Event 1 of 5

Count: how many dots?

A dot field flashes briefly, then disappears. Enter the number of dots you saw.

Get a Count hint

Think in groups of five or ten. The total is between 50 and 60.

Reveal the Count answer

53 dotsThe exact target count for #58.

Grouped illustration of 53 dots. These are not the original dot positions; the rows make the answer easier to check.
  1. Look for rough groups of five or ten during the flash, then add the remaining dots.
  2. This answer is 5 groups of ten and 3 more.
  3. The normal exposure lasts two seconds. Estimate the whole field before entering one count.

A count error is relative to the true total: being one dot off means 1.89% error on this field.

Event 2 of 5

Track: where does the ball land?

Watch the early part of the flight, then select the landing point on the ground.

Get a Track hint

Continue the arc to the ground, not the point where the ball fades. The landing is right of the field’s center.

Reveal the Track landing and trajectory

62.75% across the fieldLanding x ≈ 501.997 on the original 800-unit-wide field.

Solution trajectory for Perceptle #58: landing x 501.997, 0 wall bounces.Landing x 502
Solid teal: visible flight. Pale teal: 80 ms fade. Dashed: hidden continuation. This independent diagram uses the original logical coordinates, not physical screen pixels.
Launch x
65.42
Full flight
1.131 s
Fully hidden after
0.589 s
Wall bounces
0
  1. The ball launches from x ≈ 65.42 and begins to fade at 0.509 seconds.
  2. Extend the parabola down to the same ground height. There is no side-wall rebound in this puzzle.
  3. Choose the ground position 62.75% from the left edge of the full field, right of center. The exact generated x value is 501.9967457311259.

The field scales to your screen. Do not tap 502 CSS pixels from your phone’s edge. The visible ground line itself spans x=30–770; this target sits 63.78% along that shorter line.

Event 3 of 5

Angle: which direction and how many turns?

The original shows the requested counterclockwise angle before you drag. This solution explains how to reach it.

Get an Angle hint

Start from the dashed rightward horizontal. Counterclockwise passes upward first; use the true horizontal rather than the tilted frame.

Reveal the Angle target and turn guide

189° counterclockwiseFrom the rightward horizontal, through 189°.

189 degrees counterclockwise: 0 complete turns and 189 additional degrees.0°90°270°
The purple arc starts at the rightward horizontal. The teal line marks the target direction.
  1. Start on the dashed line pointing right: that is 0°.
  2. Continue counterclockwise for 189°, then release to lock.
  3. Ignore the tilted surrounding frame. Normal scoring uses the shortest angular difference from the target.

Event 4 of 5

Tempo: what pulse should you keep?

Follow four warm-up beats, then make eight continuation taps.

Get a Tempo hint

Follow four warm-up beats, then continue eight evenly spaced taps. Keep the original pulse rather than speeding up when the sound stops.

Reveal the BPM and timing reference

94 BPM638.298 ms per beat · on-beat continuation

  1. Follow the four loud clicks at 94 beats per minute.
  2. Continue one full period after the last loud beat: 638.298 ms.
  3. Keep all eight continuation taps 638.298 ms apart. Keep the same spacing when the sound stops.

Ideal offsets after the last loud beat:

  1. Tap 1638.3 ms
  2. Tap 21,276.6 ms
  3. Tap 31,914.9 ms
  4. Tap 42,553.2 ms
  5. Tap 53,191.5 ms
  6. Tap 63,829.8 ms
  7. Tap 74,468.1 ms
  8. Tap 85,106.4 ms

These offsets assume an ideal warm-up reference. The original adjusts its timing reference using your warm-up taps and separates overall timing offset from jitter. The BPM is fixed for this date; actual wall-clock tap times depend on when you start and how you followed the warm-up.

Event 5 of 5

Split: where does the fraction land?

Measure the requested fraction from the named endpoint. The prompt already gives that value; this solution places it on the line.

Get a Split hint

Measure from the right endpoint. The target is more than halfway along the original line.

Reveal the Split position and calculation

11/13 from the right84.615% of the original line · target x ≈ 192.308

11/13 measured from the right endpoint, with target x 192.308.LeftRightTarget: 11/13Original line: 600 logical units
Teal marks the starting endpoint. Green marks the answer. Subdivisions show the fraction or tenths of the original line.
  1. The original line runs from x=100 to x=700, so its length is 600.
  2. 11/13 corresponds to 0.846154 × the original line, or 507.692 logical units from the right endpoint.
  3. 700 − (11/13 × 600) = 192.307692.

The answer is 84.615% measured from the named endpoint along the original line. Its position on the whole 800-unit field is 24.038% from the left. Those are different measurements.

Use the answers without mixing up the modes

September 13, 2026 is a Normal puzzle. Use the normal rules and scoring tolerances for all five events. The overall grade comes from the rounded mean of the five event scores.

Target data reconstructed from the original game’s public date-seeded generator, source checked October 17, 2026. This describes the current inspected version’s archive replay; it is not a claim of a completed run on the historical date. How we obtain and explain the targets.