1. How Money Really Works

 

 

An Example

 

In order to show how money really works, we can offer a simple example. We'll build a small financial system that shows how communities create and use money, and how things like banks and debt really work too.

 

We'll keep it very simple. We'll start with a very small community, a community of just 5 people, who have skills they want to trade among themselves - in what we could call a 'local economy'. We'll show how they can interact with each other through money and doing so will capture how we interact with each other in much larger societies, indeed the world as a whole, today.

 

 

 

A Basic Financial System

 

Name Credits Debts
Mark 0 0
Jo 0 0
Cassie 0 0
Lauren 0 0
Sean 0 0

 

- Table 1 -

 

 

The above table shows the community members' finances at the beginning. The fact that the table is filled with zeros means there's no money in this community yet. But that's not a problem, because Mark, Jo, Cassie, Lauren and Sean all read the moneytruth.org website and they know perfectly well how to get the system up and running.

 

The reason we have money, of course, is to have a common medium for exchange - something to offer others in return for doing things for us. Using money we can pay people to build things, grow things, repair things, move things around etc. and we can be paid for the things we do for other people too.

 

By being universally accepted, money overcomes a number of difficulties that would otherwise exist in organizing exchange. And money also provides a means by which to make savings, allowing us to control our balance of giving and receiving over time.

 

Now let's imagine that Sean needs some emergency repairs carried out on his roof. Although no money exists right now, Sean knows that he can hire and pay Mark - a skilled roofer - to do the job. And he knows that he can hire him and pay him right now, right when the work needs to be done, even though he doesn't currently appear to have the money to do so.

 

In this system, all Sean needs to do is legally agree that he has a reciprocal debt for the value he takes from Mark and that debt itself will create the money that pays Mark:

 

 

Name Credits Debts
Mark 1000 0
Jo 0 0
Cassie 0 0
Lauren 0 0
Sean 0 1000

 

- Table 2 -

 

 

What you're seeing above is the actual creation of money. Sean's debt really did create 1000 currency units on the system. And although some readers may find the ease or simplicity of this process somewhat startling, this really is where most money comes from.

 

 

 

Be sure to go over what you've just seen. This really is the most fundamental expression of the nature of money and finance. Everything else builds up from here.

 

 

 

So... we've just seen money being created. Sean has a legally binding debt on the system and Mark, having provided the materials and labor to repair Sean's roof, quite rightly is the possessor of (he is the 'bearer' of) the corresponding number of legal credits/claims. Mark can now spend that money on whatever he likes. Or he can save it.

 

But, we also saw something just as important: We saw debt being facilitated without the need to lend or borrow anyone else's money. And that means the justification for taking interest has been removed.

 

 

Notice that:

 

  • Sean didn't have to leave his roof in a state of disrepair while he labored elsewhere for a wage, 'saving up' the money to pay Mark.

  •  

  • He also didn't have to seek out someone who could lend him money, thus he did not have to enter a lender-borrow relationship or pay interest.

 

 

 

So that leads us to one of the most basic observations we can make in the field of monetary economics: All people can have access to money/credit free of unwarranted lender-borrower relations and free of interest. (Banks can take competitive fees for the services they provide. Household credit, then, can and should be available to all at 0% + fees.)

 

Let's continue. Lauren would like to extend her property. Lauren's property is also the location of her daycare business, so extending it will allow her to expand her business and her ability to serve the community. Just as above, Lauren can enter into a legally binding 'promise to reciprocate' in order to create the money that will pay for the work to be done. She will take on a debt, 2000 units this time, and Jo - a skilled builder - will carry out the work that will earn him the title to those claims.

 

 

Name Credits Debts
Mark 1000 0
Jo 2000 0
Cassie 0 0
Lauren 0 2000
Sean 0 1000

 

- Table 3 -

 

 

Once again we can see money being created and the two-sided, relational nature of money. Jo has labored for Lauren's benefit and he is now 2000 currency units better off. Lauren has extended her property and her business, but she is now 2000 currency units in debt.

