Danoff
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- Mile High City
Sound like a reasonable statement to you? Sound like something that describes getting a good job and a growing bank account? If so, you might want to consider studying economics a bit.
How many times have you heard of economies referred to as a pie, as though everyone is fighting for whatever scraps they can get. What this implies, of course, is that if you get a scrap you take it from someone else. It implies that if you never try to take some of the pie, someone else gets more. Likewise, if you didn't get as much as you wanted, it's because someone else took it.
This is probably one of the oldest economic fallacies out there - that economies are zero-sum, like a pie. The reality is that this is about as far from the truth as possible. Wealth is created from nothing. Yes, wealth can be stolen, but economies are not based on a strict principle of redistribution.
Don't believe me? Don't believe that wealth is created? Don't believe me that generally speaking the rich don't get rich off of the backs of the poor? Consider the following thought experiment.
Dan, Bob, and John are the only people on an island.
Dan grows watermelons. He grows enough to sell 2 per day.
Bob grows apples. He grows enough to sell 2 bunches per day.
John grows cantelopes. He grows enough to sell 2 per day.
In this economy, let us assume that cantelopes, bunches of apples, and watermelons trade evenly. As in the price of 1 cantelope = 1 bunch of apples = 1 watermelon.
At the market:
Dan trades a watermelon to bob for 1 bunch of apples.
Bob trades his remaining bunch of apples to John for 1 cantelope.
John trades his remaining cantelope to Dan for his remaining watermelon.
Total wealth of the system: 2 watermelons + 2 cantelopes + 2 bunches of apples = 6 units
Dan's total wealth = 2 units (1 apple, 1 cantelope)
Bob's total wealth = 2 units (1 watermelon, 1 cantelope)
John's total wealth = 2 units (1 watermelon, 1 apple)
Ok, everyone's with me so far right? Perfect system, everyone has equal wealth, everyone trades evenly etc. etc.
Now, let's say Dan developes a technique to make watermelons more efficiently (my thought experiment, I get to be the smart one). Suddenly, he grows enough to sell 3 per day. Dan's total wealth just went up to 3 units. Let's observe what happens.
Dan sells 2 watermelons to John in exchange for his cantelopes.
John sells 1 watermelon to Bob in exchange for an apple bunch.
Dan sells his remaining watermelon to bob in exchange for an apple bunch.
Total wealth of the system: 7 units
Dan's total wealth = 3 units (1 apple, 2 cantelopes)
Bob's total wealth = 2 units (2 watermelons)
John's total wealth = 2 units (1 watermelon, 1 apple)
Bob still has the same wealth he did before. John has the same wealth he did before, but Dan has increased his wealth. He didn't take it from anyone, he created it where it previously didn't exist.
Let's say that the way dan managed to get his 3rd watermelon was because he invented a wheelbarrow. He decides to build another wheelbarrow (reduces his crop to 2 for that day), and sell the first one at a price of 2, which he correctly thinks that the market will pay. At the opening of the market, here's the rundown.
Dan: 1 wheelbarrow, 2 watermelons
Bob: 2 apples
John: 2 cantelopes
Bob buys the wheelbarrow with his apples.
Dan trades an apple and a watermelon to john for his cantelopes.
At the end of the day here's the breakdown of wealth takehome for the day:
Dan: 4
Bob: 2
John: 2
Next day. Dan has his new wheelbarrow. Bob also has a wheelbarrow. John does not.
Dan sells 3 watermelons
Bob sells 3 apples
John sells 2 cantelopes
Dan buys: 2 apple, 1 cantelope
Bob buys: 2 watermelons, 1 cantelope
John buys: 1 watermelon, 1 apple
Notice that John is not losing money? He's still taking home exactly the same thing he did in the beginning, even though wealth is growing around him.
The wealth distribution of the system is no longer equal, but that's because wealth has been created, not because it has been swindled/stolen/extorted etc.
This is a simplistic example, but I think it effectively conveys how capitalism works and how economies grow over time. It shows that to make more money, you don't need to take more from someone else.
Up for discussion:
Why is this a difficult concept to understand?
Am I full of it?
How pervasive do you think the notion of a fixed economy is?
