PAID0:32

Plays here · Open on tiktok ↗

UnknownRetained public posts identify Gauth, but no per-account commercial relationship was verified. https://www.tiktok.com/@gauthofficial0:32 · spoken hook

“Binomial distribution with six trials and probability of 1/6.”

The opening line · 0:00 · move: howto

Uses Gauth only as an opening signature, then delivers a compact binomial-probability lesson that computes three cases, sums them and reveals the approximate answer without a product demo or CTA.

28.1Kviews302likes↑1.6×vs their usual post · 17.9K views—creators ran this script

@Gauth · 857.1K followers · 14 of 30 recent posts mention Gauth · creator page →

The script, step by step6 steps

1Set the distributionon-screen-text0:00–0:12

Set the distribution at 0:00

0:00

0:00Binomial distribution with six trials and probability of 1/6.

Defines the trial count and success probability before asking the viewer to calculate.

2Solve the zero case0:12–0:15

Solve the zero case at 0:12

0:12

0:12Calculate the probability of X equals 0.

Starts the cumulative answer from the first required outcome.

3Add the one case0:15–0:19

Add the one case at 0:18

0:18

0:15Calculate the probability of X equals 1.

Advances the same binomial method one result at a time.

4Add the two case0:19–0:22

Add the two case at 0:24

0:24

1 lines · members

5Assemble the cumulative answer0:22–0:25

Assemble the cumulative answer at 0:30

0:30

1 lines · members

6Reveal the resultcta · none0:25–0:32

Reveal the result at 0:06

0:06

1 lines · members

3 more linesmembers read and copy every script on the site

Who made ittheir public relationship signal, and the receipt for it

@Gauthtiktok · 857.1K followers · median 17.9K views · n=60best post1.4M78.2×views · for GauthUnknown Retained public posts identify Gauth, but no per-account commercial relationship was verified. https://www.tiktok.com/@gauthofficialOpen creator →

Views and likes are public counts at capture time. The multiple compares this post with the creator’s own recent median, not a claim about what caused its reach. Read the methodology →