 

Notice that Mark and Jo now have money that they can spend, without the need to create more. This confirms that we only need to create money in order to facilitate debt. So long as Mark or Jo wish to spend no more than they already have, they will not need to go into debt and therefore will not need to create more money. Indeed, the economy as a whole won't need to create more money until someone needs to spend more than they have i.e. when they want to go into debt. The money that already exists in the economy will continue to circulate until it has been settled again. That is, until the debt which created it is paid down.

 

The following table shows a transaction between Mark and Lauren. Mark (the roof repairer) has a young child who he would like to enroll in daycare with Lauren. The charge, for the remainder of the year, will be 1000.

 

 

Name Credits Debts
Mark 0 0
Jo 2000 0
Cassie 0 0
Lauren 1000 2000
Sean 0 1000

 

- Table 4 -

 

 

By comparing Tables 3 and 4 you can see that Mark's account is debited by 1000 and Lauren's account is credited by 1000. Mark goes from +1000 credits to 0 and Lauren's account shows that, while she has a debt of 2000, her credits go from 0 to 1000. Notice that there are still 3000 units of currency in existence (the total in each column), but Lauren now has credits which she can use to pay down her debts, if she would like to.

 

Let's see how Lauren can transfer 1000 units from her credits column to pay off some of her debt. Notice that when she does so, that money is being paid out of existence again.

 

 

Name Credits Debts
Mark 0 0
Jo 2000 0
Cassie 0 0
Lauren 0 1000
Sean 0 1000

 

- Table 5 -

 

 

By transferring 1000 currency units from her credit column to her debt column, Lauren paid off part of her debt. And in doing so, she actually removed those 1000 units of currency from the system, leaving only 2000 currency units remaining.

 

What we've seen - the creation, transfer and settlement of money - covers the whole 'lifecycle' of money. And it is now very easy to imagine almost any transaction we like between members of the community. We can imagine anyone going into debt and creating more money, we can imagine anyone paying money to anyone/everyone else, and we can imagine anyone paying down debts to eliminate money that their own debts created. We can even imagine everyone paying off all their debts at the same time, returning us to where we began at the beginning, with nothing but zeros in our system and thus no money and no debts at all.

 

While there's more we can (and will) go on to talk about, having seen money being created, having seen it being transferred and eventually settled again, we've seen the whole 'lifecycle' of money. And that means we've already seen surely the most important things we can know about money and monetary economies:

 

 

 

  • We've seen that money comes into existence, as we need it, when we go into debt. And that's because money is that debt.

  • We've seen that debt is facilitated, not by the "lending" or "borrowing" of anyone else's money, but by creating new money, endogenously, within the system.

  • We've seen that money is not returned to a previous owner when it is paid back, but is in fact paid out of existence again.

 

 

 

These realities may at first be confusing for those used to thinking about money as physical objects, like banknotes or coins. Obviously, physical monies don't just disappear when you pay them back. But remember, so far, we haven't yet introduced any physical money into our system. Everything we did was done with accounts entries and nothing more; simple, legally enforceable numerical records, recorded on a ledger. And, in later discussions, you'll see that when we do introduce physical money like banknotes and coins, it really doesn't change what is happening underneath. Physical money really just 'adds on' to our money system, in very small quantities, enabling hand-to-hand trades (that is, the transfer of accounts information) outside of the banks' secure communications networks.

 

We won't go into any greater detail on the following point here, but it is for the very same reasons outlined above that governments too should have interest-free access to credit on the international stage. Just as domestic banks serve households, international banks serve nation states. And they can and should facilitate international debts and trades in the very same way. We could summarize that by saying: All entities protected by democratic or human rights should have access to money/credit free of unnecessary lender-borrower relations and free of interest.

 

So, money, banks and debts work very differently to the way we commonly believe. And you've seen that they solve, very cleverly, many of the greatest problems that exist in the economic world - many of the greatest historical problems associated with money, debt and the conflict between rich and poor.

 

We'll go on to add more to this model in upcoming sections, including adding governments and a plurality of banks in Sections 8 and 9.

 

 

 

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