Senate Resolution Calling for a Constitutional Convention. (user search)
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  Senate Resolution Calling for a Constitutional Convention. (search mode)
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Author Topic: Senate Resolution Calling for a Constitutional Convention.  (Read 6144 times)
Colin
ColinW
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Posts: 11,684
Papua New Guinea


Political Matrix
E: 3.87, S: -6.09

« on: January 04, 2005, 06:22:22 PM »

I support this 100% and I hope the Senate votes unanimously for this Resolution.
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Colin
ColinW
Atlas Icon
*****
Posts: 11,684
Papua New Guinea


Political Matrix
E: 3.87, S: -6.09

« Reply #1 on: January 04, 2005, 07:59:44 PM »

I urge VP Keystone Phil to open up the vote on this immediately.
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Colin
ColinW
Atlas Icon
*****
Posts: 11,684
Papua New Guinea


Political Matrix
E: 3.87, S: -6.09

« Reply #2 on: January 06, 2005, 07:21:29 PM »

Since you're going for proportional, here are the priority values for each Region with the current registered population.

(1) NE 49 voters
(2) ME 23 voters
(3) P  22 voters
(4) SE 22 voters
(5) MW 15 voters
----
(6) NE delegate #2 PV 34.65
(7) NE delegate #3 PV 20.00
(Cool ME delegate #2 PV 16.26
(9) P  delegate #2 PV 15.56
(10) SE delegate #2 PV 15.56
(11) NE delegate #4 PV 14.14
(12) NE delegate #5 PV 10.96
(13) MW delegate #2 PV 10.61
(14) ME delegate #3 PV 9.39
(15) P delegate #3 PV 8.98
(16) SE delegate #3 PV 8.98
(17) NE delegate #6 PV 8.95
(18) NE delegate #7 PV 7.56

6 delgates, 11 delegates, and 17 delegates make good breakpoints.
I must be a complete idiot but can you explain this to me Ernest.

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Colin
ColinW
Atlas Icon
*****
Posts: 11,684
Papua New Guinea


Political Matrix
E: 3.87, S: -6.09

« Reply #3 on: January 07, 2005, 03:24:05 PM »

This system is the same as that used to apportion the US House, which is called the method of equal proportions.

Step 1: Give each State a seat (Region a delegate).

Step 2: Determine for each State its priority value.
The priority value is equal to the population of the State divided by the square root of n*(n+1) where n is the number of seats it current has.  At the start this will be dividing all populations by the square root of 2 (2=1*2)  to get the priority values, then by the square root of 6 (6=2*3), square root of 12 (12=3*4) etc. as States add seats.

Step 3: Give the State with the largest priority value a seat and recalculate its priority value based on the fact that it has an extra seat.

Step 4: Until you have the number of seats you want,  repeat Step 3.

(Or alternatively, you could decide a priori that the cutoff will be at a certain priority value, if you don't want a fixed size for the group.
Thank you for that explaination.
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