This system can also be used with my other suggestion for ‘multiple-choice selection’ with custom voting power allocation.
So here you would use fractal/decimal to tally up the ‘Voter’ count that is separate from the JUP weighting.
E.g. distributing voting power like such;
Your Total VP: 1000
(select one or multiple).
Project A. - 30% of VP (300 JUP)
Project B. - 20% of VP (200 JUP)
Project C - 15% of VP (150 JUP)
Project D - 35% of VP (350 JUP)
Each would tally as 0.25 for the ‘Voter’ count, more specifically being 1 divided by how many choices you select.
Other examples;
(select one or multiple).
Project A. - 30% of VP (300 JUP) Counts as 0.33 Voter Tally
Project B. - 20% of VP (200 JUP) Counts as 0.33 Voter Tally
Project C - 50% of VP (500 JUP) Counts as 0.33 Voter Tally
Project D - 0% of VP (0 JUP)
(select one or multiple).
Project A. - 30% of VP (300 JUP) Counts as 0.5 Voter Tally
Project B. - 70% of VP (700 JUP) Counts as 0.5 Voter Tally
Project C - 0% of VP (0 JUP)
Project D - 0% of VP (0 JUP)
In this way we can solve the ‘bribe/perks’ offerings for exclusive voting, as all can easily qualify with minor voting power allocation to each candidates. And you can still maintain the benefits of the 2-factor majority system with improved consensus.