EyiPunter
VIP
In the next 12 years we will have big changes coming to the horn of Africa. Somalia maybe freeded from ethiopia. We have been lied to or are misinformation about the rift valley. For instance have you wonder why Ethiopian are flooding Somalia? They are not leaving to Arab countries. They know something we don't or the local Somali's don't know yet. The rift valley is growing at a rapid rate of .9 to 2 centimeters a year. Once a certain growth is reached éthiopian will be flooded. We been told false information about it taking millions of years but I think it's on my 12-20 years. For instance the ocean is massive force that can't be stopped. One let's imagine if that rift valley is a dam holding a massive amount of water. If a crack forms in that dam of growth of .9- 2 centimeters a years it would take roughly 12 years unit water start coming through. Not millions of years but 12. Now do you understand why we are getting flooded with Ethiopian? I may sound like Alex Jones, but he was nerve wrong on certain topic. Just ask yourself why are ethiopian flooding in a desert environment while they have all the resources we lack?
If a crack on a dam grows .8 centimeters a year. How long would it take to until water leak out
This is for informational purposes only. For safety advice or engineering analysis, consult a professional.
**Disclaimer:** This is a highly simplified estimate and should not be taken as an accurate prediction of dam failure.
**Assumptions:**
* **Critical Crack Size:** Let's assume a critical crack size of 10 centimeters.
* **Constant Growth Rate:** We'll assume the crack grows at a constant rate of 0.8 centimeters per year.
**Calculation:**
* **Time to Reach Critical Size:** 10 cm (critical size) / 0.8 cm/year = 12.5 years
**Important Notes:**
* **This is a VERY rough estimate.**
* **Many factors can significantly impact this timeframe.**
* **Dam safety assessments require expert engineering analysis.**
**Again, this is a simplified example. Dam safety is critical, and professional evaluation is essential.**
If a crack on a dam grows .8 centimeters a year. How long would it take to until water leak out
This is for informational purposes only. For safety advice or engineering analysis, consult a professional.
**Disclaimer:** This is a highly simplified estimate and should not be taken as an accurate prediction of dam failure.
**Assumptions:**
* **Critical Crack Size:** Let's assume a critical crack size of 10 centimeters.
* **Constant Growth Rate:** We'll assume the crack grows at a constant rate of 0.8 centimeters per year.
**Calculation:**
* **Time to Reach Critical Size:** 10 cm (critical size) / 0.8 cm/year = 12.5 years
**Important Notes:**
* **This is a VERY rough estimate.**
* **Many factors can significantly impact this timeframe.**
* **Dam safety assessments require expert engineering analysis.**
**Again, this is a simplified example. Dam safety is critical, and professional evaluation is essential.**
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