Minimize
Poverty |
And
Save The Community |
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Message
from the Author |
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The
Contributory Community Protection System. |
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The Special Units of this System.
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| (1)
The Labor force & the Workers. |
| (2)
The Contributory Law for the Labor force & Workers. |
| (3)
The Contributory Payment Per Month. |
| (4)
The Nature of the Distribution of the Prizes. |
| (5)
The Nature of the Prizes. |
| (6)
The Minimum Prize & the Maximum Prize. |
| (7)
Nature of the Winning System. |
| (8)
The Winners of the Fund. |
| (9)
The Special Features of this System |
| (10)
The Special Important Sections of this System. |
| (11)
About the Contributory Community Protection Fund. |
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The Labor force & the Workers.
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Workers
in the Labor force have a right to get membership in this system.
Usually workers and laborers have a low economy. They have no
capital to start their own enterprises therefore the Fund has
special consideration about workers and laborers. |
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The Contributory Law for the Labor
force & Workers.
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The
special Act regarding the labor force by the Constituent Assembly
of the Country. According to this law, when a person of the
labor force gets a monthly income he has to contribute to the
Fund an amount that he can afford. This Contribution is like
a direct tax. It has a constant value that is decided by the
Contributory Community Protection Fund. |
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The Contributory Payment Per Month.
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This
Contributory Payment is like a direct tax. It has a constant
value that is decided by the Contributory Community Protection
Fund. This Payment must not be of a very small value or must
not be of a very large value. If it is very small, collection
of the Funds would be small. If it is very large most of workers
and laborers would find it difficulty to pay. |
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The Nature of the Distribution
of the Prices.
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The
Expenses of the Fund are covered by contributions of the labor
force. The remainder of the Fund is distributed through the
types of prizes. Each type of prize receives an equal amount.
Imagine if there are 6
types of prizes. Each of the 6 types of the prizes gets 1/6
of the remainder.
There may be many types
of prizes to be distributed. That may be 6,7,8,10,12,15,16,18
or 20,……The standard number of types of the prizes
are decided by the Fund. The value of the types of the prizes
is constant.
All the winners of prizes
should continue to contribute for a certain period. During
that period they have no chance to win. After that period
is over they can win again. That period depends on those types
of the prizes. If there are 6 types of prizes there are 6
types of specific periods.
In this system minimum
prize must not be very small and maximum prize must not be
very large. If the minimum prize would be very small the winner
will have no benefits. If the maximum prize is very large
the number of prizes is less.
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The Nature of the Prizes.
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| There
may be many types of prizes to be distributed. That may be 6,7,8,10,12,15,16,18
or 20,……The standard number of types of the prizes
are decided by the Fund. The value of the types of the prizes
is constant. All
the winners of prizes should continue to contribute for a certain
period. During that period they have no chance to win. After
that period is over they can win again. That period depends
on those types of the prizes. If there are 6 types of prizes
there are 6 types of specific periods.
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Following
Values of the Prizes are Imaginary, |
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Values
of the Prizes |
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1st
Prize: 100,000 US$ |
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2nd
Prize: 50,000US$ |
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3rd
Prize: 20,000US$ |
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4th
Prize: 10,000US$ |
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5th
Prize: 5,000US$ |
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6th
Prize: 2,000US$ |
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Total Amount Distributed Through
Prizes
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1st
Prize= US$ 240 Million / 6 = US$ 40 Million |
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2nd
Prize= US$ 240 Million / 6 = US$ 40 Million |
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3rd
Prize= US$ 240 Million / 6 = US$ 40 Million |
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4th
Prize= US$ 240 Million / 6 = US$ 40 Million |
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5th
Prize= US$ 240 Million / 6 = US$ 40 Million |
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6th
Prize= US$ 240 Million / 6 = US$ 40 Million |
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Number of the Types of Prizes
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1st
Type = US$ 40 Million / 100,000 US$ = 400 |
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2nd
Type = US$ 40 Million / 50,000 US$ = 800 |
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3rd
Type = US$ 40 Million / 20,000 US$ = 2,000 |
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4th
Type = US$ 40 Million / 10,000 US$ = 4,000 |
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5th
Type = US$ 40 Million / 5,000 US$= 8,000 |
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6th
Type = US$ 40 Million / 2,000 US$ = 20,000 |
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According
to this System after one month |
Types
of Prizes |
Amount
of Prizes |
1st
Type |
400 |
2nd
Type |
800 |
3rd
Type |
2,000 |
4th
Type |
4,000 |
5th
Type |
8,000 |
6th
Type |
20,000 |
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According
to this System after one one year |
Types
of Prizes |
Amount
of Prizes |
1st
Type |
4800 |
2nd
Type |
5600 |
3rd
Type |
24,000 |
4th
Type |
48,000 |
5th
Type |
96,000 |
6th
Type |
240,000 |
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According
to this System after one 10 years |
Types
of Prizes |
Amount
of Prizes |
1st
Type |
48,000 |
2nd
Type |
56,000 |
3rd
Type |
240,000 |
4th
Type |
480,000 |
5th
Type |
960,000 |
6th
Type |
2,400,000 |
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The Minimum Price & the Maximum
Price.
