π’ 100 people, ranging in age from 1 to 100, compete in a challenge to win $500,000.
πΆπ§ Participants use different strategies to stay in the competition, including causing distractions and creating suspense.
π΄π’ A game is introduced where players have to remember the location of a ball under one of three cups.
π Ages 1-100 compete for a $500,000 prize.
π Participants must guess the cup containing a ball.
π€₯ Some players lie about the cup color to deceive others.
π³οΈ A voting process determines which numbers should be eliminated.
π± Numbers 10, 14, and 69 receive the most votes and are in danger of being eliminated.
π₯ The 50s group and number 54 are seen as threats.
π By voting to participate, the speaker's chances improve in a challenge involving a Jenga tower.
π― With each block pulled from the Jenga tower, participants are eliminated until only ten remain.
π° The speaker promotes a shopping app called 'Shop' that offers a wide range of products and convenient shopping experiences.
π° The contestants play a game with balls and compete for a prize of $500,000.
π Each player gets 10 balls and chooses a game to play, with the goal of being the last one moving after 30 minutes.
π€ Two contestants decide to end the game together after finding a ball and express their love for each other.
π The challenge involves 100 participants competing for a $500,000 prize.
π± 95 contestants have been eliminated, leaving only 5 remaining.
π₯ The final challenge involves voting to determine the top 3 contestants who will compete for the prize.
π° Two participants select bags in a game for a chance to win $500,000.
π€ The bags are mixed up, and only one person knows where the money is.
π± Tension rises as the participants decide whether to keep their chosen bag or steal the other person's bag.
Once you visualize correctly, the shift happens. (this is how)
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