Vic, there's no simple reply to this.  These are
arbitrarily concocted discrete transactions.  Where
is the "rate" that Douglas talked about?  You allow
only the banker to make a profit.  Where are the
consumers?  Where is the flow of time?  Dynamic
*processes* have to be looked at *statistically*.
There are many overlapping transactions that are
occurring CONTINUOUSLY.

More realistically, take your "banker" to represent
the financial sector, your "trader A" to represent
the manufacturing sector, and "trader B" to represent
the retail sector.  The manufacturing and retail
sectors may be aggregated as Douglas did in his
"double circuit" depicted in the attached diagram,
also archived at
http://www.geocities.com/socredus/compendium .

B depicts the financial sector, M the manufacturing
sector, and C the consuming sector.

There are two primary circuits:  From B to M to B;
and from M to C to M.

L depicts the flux of loans and R the reflux in
amortization.

W depicts the flux of salaries, wages and dividends,
and P the reflux in sales into final consumption.

In dynamic steady state, L = R and W = P ALWAYS.  It
is the very definition of steady state.  Notice I
avoid the term "equilibrium."

So if R includes interest, which it most certainly
will, L includes not only principal but the
disbursement of financial sector expenses, such that
the expenses disbursed by the financial sector to the
rest of the economy exactly equals the receipt of
interest--ALWAYS.

If there is deviation from steady state such that
there is EXPANSION, L is greater than R and W is
greater than P--ALWAYS.

The differential is represented by net flow into
account balances represented by i, for interest, p,
for profit, and s, for saving--which are HOMOLOGUES.

Virtually the same argument the cranks make against
interest can be, and has been, made against profit
and saving.

The cranks zero in on interest, the socialists zero
in on profit, the Gesellists zero in on saving--but
they are the same fallacious argument.  It's just
that they don't realize it.  And this includes the
majority of credentialed economists.

Douglas did realize it, and that's what makes him a
genius--for being the first to realize it.  That's
why you will never find in anything that Douglas
wrote or said an argument to abolish interest, profit
or saving--because they are each necessary elements
of the market system.

We cannot control or improve the system unless we
understand it.

If we don't understand it we are likely to make
things worse.



---original message---
From: Victor Bridger <[EMAIL PROTECTED]>
Date: Mon, 14 Jul 2003 17:12:50 +1000

Hi Bill,
I think there has been a digression away from the central simple statement
re interest. I am not concerned with any effects that may arise because of
the interest factor on a borrowing and the expenditure of the debt which
goes into prices and the interest which also must be added to price. The
recovery of price and any profit does allow the original borrower to repay
his loan, but unless there is a continuance of borrowing the money received
from the one who provided the profit must obtain a profit which would
include the interest charge other wise his debt could not be repaid.

A simple example:

There exists a bank.
There exists two traders.

Trader A borrows from the bank $1000 @ 10% and producers goods which he
sells to Trader B at cost%. the selling price must be $1000 plus $100 i.e.,
$1100
Trader B borrows $1100 from the bank @ 10% to purchase from Trader A who
repays his bank $1100 .
Trader B now has a debt of $1210 .
Trader A has no money.
Trader B has a debt of $1210 and unless someone borrows more so that he can
recoup his borrowing plus interest there is insufficient money for him to do
so. The debt of course has increased.
I reiterate, that interest can only come from subsequent creations of
credit, i.e., bank lending, and when this does occur there is an increase in
debt.

I find this in line with your comment re Douglas below: "Douglas's point
about "B" was that it is on the way back to the banks; it is not available
for the payment of interest or principal without furthering
borrowing."
Vic

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