XP and when you will level up, more things in thegame will be unlocked.The game make use of Google Play games. This is used so save yourexperience/level and for the achievements and leaderboards. So, youplay this game on multiple devices.Current features:* Addictive gameplay* 3 gametypes (+plus 3 XL gametypes for tables)* 19 achievements* Supported on tablets* Leaderboards (for every category)* Cool animations and colors* Google Play Game Service (Leaderboards, achievements and savinggame progression)Current game types are:- One go (All blocks needs to be destroyed. No new blocks)- Timed (You have 60 seconds to score your points. New blocks willcome from the top.)- Rush against the Blocks. (New blocks come every few seconds. Tryto keep up with them.)More gametypes and featurs are coming in updates.
NonoPics (Open Beta) 0.14
NonoPics is Japaneese puzzle game. Because inthe Japanese language the words are very short there is no interestfor puzzles with words. That's why puzzles with numbers are morepopular in the Japanese culture.Explanation of the game:To solve a puzzle, one needs to determine which cells will beboxes and which will be empty. Determining which cells are to beleft empty (called spaces) is as important as determining which tofill (called boxes). Later in the solving process, the spaces helpdetermine where a clue (continuing block of boxes and a number inthe legend) may spread.The numbers explain the number of cells that needs to be boxes.Between two groups of boxes must be at least one space.