Editing Openai/69434f20-ed90-800d-ab60-60312c9de3dd (section)

=== User: Not part of the conversation - You are not to use the calculation, just the evaluation of how Loctarjay is using it to … ===
(Not part of the conversation - You are not to use the calculation, just the evaluation of how Loctarjay is using it to argue - and update cumulative based on everything we know)

(Conversation continues)
Loctarjay quotes Captain Blue when he said: "Statistically impossible based on what?"
To which Loctarjay then responds by saying:
"hmm... let's see....
Based on statistics..........
We can have your AI-Wife give you the same answer

To have at least 1 cheater every single match, you need
'''≈ 5.26%'''
(That’s the percent of players who must be cheating so that on average your 19 enemies include '''1 cheater every match'''.)

Joe want to argue:
Cheater % | Probability of at least 1 cheater
5% | 62.3%
10% | 86.5%
15% | 95.3%
20% | 98.9%
25% | 99.8%

But if we extend that it needs to be "guaranteed" every single match... lets see what your AI-Wife has to say about that: (added screenshot shows - Question: "In a video game with a player base of 370000 players, If there are 20 players in an online pvp shooter match (excluding myself, there are 19 enemies). Which % of them would need to be cheating before there is a cheater every single match?")

Because I know this is not satisfying evidence for you, then I will do this instead:
(added screenshot shows the question: "These are baseline informations: 1. A playerbase is of 370000 people. 2. A match consists of 20 players (19 excluding me). 3. The rate of cheating is 40%. 4. The amount of enemies I run into on average are: 4 enemies. 5. Out of 50 deaths, I claim 48 of them to be due to cheating.. 6. Is that statistically possible?)
* These are baseline information:
* A playerbase is of 370000 people
* A Match consists of 20 players (19 excluding me)
* The rate of cheating is 40%
* The amount of enemies I run into on average are: 4 enemies
* Out of 50 deaths, I claim 48 of them to be due to cheating

The question is:
* Is that statistically possible?