Block Dropping Merge

Block Dropping Merge

Block Dropping Merge is a special but classic number merge puzzle. It's easy to play but hard to master.
Show us how good you are among other puzzlers!

1024 2048 4096 8192 16384... Drop them numbers and merge to get bigger numbers and show how smart you are!

Play and share your best score now!

How to Master Block Dropping Merge

- You will be given numbers to play and count
- Drop the number block at bottom or beside to merge
- Keep merging to avoid losing the game!
- If it is too tricky, check your next number block and plan your next move!

Features You’ll Enjoy

- Game will let you know the next number puzzle blocks
- Time killer but makes you smart and advance your lateral thinking
- Displays your world ranking and high score in leader board
- Simple and modern graphic design
- This is no download games! Just click and play!

Which company or individual created the game?

The development team that created this game is Gametok.

What software was used to create the game's graphics and interactions?

The game was created with the Javascript programming language/engine.

How is this game categorized in terms of its theme or mechanics?

This game is considered to be of the Casual, Merge type.

How is this game categorized based on its tags?

The primary labels used to categorize the game are 2048, block, logic, matching, tetris.

For which age categories is this game suitable?

This game is created for age categories Kids, Teens, Young Adults, Adults, Seniors.

Is the game mobile-friendly?

Yes, Block Dropping Merge has been optimized for mobile users.

Is there a specific gender demographic this game is aimed at?

This game is meant for any Male & Female player.

Is there any graphic content involving blood in the game?

No, blood is not depicted in Block Dropping Merge.

Does the game involve any brutal actions or violence?

Yes, cruelty is present in the gameplay of Block Dropping Merge.

Is the game ideal for children?

Yes, Block Dropping Merge is recommended for children.
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