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In
this system minimum prize must not be very small and maximum
prize must not be very large. If the minimum prize would be
very small the winner will have no benefits. If the maximum
prize is very large the number of prizes is less. |
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Nature of the Winning System.
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All
the winners of prizes should continue to contribute for a certain
period. During that period they have no chance to win. After
that period is over they can win again. That period depends
on those types of the prizes. If there are 6 types of prizes
there are 6 types of specific periods. |
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The Special Features of this System.
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*Number
of all registered members of the labor force in the Fund = x
*Amount each member should contributed per month
= y
*Total collection of funds = xy
If types
of prizes = 6, Following values of the prizes are imaginary
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Values
of the Prizes |
1st
Prize: 100,000 US$ |
2nd
Prize: 50,000US$ |
3rd
Prize: 20,000US$ |
4th
Prize: 10,000US$ |
5th
Prize: 5,000US$ |
6th
Prize: 2,000US$ |
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Number of the Prizes
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Number
of 1st Prizes = (xy/6) (1/100,000) |
Number
of 2nd Prizes = (xy/6) (1/50,000) |
Number
of 3rd Prizes = (xy/6) (1/20,000) |
Number
of 4th Prizes = (xy/6) (1/10,000) |
Number
of 5th Prizes = (xy/6) (1/5,000) |
Number
of 5th Prizes = (xy/6) (1/2,000) |
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*
Total number of prizes distributed per month =
{(xy/6)[1/(100,000)+ 1/(50,000)+ 1/(20,000)+ 1/(10,000)+ 1/(5,000)+
1/(2,000)]} = (88xy/6) {(1/100,000)}
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Imagine
One Member could not Win Twice |
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| *
Total number of prizes distributed per year = (12*88xy/6) {(1/100,000)}
= 176xy (1/100,000) |
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*
Number of prizes per year as a Percentage =
[{176y (1/100,000)}*100] % = (0.176y) %
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*
Number of prizes after10 year
as a percentage = (1.76y) %
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*
Number of prizes after10 year
as a percentage = z
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After
these Periods Winners of these Types of Prizes can Win Again |
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1st
Prize: After 10 Years |
2nd
Prize: After 5 Years |
3rd
Prize: After 3 Years |
4th
Prize: After 2 Years |
5th
Prize: After 1 Year |
6th
Prize: After 6 Months |
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*
Above periods of the winners is imaginary |
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The
Special Important Sections of this System. |
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| (1)
The Contributory Law for the Labor force & Workers. |
| (2)
The Contributory Payment Per Month. |
| (3)
The Nature of the Distribution of the Prizes. |
| (4)
The Minimum Prize & the Maximum Prize. |
| (5)
Nature of the Winning System. |
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About the Contributory Community
Protection Fund.
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This
Contributory Community Protection System is related to a Particular
Contributory Community Protection Fund. This Fund must be independent
and full of transparency. This Fund is a non profitable organization.
This Fund depends only on the labor force. The only Institution
that can influence this Fund is the Constituent Assembly of
the Country. |
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Fundamental Features of The ContributoryCommunity
Protection Fund.
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| (1)
This Fund must be Independent. |
| (2)
This Fund must be full of Transparency. |
| (3)
This Fund must be administered in a Democratic manner. |
| (4)
This is a non Profitable Organization. |
| (5)This
Fund Depends on Workers Contributions. |
| (6)
The only Institution that can influence this Fund is the Constituent
Assembly of the Country. |
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Copy
Rights © All Rights Reserved |
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| Aouthr
: Asanka Shaminda Perera |
asperera2006@yahoo.com |
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