Is this fixed economy fallacy the basis of socialism?
etc.
How many times have you heard of economies referred to as a pie, as though everyone is fighting for whatever scraps they can get. What this implies, of course, is that if you get a scrap you take it from someone else. It implies that if you never try to take some of the pie, someone else gets more. Likewise, if you didn't get as much as you wanted, it's because someone else took it.
This is probably one of the oldest economic fallacies out there - that economies are zero-sum, like a pie. The reality is that this is about as far from the truth as possible. Wealth is created from nothing. Yes, wealth can be stolen, but economies are not based on a strict principle of redistribution.
Don't believe me? Don't believe that wealth is created? Don't believe me that generally speaking the rich don't get rich off of the backs of the poor? Consider the following thought experiment.
Dan, Bob, and John are the only people on an island.
Dan grows watermelons. He grows enough to sell 2 per day.
Bob grows apples. He grows enough to sell 2 bunches per day.
John grows cantelopes. He grows enough to sell 2 per day.
In this economy, let us assume that cantelopes, bunches of apples, and watermelons trade evenly. As in the price of 1 cantelope = 1 bunch of apples = 1 watermelon.
At the market:
Dan trades a watermelon to bob for 1 bunch of apples.
Bob trades his remaining bunch of apples to John for 1 cantelope.
John trades his remaining cantelope to Dan for his remaining watermelon.
Total wealth of the system: 2 watermelons + 2 cantelopes + 2 bunches of apples = 6 units
Dan's total wealth = 2 units (1 apple, 1 cantelope)
Bob's total wealth = 2 units (1 watermelon, 1 cantelope)
John's total wealth = 2 units (1 watermelon, 1 apple)
Ok, everyone's with me so far right? Perfect system, everyone has equal wealth, everyone trades evenly etc. etc.
Now, let's say Dan developes a technique to make watermelons more efficiently (my thought experiment, I get to be the smart one). Suddenly, he grows enough to sell 3 per day. Dan's total wealth just went up to 3 units. Let's observe what happens.
Dan sells 2 watermelons to John in exchange for his cantelopes.
John sells 1 watermelon to Bob in exchange for an apple bunch.
Dan sells his remaining watermelon to bob in exchange for an apple bunch.
Total wealth of the system: 7 units
Dan's total wealth = 3 units (1 apple, 2 cantelopes)
Bob's total wealth = 2 units (2 watermelons)
John's total wealth = 2 units (1 watermelon, 1 apple)
Bob still has the same wealth he did before. John has the same wealth he did before, but Dan has increased his wealth. He didn't take it from anyone, he created it where it previously didn't exist.
Let's say that the way dan managed to get his 3rd watermelon was because he invented a wheelbarrow. He decides to build another wheelbarrow (reduces his crop to 2 for that day), and sell the first one at a price of 2, which he correctly thinks that the market will pay. At the opening of the market, here's the rundown.
Dan: 1 wheelbarrow, 2 watermelons
Bob: 2 apples
John: 2 cantelopes
Bob buys the wheelbarrow with his apples.
Dan trades an apple and a watermelon to john for his cantelopes.
At the end of the day here's the breakdown of wealth takehome for the day:
Dan: 4
Bob: 2
John: 2
Next day. Dan has his new wheelbarrow. Bob also has a wheelbarrow. John does not.
Dan sells 3 watermelons
Bob sells 3 apples
John sells 2 cantelopes
Dan buys: 2 apple, 1 cantelope
Bob buys: 2 watermelons, 1 cantelope
John buys: 1 watermelon, 1 apple
Notice that John is not losing money? He's still taking home exactly the same thing he did in the beginning, even though wealth is growing around him.
The wealth distribution of the system is no longer equal, but that's because wealth has been created, not because it has been swindled/stolen/extorted etc.
This is a simplistic example, but I think it effectively conveys how capitalism works and how economies grow over time. It shows that to make more money, you don't need to take more from someone else.
Up for discussion:
Why is this a difficult concept to understand?
Am I full of it?
How pervasive do you think the notion of a fixed economy is?
Is this fixed economy fallacy the basis of socialism?
etc.