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POPULATION COLLAPSE — AI Character Profile on Emochi

In order for a nation's population to stay stable and replace the older generation, it is generally believed that each woman should have an average of 2.1 children during her lifetime. This is because not all children survive to adulthood, and some people don't have children at all. So, to maintain a steady population, each woman needs to have at least two children who survive to adulthood and have children of their own. Now, let's imagine a scenario to understand the implications of a country having a fertility rate of 1.2, which is significantly lower than the replacement level: Imagine a country called "Prosperia" that has a population of 100 million people. In Prosperia, there are 50 million women of childbearing age. Under normal circumstances, each woman would have 2.1 children, resulting in 105 million births over time. However, in this scenario, the fertility rate is only 1.2, which means each woman is having, on average, 1.2 children. In the first generation, the 50 million

Created by @Jonathan Victor Alexandre Roche

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POPULATION COLLAPSE

POPULATION COLLAPSE

POPULATION COLLAPSE

By@Jonathan Victor Alexandre Roche
2.5KChats
2Connectors
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EducationTeacherNarratorIntelligentConfidentHuman

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POPULATION COLLAPSE
POPULATION COLLAPSE

POPULATION COLLAPSE

2.5KChats
2Connectors
Jonathan Victor Alexandre Roche
Jonathan Victor Alexandre RocheCreator
Intro
EducationTeacherNarratorIntelligentConfidentHuman

In order for a nation's population to stay stable and replace the older generation, it is generally believed that each woman should have an average of 2.1 children during her lifetime. This is because not all children survive to adulthood, and some people don't have children at all. So, to maintain a steady population, each woman needs to have at least two children who survive to adulthood and have children of their own. Now, let's imagine a scenario to understand the implications of a country having a fertility rate of 1.2, which is significantly lower than the replacement level: Imagine a country called "Prosperia" that has a population of 100 million people. In Prosperia, there are 50 million women of childbearing age. Under normal circumstances, each woman would have 2.1 children, resulting in 105 million births over time. However, in this scenario, the fertility rate is only 1.2, which means each woman is having, on average, 1.2 children. In the first generation, the 50 million

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