Role playing and quest games
Jul 13th, 2014, 5:48 pm
RPG Quest v27
Requirements: 2.2 +
Overview: Description
Take a ride through lands filled with perilous dangerous, where cute innocent looking animals may not be as harmless as they seem, turn your back and they’ll show you their true colours.
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Clear waves of furry and cute creatures, level up, complete quests , find powerful magical gems, shop for new garments and learn powerful skills in this fully action packed rpg!.
This is no ordinary quest ... this is RPG Quest !
Features:
12 unlockable special skills to fry and explode critters
12 wickedly Gratifying achievements to earn
5+ unique lands where you can cause chaos
Untold furry creatures to slaughter for no good reason
Flying numbers - we all know you like em!

What's New
CURRRENT VERSION
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************* Version 27 *************- 08-02-2014
- minor bugfixes
- new stages Shroom Land & Snowy Fields available

This app has no advertisements

More Info:
Code: Select allhttps://play.google.com/store/apps/details?id=air.com.gggames.rpgquest

Download Instructions: purchased by me
http://dfiles.ru/files/ku7gouv0v

Mirror
(Closed Filehost) https://hugefiles.net/jesdgu7eksoj
https://rg.to/file/1a756abab706871d3c15bbd09946d5c3/RPG_Quest.apk.html
http://www.kingfiles.net/d1euhb95chii/RPG_Quest.apk
(Closed Filehost) https://unlimitzone.com/t1rtn26tdsxf/RPG_Quest.apk.html
Jul 13th, 2014, 5:48 pm
Aug 3rd, 2014, 9:51 am
Anyone playing this game?
There is a way to "cheat legally" using the gem level system in this game.
Don't wrong me with the game hacker and its friend.
This is one of the game I would like to play honestly, means no cheating using 3rd party apps.

The gem system allow you to combine 2 gem into higher level with money corresponding to the next level.
Gem A Level x + Gem B Level y + (x+y)*10000 = Gem A Level (x+y)
Example :
Gem A Level 1 + Gem B Level 1 + 20000 = Gem A Level 2
Gem A Level 2 + Gem C Level 1 + 30000 = Gem A Level 3

The money needed is increment to the sum of the Gem A & Gem B level.
So if you combine incrementally from level 1 to 4, you would need :
4 Gem + 20000 + 30000 + 40000 = 90000

The trick is to combine each of the gem using binary system.
So from 4 Gem, combine 2 pair of them become level 2.
Gem A Level 1 + Gem B Level 1 + 20000 = Gem A Level 2
Gem C Level 1 + Gem D Level 1 + 20000 = Gem C Level 2

Then combine both level 2 to form a level 4
Gem A Level 2 + Gem C Level 2 + 40000 = Gem A Level 4
Total money needed is 20000 + 20000 + 40000 = 80000

The point is : if you combine incrementally, you need 90000. But if you combine binary, you need only 80000!!!
You can continue on, so at level 8, incrementally is 350000, but binary is 240000!
Level 16, incrementally is 1350000, but binary is 640000
Level 32, incrementally is 5200000, but binary is 1600000
Level 64, incrementally is 2079000, but binary is 3840000

At level 32, if you sell the Gem level 32, you will get 2560000, 960000 more than the cost to combine!
At level 64, if you sell the Gem level 64, you will get 10240000, 6400000 more than the cost to combine!

Of course you don't want to sell it. Because it is better to build a rich opal gem.
Rich Opal gem at level 64 would increase the gold dropped by enemy from 3000 to 100000 something!
I played at Desolate Sands zone - Miss Squashy, which only rewards you 160000.
But after the end of the level, the money increases about 10 million!, much more than the rewards.
You might not get the same amount, but the increase is huge.

I was so exciting to found this trick, but don't know to post at where.
So it landed here. :D
Hope you enjoy this trick. :)
Aug 3rd, 2014, 9:51 am
Aug 6th, 2014, 1:50 am
I really enjoyed this game, but the gold curve is just insane. Upgrade gold find and monster level, then go fight sheeps in the first stage and get lots of money quickly.

The one thing that sets this game back is the survival factor. Taking dmg from enemies that are level 10k+ or so mostly one hit kill you no matter your upgrades.

And last of all... the increase dmg % gems increase damage by a lot more then the % they say.

(If I am bored I will expand upon this in more specific detail)
Aug 6th, 2014, 1:50 am