2048朝代中文版 vs Number Mania 3D!

2048朝代版玩法和2048数字版一样，可以选择上下左右其中一个方向去滑动，不同的是将数字变成了中国自夏开始的各个朝代，就是两个夏拼成一个商，两个商拼成一个周...每次碰撞后便生成下一个朝代，以此类推直到中华人民共和国完成通关。 一边用数学逻辑玩游戏，一边温习华夏5000年历史. Universal 2048 Addictive characters game comes! Over than 500,000,000 2048 enthusiasts are playing this game across the globe. In 2048 Dynasty, you can not only play games with the mathematical logic, but can also experience the Chinese history of 5000 years! How to play? At first, Please remember the Sequence List of Dynasties in Chinese history. 夏 - 商 - 周 - 秦 - 汉 - 唐- 宋- 元 - 明 - 清 - 民国 - 天朝 The rule to play the game is very easy! 1. Slide your finger to move the tiles with Dynasty Characters. 2. When two tiles with the same Dynasty Characters touch, they merge into the next Dynasty Character. 3. The ultimate purpose is to get the Dynasty - "天朝". 2048 Dynasty is more playable than 2048 number games. Which Dynasty is needed to get? How to move effectively in 2048 Dynasty? Are there some tips and tircks to win the 2048 Dynasty? Possible strategy? Which is the fast way to Win 2048 Dynasty? Look at the tile and the characters; find out the best solution to get super high score in 2048 Dynasty. Still waiting for what, quickly download 2048 Dynasty! ******* Legal Disclaimer： 2048 Dynasty is made by 93app，All trademarks and copyrights contained in 2048 Dynasty are owned by 93app. Thanks for your support to 2048 Dynasty. Please contact us if you have any questions.

Get ready for a numerical challenge like no other in Number Mania, a unique puzzle game that combines bubble-shooting fun with strategic thinking! On the screen, you'll encounter numbers like 2, 4, 6, 10, and more. Armed with a shooter at the bottom and a number to fire, your objective is to shoot your number at other numbers equal to or lower than its value. When they collide, they combine into a larger number, which returns to your shooter. With each shot, your goal is to reach the target number using a limited number of moves. Can you conquer the mathematical mayhem and achieve the perfect sum?