What Is Mirraqle?
Mirraqle is a daily logic puzzle with a simple setup: 5 mirrors are hidden somewhere inside a 5×5 grid. You can’t see them. Instead, you fire light beams from the edges of the grid, watch where they come out, and use that information to figure out where every mirror is.
The game keeps track of every beam you fire, starting with a “Beams: 0” counter. That counter is both your clue budget and your score. On your first puzzle, don’t worry about keeping the number low — focus on learning how to read a beam.
The Basic Rules of the 5×5 Grid
The grid has 5 rows and 5 columns, so there are 25 cells total. Five of those cells contain hidden mirrors. Your goal is to find all five without seeing the inside of the grid.
Here’s how a turn works:
- You pick a starting point on one edge of the grid.
- You fire a beam into the grid from that edge.
- The beam travels across the grid until it leaves through another edge.
- The game shows you where the beam exits.
The key clue is the pairing of the entry point and the exit point. A beam that enters and leaves at aligned positions is telling you something different from a beam that turns.
What a Beam’s Entry and Exit Reveal
Think of a beam as having a straight path until something changes it.
If a beam enters from the left and exits straight across on the right, its path likely stayed flat. That tells you the row it traveled through probably has no mirror in the simple path.
If a beam enters from the left and exits through the top or bottom, its path changed direction. Somewhere along that path, a mirror turned the beam.
The useful mental move is to trace the two halves of the path separately:
- The beam starts along the row where it entered.
- The beam finishes along the column where it exited.
- The mirror must be at the point where those two lines meet.
In other words, the entry point gives you the starting row, and the exit point gives you the ending column. The cell where that row and column cross becomes a strong candidate for a hidden mirror.
How to Place Your First Mirror Without Guessing
You can make your first mirror placement a real deduction instead of a guess by using two beams that cross at the same cell.
Follow this process:
- Fire a beam from the left edge at a row you want to test.
- Watch where it exits. If it exits on the right, the beam stayed straight and you haven’t found a clear mirror. If it exits through the top or bottom, you know the beam turned at some point.
- Fire a second beam from the top edge over the same general area.
- Watch its exit too. If that beam also turns, look for the one cell where both beams could have changed direction.
Here’s the key: the first beam’s path is horizontal at its entry row, then vertical at its exit column. The second beam’s path is vertical at its entry column, then horizontal at its exit row. If they both point to the same cell, that cell is very likely your first mirror.
Before you mark it, ask yourself one question: Could either beam have turned anywhere else? If the answer is no, you’ve found a mirror through logic, not luck.
Start With the Simple Turns
For your first few placements, look for beams that exit close to where they entered. A beam that enters near the left edge and exits near the top edge almost certainly turned in the top-left corner area. That kind of short turn gives you a smaller set of possible mirror cells to consider.
If a beam travels across the whole grid and exits far away, its path is harder to read. Save those beams for later, once you already know a few mirror locations.
Tip: Never place a mirror just because it feels likely. Wait until the entry and exit points leave only one possible cell. If more than one cell could explain the beam, fire one more beam instead of committing.
Keep the Beam Counter in Mind
The “Beams: 0” counter is more than just a number. Every beam you fire gives you real information, but it also raises your total. The challenge of Mirraqle is to read each beam carefully enough that you don’t need extra confirmation shots.
For your first puzzle, ignore the number entirely and focus on clean deductions. Once you’ve placed your first mirror using the row-column crossing method, the rest of the grid starts to open up. With practice, you’ll learn to recognize the same patterns again and again — and the hidden mirrors will feel a lot less hidden.
