One Line Complete vs Euler's Circuit
Price, ratings, monetisation and update history for both games, side by side โ with what reviewers say about each.
One Line Complete
Read full descriptionHide full description
Draw the whole shape in one continuous route, using every edge exactly once. One Line Complete is a clean one-stroke puzzle built from dots and lines. Choose a starting point, follow connected edges, and try to complete the entire figure without repeating the wrong path. The rule is simple, but each shape asks you to think about where to begin and where the route will end. Early levels are quick to solve. Later ones become real logic challenges, with more nodes, more branches, and less room for careless moves. Use observation, planning, and a little trial and error to find the path that finishes the drawing.
Euler's Circuit
Read full descriptionHide full description
Trace every wire in a single stroke, and light up the circuit. Euler's Circuit is a quiet one-stroke (Eulerian circuit) puzzle. Tap or drag from node to node to trace the wires. Wherever there is only one way forward, the current runs on its own โ the only thing you ever decide is which way to go at a fork. Designed not to tire you out - Straight runs auto-advance, so you only act where a real choice exists - Dead ends carry no penalty โ you simply rewind to the last fork you chose - No lives, no game over, no timers - One set is five circuits: a complete session in about three minutes Clean solutions, not high scores - Three stars per circuit: finish it, finish without a dead end, finish without a hint - "Elegance" multiplies the wire count by Euler's number e (2.718โฆ) for a flawless solve, or โe if you used a hint - New sets open as you complete them, growing larger and branchier - Daily Challenge: the same five circuits for everyone in the world, with a streak calendar - Game Center leaderboards for total stars and today's elegance The mathematics is the game Every circuit is generated so that each node has an even number of wires โ by Euler's theorem, a solution always exists. A dead end only means your route stranded an island of wires behind you. The title spiral is an Euler spiral (clothoid). Background particles orbit the unit circle of e^(iฮธ), colors step around the hue wheel by 1/e, and the soundtrack is synthesized in real time using just intonation (1 : 9/8 : 5/4 : 3/2 : 5/3), with melodies walking the scale in the digits of e. Ads appear only between sets โ never while you are tracing โ and never in the Daily Challenge. The one-time Premium purchase removes them entirely.
Screenshots
Verdict
The clearest difference is in-app purchases: One Line Complete at none against Euler's Circuit's 1. One Line Complete also leads on update cadence (every 5 days vs every 10 days) and iOS requirement (16 vs 26.0). On price, ads and device support there is nothing between them.
Scored on Price ยท Rating ยท Positive reviews ยท Number of ratings ยท Update frequency ยท Ads ยท In-app purchases ยท Monetization ยท Best chart rank ยท Devices ยท Requires iOS
Both are free to download. Euler's Circuit sells 1 one-off in-app purchase. One Line Complete asks for nothing beyond the download.
One Line Complete ships an update every 5 days, Euler's Circuit every 10 days. The most recent releases landed on October 25, 2026 and October 29, 2026 respectively.
| Parameter | One Line Complete | Euler's Circuit |
|---|---|---|
| Price | Free | Free |
| Update frequency | Every 5 days โ better | Every 10 days |
| Ads | Yes | Yes |
| In-app purchases | No โ better | Yes |
| Devices | iPhone, iPad, iPod โ better | iPhone, iPad |
| Requires iOS | 16 โ better | 26.0 |
| Further details โ not scored | ||
| Size | 12 MB | 11 MB |
| Age rating | 17+ | 4+ |
| Developer | ็ๆข ้ซ | Kenichi Horiuchi |
In-app purchases
One Line Complete
No in-app purchases
Euler's Circuit
- Premium$3.99
Questions
Is One Line Complete free?
Is Euler's Circuit free?
Do One Line Complete or Euler's Circuit have ads?
Which is updated more often, One Line Complete or Euler's Circuit?
Other comparisons















