Name the claim. Watch it dissolve.

The rebuttal is never a new theorem. Each myth maps onto a closed form already used elsewhere in the playground:

• “Due” → geometric waiting time, $p = k/N$, memoryless.
• Hot / cold → $\mathrm{E}[\text{hits}] = D\cdot k/N$, with a z-score that describes the past only.
• No consecutives → exact adjacency probability from non-adjacent counting.
• Balanced tickets → order-statistic spacings; every ticket still has the same $\binom{N}{k}^{-1}$ probability.

The page’s job is routing: pick the claim, show the number, link into the tool that lets the visitor check it on the full history.

Folk lottery advice survives because it feels like pattern recognition. A number that has been quiet for months feels loaded. A ticket with 12 and 13 next to each other feels too neat. Tip sheets sell that feeling as skill.

LotteryOracle’s answer is always the same sentence in a different costume: the machine has no memory, every ticket of the right length is equally likely, and the stories people tell about “due” or “balanced” are descriptions of how humans read randomness — not of how drums work. The case files under Stories document the rare times a lottery really was beaten; none of them involved reading the last draw for a tip about the next.