IMMEDIATE CONVERSION OF A CENTRAL BANKING SYSTEM TO MATHEMATICALLY PERFECTED ECONOMY™

THOMAS JEFFERSON

"The system of banking is a blot [defect] left in [unsolved by, and unfortunately tolerated by] all our Constitutions [state and federal], which if not covered [eventually solved and revoked] will end in their destruction. I sincerely believe that banking institutions are more dangerous than standing armies; and that the principle of spending money to be paid by posterity is but swindling futurity [on the greatest possible scale]."

Thomas Jefferson registered his opinion of the most important, unfinished and blemished aspect of the Constitution, saying,

All at once he tells us to recognize the dangers comprised by banking institutions, to resolve true economy, and to preserve our Constitution by an amendment of perfected, sustainable economy.

BASIC BLUEPRINT

To restore the present state to a practical facsimile of affairs as they might exist had we enjoyed Mathematically Perfected Economy™ all the while:

1. Ratify Constitutional Amendment of Mathematically Perfected Economy™.
2. Avoid collapse by freezing payments against debt until all debt can be refinanced without interest according to MPE™.

   Refinance credits both principal and interest payments toward principal, up to the remaining value (otherwise, the circulation is inflated).

   Public debt to usurers is paid off with irredeemable promises to pay equivalent to the Federal Reserve Note. Public debt to private citizens is paid off with currency.

3. To initiate a sustainable initial state, projectable life savings for MPE™ are restored as much as practical while observing rules for inflation and deflation.

   Retiree livelihoods are sustained from restored life savings and re-disbursed social programs.

EXAMPLE CONSEQUENCES EXPRESSED RELATIVE TO HOME

For a $100,000 home with a hundred-year lifespan then, the debtor would pay off the principal at an overall rate of $1,000 per year or $83.33 per month.

Existing debtors are credited excesses of the consumed value, up to the remaining value of the related asset.

In other words, if a person had paid $48,000 against such a new home over the course of 4 years, they would instead have only paid $4,000 under mathematically perfected economy™, with the remaining value of the home being $96,000.

To restore their affairs as much as practical to the initial state they would have enjoyed under mathematically perfected economy™, their accounts are adjusted as follows:

1. Their debt is refinanced without interest at a schedule of payment equal to the asset's rate of depreciation/consumption.
   1. Thus at straight depreciation their payments would be $1,000 per year versus the $12,000 per year they have paid under the so called Federal Reserve System. Monthly, this disparity comes to $83.33 under mathematically perfected economy™, versus $1,000 per month under usury.
2. Excessive payments against debt are restored to them, up to the remaining value of the asset ($96,000).

   Over the 4 years usury the debtor has paid $48,000, whereas they would have paid $4,000 under mathematically perfected economy™. They are therefore credited their excess payment of $44,000 ($48,000 - $4,000 = $44,000), respecting the maximum permissible re-credit of $96,000.

SUMMARY OF EXAMPLE

1. payments are reduced from $1,000 per month to $83 per month;
2. the debtor is restored $44,000;

   This would pay for the home for the next 44 years, leaving a balance of $52,000 under mathematically perfected economy™, whereas a typical remaining obligation under the so called Federal Reserve System would be several times this.

3. Altogether, only $100,000 is paid for the $100,000 home under mathematically perfected economy™; whereas, under current conditions of usury, the first debtor might pay $250,000 for the home, with subsequent debtors paying ever more.

"To find the players in all the corruption of the world, 'Follow the money.' To find the captains of world corruption, follow the money all the way."

mike montagne — founder, PEOPLE For Mathematically Perfected Economy™, author/engineer of mathematically perfected economy™ (1979)

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