3k 1.2.5

3k 1.2.5

Julian Dunskus  ❘ Freeware
iOS
Latest Version
1.2.5
Safe to install
EXCELLENT User Rating

3k is an engaging puzzle game centered around combining numbers to achieve the highest possible score. Drawing inspiration from titles like 2048 and THREES, it introduces a refined visual design, multiple difficulty options, and strategic powerups that enhance the gameplay experience. The game offers a variety of challenges for players of different skill levels.

  • Strive to create the highest number and share your achievements with others.
  • Select from four difficulty modes, ranging from casual to extreme challenges.
  • Utilize powerups strategically to gain significant advantages and progress further.
  • Unlock Game Center achievements and compete with friends for top scores.

Ultimately, the game emphasizes enjoyment as its foremost goal.

Reviews

  • "So, whatever I say, you'll include it in the app description? Foodletwart." – an anonymous reviewer
  • "You did a really great job on this game. I'm so addicted." – a satisfied player

Overview

3k is a Freeware software in the category Games & Entertainment developed by Julian Dunskus.

The latest version of 3k is 1.2.5, released on 07/15/2025. It was initially added to our database on 07/15/2025.

3k runs on the following operating systems: iOS.

Users of 3k gave it a rating of 5 out of 5 stars.

Pros

  • Open source and free to use
  • Supports a wide range of 3D graphics features
  • Highly customizable with scripting options
  • Good performance for rendering complex scenes
  • Active community and ongoing development

Cons

  • Limited documentation and learning resources for beginners
  • Less user-friendly interface compared to commercial alternatives
  • Can be challenging to set up and configure for new users
  • Performance can vary depending on system hardware
  • Fewer plug-ins and integrations than some competitors

FAQ

What is '3k' by Julian Dunskus about?

'3k' is a project or work created by Julian Dunskus. For specific details, please refer to the official description or documentation provided by the author.

What genre or category does '3k' belong to?

'3k' could belong to various genres such as technology, art, literature, or other categories. Please specify or consult the original source for accurate classification.

Where can I find or purchase '3k' by Julian Dunskus?

You can find '3k' on platforms where Julian Dunskus publishes his work, such as his website, online stores, or digital marketplaces. Check reputable sources for availability.

Is '3k' by Julian Dunskus available in digital or physical format?

'3k' may be available in digital format, physical format, or both. Confirm the formats offered at the point of purchase or from the publisher.

Are there any reviews or ratings for '3k'?

Reviews and ratings may be available on review sites, bookstores, or community forums related to Julian Dunskus's work. Look for user feedback there.

What is the target audience for '3k'?

The target audience depends on the content and genre of '3k', potentially ranging from enthusiasts of a particular field to general readers or viewers.

Does Julian Dunskus have other works related to '3k'?

Julian Dunskus may have other works; checking his portfolio or library can provide insight into related projects or works.

Is there any supporting material or supplementary content for '3k'?

Supporting materials might include guides, tutorials, or add-ons. Refer to the publisher's or author's official page for such content.

How long is '3k', and what is its format?

The length and format details (e.g., pages, runtime, chapters) depend on the specific nature of '3k'. Consult the product description for specifics.

Can I contact Julian Dunskus for inquiries about '3k'?

Contact information is typically available through Julian Dunskus's official website, social media profiles, or publisher contacts.

Screenshots (Click to view larger)

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Combinate

Combinate presents itself as a thought-provoking number puzzle that challenges players to strategically connect numbers arranged in a circular formation to create progressively larger values.
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