Only Up! | Steam

Buy Only Up! on Steam

You're teenage Jackie from the ghetto who wants to escape poverty and go on a journey to experience the world and himself.

The world has definitely gone mad, even if it was never normal, but now may be your chance. A crisis is a time for action and decisive steps... only it's scary, because every step can take you backwards.

Sometimes it's hard to choose the right path, but don't be afraid, you can always repeat, we learn from our mistakes.

Jackie has to learn that to get to a new place, you first have to take a leap off the ground, without knowing what will happen in the future...

The samurai has no goal, there is only one path, stoicism, patience and cunning will help you reach the top, but you never know what awaits you there...

Before? "Only UP!

"Only Up!" is inspired by the fairy tale "Jack and the Beanstalk" and looks like a platform game. You have to follow the same mythological path as Jack to achieve something more than just climbing to the top.

Among the game's features is the ability to slow down time and change your character's speed so that you can concentrate as hard as possible when taking a big step or jump. The game also contains hundreds of Easter eggs and various references.

Please note that there are no progress saves in the game - the point is that each subsequent level raises the stakes of the game, the higher you go, the more painful it is to fall ... but he who has not fallen has not risen.

This makes the game more tense and nervous, but that's the point - to reach the top, you have to overcome your fear and irritability, calm down and move slowly but surely towards the goal - up! After all, the important thing is not the goal, but the path.

... Average time to complete the game 40 - 120 minutes AND infinity (!!! save less than 23 minutes!!!) If you like fast-paced shooters, or if you're the kind of person who gives up easily, think twice before buying the game. But with a certain approach, the game can give you a sense of freedom and space.

...a journey of 10,000 steps begins with the first step...