All =1000000000 nxt; //10b
Ab =account balance;
Case one: Similar 1 nxt = 1 vote
But:
Maybe a person owns 100,000,000 ( e.g: [10000 accounts * 10000 per account] or [100000 accounts * 1000 per account] ) , do you have better good idea?
Case two: Similar 1 account = 1 vote , No matter how much the amount, fixed amount of voting.
In this case, the account count is limited, because each must have nxt amount over 1000.
Maximum number of accounts is 1,000,000,000/1000 =1,000,000 vote
E.g:
Edit: Case two Add a condition: Block Limit.
Ab =account balance;
Case one: Similar 1 nxt = 1 vote
Quote
if Ab<=1000; {1 nxt = 1 Vote;} // no fee ,if set fee,the fee will be obtain by large shareholder.
if Ab>1000 and Ab<=10000; {1 nxt =(1-Ab/All) vote;}
if Ab>10000 and Ab<=100000; {1 nxt =(1-Ab/All) vote; and min fee=1}
if Ab>100000 and Ab<=1000000; {1 nxt =(1-Ab/All) vote; and fee= (Ab/All)*10000;} //max fee= 10nxt
if Ab>1000000 and Ab<=10000000; {1 nxt =(1-Ab/All) vote; and fee= (Ab/All)*20000;} //max fee= 200nxt
if Ab>10000000 and Ab<=100000000; {1 nxt =(1-Ab/All) vote; and fee= (Ab/All)*20000;}//max fee= 2000nxt
if Ab>100000000; {1 nxt =(1-Ab/All)vote; and fee= (Ab/All)*35000;}//max fee= 3500nxt
if Ab>1000 and Ab<=10000; {1 nxt =(1-Ab/All) vote;}
if Ab>10000 and Ab<=100000; {1 nxt =(1-Ab/All) vote; and min fee=1}
if Ab>100000 and Ab<=1000000; {1 nxt =(1-Ab/All) vote; and fee= (Ab/All)*10000;} //max fee= 10nxt
if Ab>1000000 and Ab<=10000000; {1 nxt =(1-Ab/All) vote; and fee= (Ab/All)*20000;} //max fee= 200nxt
if Ab>10000000 and Ab<=100000000; {1 nxt =(1-Ab/All) vote; and fee= (Ab/All)*20000;}//max fee= 2000nxt
if Ab>100000000; {1 nxt =(1-Ab/All)vote; and fee= (Ab/All)*35000;}//max fee= 3500nxt
But:
Maybe a person owns 100,000,000 ( e.g: [10000 accounts * 10000 per account] or [100000 accounts * 1000 per account] ) , do you have better good idea?
Case two: Similar 1 account = 1 vote , No matter how much the amount, fixed amount of voting.
Quote
if Ab<1000; {1 account = 0 vote; fee=1 nxt} //acct less than 1000, no the vote right.
if Ab>1000 and Ab<=10000; {1 account = 1 vote; fee=1 nxt}
if Ab>10000 and Ab<=100000; {1 account = 1 vote; fee=1 nxt}
....
.....
if Ab>100000000; {1 account = 1 vote; fee=1 nxt}
if Ab>1000 and Ab<=10000; {1 account = 1 vote; fee=1 nxt}
if Ab>10000 and Ab<=100000; {1 account = 1 vote; fee=1 nxt}
....
.....
if Ab>100000000; {1 account = 1 vote; fee=1 nxt}
In this case, the account count is limited, because each must have nxt amount over 1000.
Maximum number of accounts is 1,000,000,000/1000 =1,000,000 vote
E.g:
Quote
if a person owns 100,000,000 ( e.g: [100000 accounts * 1000 per account] ) , He Max gets 100000 votes, this is a POS system, which is his right, and he will pay more than 100000 fee. Difficult? 
But this system is not the minority game, so a large number of small shareholders have a right to vote too...
100000 people each owns 1000, will beyond him... Difficult?
So if you want to win the vote, or pay fee >100000 Nxt, or to find >100000 people ( >100000 accounts)
But this system is not the minority game, so a large number of small shareholders have a right to vote too...
100000 people each owns 1000, will beyond him... Difficult?
So if you want to win the vote, or pay fee >100000 Nxt, or to find >100000 people ( >100000 accounts)
Edit: Case two Add a condition: Block Limit.