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Just think of each circle as a pie chart — tap individual slices to turn them green.
Level Overview
What Makes This Puzzle Tricky
Math class—except this time, it’s not a joke. You see “3:6” and “3:4” and instantly wonder: Do I need a calculator? Is there hidden text? Does shaking the device help? Usually, Game Is Hard hides answers in clever ways—but here, it’s genuinely asking you to do simple math. Well, almost simple.
Your Goal
You must visually recreate each displayed value by lighting up the right number of quadrants in each circle. Three circles sit on screen, each split into four equal parts—and beneath each, a number or ratio tells you how much of that circle needs to be filled.
Key Mechanics
- Touch/Tap Interaction: Each quarter acts as an independent toggle.
- Basic Fraction Math: You’ll need to simplify ratios mentally.
- Visual Logic: Translating abstract notation (“3:6”) into concrete shapes (half a circle). This isn’t misdirection—it’s a quick mental check-in.
What Appears on Your Screen
The background is dark gray. At the top, bold white text reads: "welcome to my division class."
Below that are three large outlined circles, each cleanly divided into four identical slices—like a compass rose or a pizza cut into quarters.
Each circle has a label underneath:
- First circle: 1
- Second circle: 3:6
- Third circle: 3:4
There’s no movable text, no hidden buttons, no extra UI—just those circles and their labels.
Common Mistakes to Avoid
The Trap
The main stumbling block is notation. “3:6” feels unfamiliar—it’s not how we usually write fractions in everyday apps. Players glance at the middle circle, see “3:6”, and freeze: “But there are only 4 slices—how do I pick 3 out of 6?”
First Instincts That Fail
- Dragging numbers: Some try dragging the “1” into the first circle. It won’t respond.
- Overcomplicating: Others add ratios, search for invisible operators, or assume circles interact.
- Skipping simplification: Many miss that “3:6” reduces instantly to “½”—and half of four is two.
Player Reactions
I stared at that middle circle longer than I’d admit. Tapped three times, then six times. Felt silly once I remembered: 3 ÷ 6 = 0.5. It was right there—I just needed to pause and breathe.
Step-by-Step Solution
Preparing the Move
Tune out the title text. Zero in on the three blank circles. Your job is to light up their slices—green means “active.”
Executing the Solution
- First Circle (Label "1"): “1” means the full amount—so tap all 4 quarters until the whole circle glows green.
- Second Circle (Label "3:6"): Simplify—3 ÷ 6 = ½. Half of 4 slices is 2. Tap any 2 quarters.
- Third Circle (Label "3:4"): This is three-quarters. Tap any 3 quarters.
Confirming It Worked
When you’ve lit 4 slices (left), 2 slices (middle), and 3 slices (right), the level advances immediately. If it doesn’t, double-check the middle circle—you likely lit 1 or 3 instead of exactly 2.
If It Did Not Work
- Nothing happens? Don’t skip the first circle—it needs all 4 lit, not just one.
- Middle circle fails? If you tapped 3 because “3:6” has a “3”, that’s the mistake. Focus on the division, not the digits.
Why This Solution Works
This level tests how quickly you translate symbols into meaning. Developers know “3:6” looks mismatched next to a 4-part circle—and they bank on that confusion.
It hinges on:
- Ratio Simplification: 3:6 → 1:2 → ½
- Visual Mapping: ½ of 4 = 2 slices
Unlike most Game Is Hard levels, there’s no UI trick—just clean logic hiding behind rusty math reflexes.
Bonus Tip
If you're speed-running or replaying:
- Left Circle: Tap 4 times (full circle).
- Middle Circle: Tap 2 times (exactly half).
- Right Circle: Tap 3 times (¾ filled).
Placement doesn’t matter—only the count per circle.
Frequently Asked Questions
Why does “3:6” equal 2 slices? Because “3:6” means 3 ÷ 6 = 0.5, or ½. Half of 4 slices is 2.
Can I choose any slices? Yes—top-left + bottom-right, top two, left two—it’s all valid as long as exactly two are lit.
Is anything hidden? Nope. No shakes, tilts, swipes, or secret taps—just pure fraction logic.
Does “1” mean one slice? No—“1” stands for “one whole,” which equals all 4 slices (4/4).
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Good luck in the next lesson!



