Welcome to my channel! I'm James Rondepierre, an author and writer published on Amazon, dedicated to private car sales, exotic and highline automobile sales. Walking with God, enjoying my life, living in gorgeous, beautiful, incredible Western North Carolina, the Great Smoky Mountains.
Join me as I share personal insights and vlogs about my life, from my journey in the automotive world to my daily experiences in this stunning region. I'll take you behind the scenes into my actual life, showcasing the beauty of the Great Smoky Mountains and the joy of living in Western North Carolina. Subscribe for a glimpse into my life and the inspiration I find in this breathtaking place!
Contact me:
- LinkedIn: [James Rondepierre](www.linkedin.com/in/james-rondepierre-b99a56197)
- Phone: (828) 550-4884
- Email: [email protected]
Пікірлер
Ну тут сразу всё понятно, удачу 10 прокачал
Or dreams for that matter. Check out my books on Amazon.com by searching James Rondepierre
And my book Mastering Luck on Amazon search: James Rondepierre
Check out my other video on 5-leaf clover 🍀✨️
To estimate the odds of finding ten four-leaf clovers in ten minutes within the same patch, we need to consider both the probability of finding a single four-leaf clover and the time constraint. ### Step-by-Step Estimation 1. **Odds of Finding a Single Four-Leaf Clover**: - The chance of finding a single four-leaf clover is approximately 1 in 5,000 (using the more optimistic end of the range). 2. **Time Constraint**: - You have ten minutes to search. - Let's assume you can scan about 1 clover per second, giving you 600 clovers to check in ten minutes. 3. **Finding Ten Four-Leaf Clovers**: - The probability of finding a four-leaf clover in any given clover is 1/5,000. - The probability of not finding one is 4,999/5,000. - The probability of not finding any four-leaf clovers in 600 clovers is \((4,999/5,000)^{600}\). - The probability of finding at least one four-leaf clover is then \(1 - (4,999/5,000)^{600}\). - However, finding exactly ten four-leaf clovers in 600 clovers follows a binomial distribution, which would be calculated as follows: \[ P(\text{10 four-leaf clovers}) = \binom{600}{10} \times \left(\frac{1}{5000} ight)^{10} \times \left(\frac{4999}{5000} ight)^{590} \] ### Simplified Estimation Given that the calculation above involves a small probability raised to a power, it's clear that the odds are extremely low. - **Estimated Odds**: The probability is likely to be in the range of 1 in many billions, making it a near-impossible event within a ten-minute window in a typical patch of clover. If you'd like the precise probability, it can be calculated explicitly, but the general estimation indicates that the chances are extraordinarily low.
You stoned?
No. I never use any drugs or alcohol whatsoever. High on life. Very high on life. Check out my books on Amazon: James Rondepierre. There are many other Joys in this world .. things that give pleasure and joy and peaks and happiness. Many, many, many, many, many, many, many, many, many, many more ♾️
Maybe if people try to solve the problem irl instead of attacking / talking about it online
No. I hate weed. Unless you find it naturally on the top of a 9000ft mountain unexpectedly after hiking with no phone or food wanting to leave the planet realizing nobody cares about you.
What kind of weed did you smoke?😅😅😂😂😂 are you high? 🍃