Unduh Bridges - Puzzle Game - v4.0

Harap unduh dan bagikan Bridges - Puzzle Game - v4.0, salah satu dari Permainan unggulan di kategori Teka-teki.
Plus, beberapa Permainan lainnya yang dapat Anda unduh sebagai Flip Fortune - Flip Tiles & Earn Rewards, Stencil Art - Spray Masters, Merge Villa Mod (Uang yang tidak terbatas) MOD APK, Blackthorn Castle 2 Mod (Versi lengkap) + Data MOD APK, Overcrowded, Magic Mansion: Match-3. Jika Anda merasa puas dengan Bridges - Puzzle Game - v4.0.

Dirilis oleh Lazy Rabbit Studio, Bridges - Puzzle Game - v4.0 adalah salah satu aplikasi telepon seluler gratis dan terbaik yang tersedia saat ini. Terletak di Teka-teki kategori toko aplikasi.

Sistem operasi minimum untuk Bridges - Puzzle Game - v4.0 adalah Android 4.1+ dan lebih tinggi. Jadi Anda harus memperbarui ponsel Anda jika Anda belum melakukannya.

Di APKDroid, Anda akan mendapatkan Bridges - Puzzle Game - v4.0 unduhan gratis APK, dengan versi terbaru adalah 4.0, tanggal publikasi 2020-08-18, ukuran file 9.1 MB.Menurut statistik dari Google Play Store, ada sekitar 1000 unduhan. Aplikasi yang diunduh atau dipasang satu per satu di Android dapat diperbarui jika Anda mau. Perbarui aplikasi Anda juga. Memberi Anda akses ke fitur terbaru dan meningkatkan keamanan dan stabilitas aplikasi. Nikmati sekarang !!!

Bridges is a challenging and addictive logic puzzle game app. Its easy to learn, hard to master, but always fun to play!!!

In this game You have a set of islands distributed across the playing area. Each island contains a number. Your aim is to connect all the islands with the right number of bridges to complete each puzzle.

★★★ Features ★★★
✔ 3 levels of difficulty - easy, medium, hard.
✔ Unlimited number of puzzles for free.
✔ Useful highlighting.
✔ Undo/Redo/hint.
✔ Auto save.

★★★ Rules ★★★
The goal is to connect all of the islands (circles) by drawing a series of bridges between the islands.

The bridges must follow certain criteria:
1) They must begin and end at distinct islands, travelling a straight line in between.
2) They must not cross any other bridges or islands.
3) They may only run perpendicularly.
4) At most two bridges connect a pair of islands.
5) The number of bridges connected to each island must match the number on that island.
6) The bridges must connect the islands into a single connected group.

Bug solved