User:SweetSea But Im Not Sweet/ZingPlay Xếp gạch

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ZingPlay Xếp gạch (2009)
Developer(s)Game Studio North (GSN)
Publisher(s)Zing (Vietnam)
Platform(s)Windows
ReleaseSeptember 22, 2009
Gameplay info
Next pieces6
Playfield size10 × 22
Hold pieceYes
Hard dropYes
Rotation systemSRS
Not to be confused with "ZingPlay Xếp hình" (the reboot version of this game in 2021)
In this article I (SweetSea) will call this game Xếp gạch for short. You can call this game Xep gach if for some reasons you can't type Vietnamese with full diaratics
This article will cover all info of this main game - Xếp gạch, with 2 it's variants: Xếp gạch Marathon and Xếp gạch Boss. The main reasons is the lacking of information. I will point out which info from which game, in case if there are some elements are not acting the same to other games
To all Vietnamese players who used to play this game. If you have any good resources, please consider contributing this article. If you only want to send resources instead of having a try in contributing this article, you can contact me through Discord; my username is SweetSea, and please screenshot this and send it with your resources when sending (I don't want to get too much spam)

Xếp gạch is a game developed by Game Studio North (GSN), owned by VinaGamne (predecessor of VNG). This was on the Zing Play platform, owned by Zing, and used to be popular in the 2010s, a time when Vietnamese gamers had difficulty accessing foreign games.

This game was closed on May 12th, 2015[1]

This game might be a modified version of Hangame Tetris.

Gameplay

The game is divided into different rooms. Usually the rooms will be divided into 3 difficulty levels: Tập sự (Beginner), Nâng cao (Advanced) and Chuyên nghiệp (Professional).

Attack table (from Xếp gạch Boss)

Single (ăn 1 hàng/lần) 0 Double (ăn 2 hàng/lần) 1 Triple (ăn 3 hàng/lần) 2 Tetris (ăn 4 hàng/lần) 4 B2B Tetris 6 Perfect clear 10 T-Spin 0 T-Spin Single 2 T-Spin Double 4 T-Spin Triple 6 B2B T-Spin Single 3 B2B T-Spin Double 6 B2B T-Spin Triple 9 0 combo 0 (0) 1 combo 1 (1) 2 combo 2 (1) 3 combo 4 (2) 4 combo 6 (2) 5 combo 9 (3) 6 combo 12 (3) 7 combo 16 (4) … combo …(4)

References