Here's a good one to jump in. Hello drones - Matt5250, Araquis, Klaus7443, kt22027, KarlHeizSpock and/or Hank254; how's the emperor doing? Still telling people he's got on new clothes?! Let's start with the basic 2/3 is better than 1/3 explanation that the drones favor to spread this propaganda. I am getting the feeling that these guys are so fixated on "stay" or "switch" that they actually think it means these words have the same value as "car" and "goat". So the graphic will show the car always behind Door 1 in 3 scenarios. Scenario 1, Monty EITHER opens Door 2 or Door 3, you stay, you win. But Monty ONLY opens Door 2 OR Door 3, NOT if Monty opens Door 2 which equals 1 stay, and if Monty opens Door 3, that's an additional stay which makes TWO stays. Remember, we're trying to figure out the PROBABILITY of either staying or switching has a higher chance to get the car. Now here comes the trickery. Scenario 2 - you picked Door 2 and Monty opens Door 3 and you switch (because car is behind Door 1), you win. They gladly count that as 1 switch. Final scenario where you pick Door 3 and Monty opens Door 2, you switch you win (because car is behind Door 1). They weren't shy about counting these doors each with a switch when Monty opens them. And voila, there's your phantom 2 is better than 1 propaganda. Their actions are triggered by Monty opening a door but decide to NOT count Monty having the probability to open Doors 2 or 3 as separate possibilities because that would completely collapse their narrative. Here are ALL the possibilities and they are irrefutable. When the car is behind Door 1: You picked Door 1. Monty opens Door 2. You win. ONE for stay. You picked Door 1. Monty opens Door 3. You win. TWO for stay. You picked Door 2. Monty opens Door 3. You switch you win. ONE for switch. You picked Door 3. Monty opens Door 2. You switch you win. TWO for switch. Guess what? 2=2. Not better to switch. Good one, right? Perfect case of Reductio ad absurdum. Now getting back to reality with actual math. The "1" in 1/3 actually has a different value than the "1" in Monty's goat. That's a "3", guys; can't use 1/3 to do anything with 1/1. Monty has a 3/3 goat door each time. Your hilarious "simulations" also require Monty's removal of his door being random, and the third door as 100% car. Neither is true. Probability only exists when there is randomness. Door 1 Door 2 Door 3 Scenario 1: STAY (Car/Car/Car) Goat/Goat/Goat Goat/Goat/Goat Scenario 2: SWITCH (Goat/Goat/Goat) Goat/Goat/Goat Car/Goat/Goat Scenario 3: SWITCH (Goat/Goat/Goat) Car/Goat/Goat Goat/Goat/Goat or: Door 1 Door 2 Door 3 Scenario 1: STAY 3/3 car 3/3 goat 3/3 goat Scenario 2: SWITCH 3/3 goat 3/3 goat ⅓ Car and ⅔ goat Scenario 3: SWITCH 3/3 goat ⅓ car and ⅔ goat 3/3 goat Hence the CORRECT math is: Stay - Switch/Switch = ⅓ Switch - Stay/Switch ½ of ⅔ = ⅓ And look how upset and offended these drones will get when they reply. It's like a cult. After over 50 years, jig is finally up. The emperor's totally naked guys. Remember, it is always better to be a troll than a drone when bullied. 🤙
Assume you stay with your first pick. If your first pick is Goat A, you get Goat A. If your first pick is Goat B, you get Goat B. If your first pick is the car, you get the car. You only win 1 out of 3 games if you stay with your first pick. Switching means the opposite. It's just basic math/logic kids understand. Sadly, it's far too hard for idiots.
I enjoy every time I see Ricky involved in something. Also his full on laugh is so infectious that I can't stop myself from laughing when he does it. My day is always so much better when I hear that laugh.
Whenever anybody asks - 'have you got it on you'? Just move around a bit in your seat if sitting or switch legs that you're standing on and scratch your butt!
Is the reality of quantum mechanics more logical than mathematics? Players never know which goat is revealed...don't let the Jews fool you. If life is a never-ending choice, then what aspect of human nature is eternal if we approach it this way? Each sheep is also an independent and unique individual. This game cannot mislead players by treating every sheep as the same thing. There are three options, two of which also stand on their own. If the player can tell them apart, there is no chance of winning like 2/3
