Blackout Bingo: How This Guide Was Derived

Why this page exists

This page documents where the guide’s rules came from, how they were tested, and which assumptions remain uncertain. You can use it to check the research before or after buying the guide.

---

A note on research depth

Blackout Bingo has the least complete research program in the bundle. The speed formula and core scoring mechanics were confirmed against the game’s source logic. The boost-economy parameters are estimates based on observed screens and game documentation. Exact boost frequencies do not change the value ladder or queue discipline, but they do affect benchmark scores. The table below labels measured values and modeled assumptions separately.

---

The simulator

I wrote a normal-mode Blackout Bingo simulator from directly observed rules. The working assumptions are:

Mechanic	Working assumption	Source
Clock	90 seconds before Time Boosts	Confirmed
Call interval	About 2.5 seconds (~36 calls)	Confirmed from two recordings
Correct daub base	100 points	Confirmed
Speed bonus	Linear, +100 at 0.0s, 0 at 2.0s; “Perfect” ≥ 150 total	Confirmed
Incorrect daub	−25 points	Confirmed
False bingo claim	−100 points	Confirmed
Pattern claim	1,000 points (2,000 under Double Points)	Confirmed
Number of patterns	13 (5 rows, 5 columns, 2 diagonals, 4-corners)	Confirmed
Boost meter: Perfect fill	75%	Confirmed
Boost meter: ordinary fill	35%	Confirmed
No overflow carry	Yes	Confirmed
Queue cap	3 boosts, LIFO	Confirmed
Time Boost	+10 seconds	Confirmed
Double Points window	Modeled as ~10 seconds	Not confirmed in live app
Boost frequencies	Assumed equal (~25% each, normal mode)	Modeled assumption only
Golden Ball choice count	4 options shown in captured screens	Confirmed on screens reviewed; count may vary

An earlier strategy benchmark used an 18-call model. Recordings now establish a roughly 2.5-second interval, or about 36 calls in a 90-second game. That change invalidates the benchmark’s score, daub-count, pattern-frequency, and policy-comparison outputs. Those figures are not presented as evidence here and must be rerun against the corrected cadence.

---

What remains supported

The corrected benchmark has not yet been run. The recommendations below rely only on confirmed scoring and queue mechanics, not on the withdrawn policy comparison:

---

How the headline rules fall out of the math

Sub-0.5-second daubs: The speed bonus is linear from +100 at 0.0 seconds to 0 at 2.0 seconds. A 0.5-second daub retains roughly 75 of the 100 bonus points; a 1.5-second daub retains roughly 25. Saving one second on a successful daub is worth about 50 points.

Never park at 3 boosts: The meter stops filling entirely while the queue is full, and overflow does not carry. Every daub taken at a full queue permanently forfeits meter progress.

Time Boost immediately: +10 seconds buys roughly 4 extra calls at the confirmed cadence. Using it early preserves every added call and creates more opportunities to daub and fill the meter.

Double Points on claims: A doubled pattern claim is +1,000; a doubled daub is at most +200.

---

Limitations

• The prior strategy benchmark is withdrawn. It used an 18-call model and cannot support score tiers, pattern rates, or comparisons among policies under the confirmed 36-call cadence.
• Double Points duration is modeled as 10 seconds. The live value is unconfirmed.
• Boost frequencies are modeled as equal (approximately 25% each for the four normal-mode boost types). That is an assumption, not a measurement. Pride in Brazil boost frequencies are likewise modeled estimates.
• Golden Ball choice count: The screens I captured showed four options. I cannot rule out that the count varies by version.
• Pride in Brazil mode has a longer clock and a different boost mix. The normal-mode analysis does not transfer directly; treat that mode as a related but separate problem.

---

The paid guide contains the drills, boost-queue management rules, board-value memory system, and worked examples.