| 📰 Title: | Inside a Star-filled Sky | 🕹️ / 🛠️ Type: | Game |
|---|---|---|---|
| 🗃️ Genre: | Arcade | 🚦 Status: | 04. Released (status) |
| 🏷️ Category: | Arcade ➤ Shooter ➤ Misc. | 🌍️ Browser version: | |
| 🔖 Tags: | Action; Arcade; Shooter; Procedural Generation; Recursive; Abstract | 📦️ Package Name: | |
| 🐣️ Approx. start: | 📦️ Arch package: | ||
| 🐓️ Latest: | 📦️ RPM package: | ||
| 📍️ Version: | Latest: - | 📦️ Deb package: | |
| 🏛️ License type: | 💰 Commercial | 📦️ Flatpak package: | |
| 🏛️ License: | Commercial | 📦️ AppImage package: | |
| 🏝️ Perspective: | Third person | 📦️ Snap package: | |
| 👁️ Visual: | 2D | ⚙️ Generic binary: | |
| ⏱️ Pacing: | Real Time | 📄️ Source: | |
| 👫️ Played: | Single | 📱️ PDA support: | |
| 🎖️ This record: |  |
🕳️ Not used: | |
| 🎀️ Game design: | 👫️ Contrib.: | goupildb & Louis | |
| 🎰️ ID: | 11485 | 🐛️ Created: | 2011-02-24 |
| 🐜️ Updated: | 2023-04-30 |
| [en]: | Your screen will be black with bullets. Enter things. Procedurally generated everything. Almost everything | [fr]: | Un shooter récursif tactique mono-joueur. A la manière d'un roguelike, tout est généré de manière procédurale |
|---|
🎲️ Gameplay: (202xxx), (202xxx), [fr](202xxx),
🏡️ Website & videos
[Homepage] [Dev site] [Features/About] [Screenshots] [Videos t(202xxx) t(202xxx) t(202xxx) r(202xxx) r(202xxx) r(202xxx) g(202xxx) g(202xxx)] [WIKI] [FAQ] [RSS] [Changelog 1 2 3]
💰 Commercial: [Online store]
🍩️ Resources
• (empty):
🛠️ Technical informations
[Open Hub] [PCGamingWiki] [MobyGames]
🐘 Social
Devs (Jason Rohrer [fr] [en]): [Site 1 2] [Chat] [mastodon] [twitter] [PeerTube] [YouTube] [PressKit] [Interview 1(201701) 2(201401) 2(201603) 2(201209)]
The Project: [Blog] [Chat] [Forums] [mastodon] [twitter] [PeerTube] [YouTube] [PressKit] [reddit] [Discord]
🐝️ Related
📦️ Misc. repositories
[Repology] [pkgs.org] [Arch Linux / AUR] [openSUSE] [Debian/Ubuntu] [Flatpak] [AppImage] [Snap] [PortableLinuxGames]
🕵️ Reviews
[Rock, Paper Shotgun] [IGN] [Inside a Star-filled Sky (Review of Frank Lantz, Creative Director of Zynga New York)] [Ars Technica]
📰 News / Source of this Entry (SotE) / News (SotN)
[Free Gamer (20110301)]
🕊️ Source of this Entry: [Site on Mastodon (date)]
🐘 Social Networking Update (on Mastodon)
🕹️ Title:
🦊️ What's:
🏡️
🐣️
🔖
📦️
📖 Our entry: http://www.lebottindesjeuxlinux.tuxfamily.org/en/online/lights-on/
🥁️ Update:
⚗️
📌️ Changes:
🐘 From:
🏝️ https://invidious.lunar.icu/
🦉️ https://invidious.lunar.icu/
🦝️ https://invidious.lunar.icu/
🦝️ https://invidious.lunar.icu/
🕵️ https://invidious.lunar.icu/
🕯️ https://invidious.lunar.icu/
🕯️ https://invidious.lunar.icu/
🎲️ https://invidious.lunar.icu/
🎲️ https://invidious.lunar.icu/
🎲️[fr] https://invidious.lunar.icu/
🎮️ https://invidious.lunar.icu/
🎮️ https://invidious.lunar.icu/
🐧 https://invidious.lunar.icu/
🐧 https://invidious.lunar.icu/
Your screen will be black with bullets.
Enter things.
Procedurally generated everything. Almost everything.
100% boss-free.
This game would not exist without the inspiration that I drew from games like Spelunky, Shoot First, Disgaea, Borderlands, Everyday Shooter, Flow, Psychonauts, Soul Reaver, and Prey.
"Larger than the known universe" is not an exaggeration. You will reach the relative scale of the known universe after level 14.
165,000 basic weapon combinations is a lot.
"Infinite" is kind of a misnomer, because 32-bit integers run out eventually. You will reach the upper mystery (one step up from level 2,147,483,647) after about 2043 years of continuous play. Though with diligence, you can reach the lower mystery in just 68 years.
53 people tested this game, and they played it an average of 10.89 times each.
This game is a tactical-situation generating machine.
That little guy at the top of the page is cute, but I'll never see him again.
Un shooter récursif tactique mono-joueur. A la manière d'un roguelike, tout est généré de manière procédurale, par Jason Rohrer.
A la manière d'un roguelike, tout est généré mathématiquement (aussi appelé génération procédurale).
Une surface de jeu "plus large que l'univers connu" n'est pas une exagération.
Vous atteindrez l'échelle relative de l'univers connu après le niveau 14, l'écran le plus haut après environ 2043 ans de jeu ininterrompu, et l'écran le plus bas en seulement 68 ans.