Re: Revolution on SM63 judgings (?)
In chat I just described what I refered to as a "Mario Kart judging system". I think I could... elaborate on that. While I do think this could be a valid system, I don't think people will like it very much, but eh.
I called it a Mario Kart judging system because it kind of takes inspiration from how scores work in those game's Grand Prix modes.
The idea is that each judge takes the entries, and organizes them depending on how they think the placings for the contest should be, from 1st to whichever the last place is. Depending on the placing, each participant gets a certain amount of points. Then those points are added with the ones from other judges, and whoever gets the most points overall wins.
The amount of points given could be equal to n-(p-1), with n being the number of participants and p being their placing. However we could also go full Mario Party and actually assign a proper point value for each place, like 15 points for 1st place, 12 for 2nd, etc. (That might actually be better)
To better illustrate it, let's have an example. Let's say the following contestants join:
Hyperfungi
AngelOfNightmares
~MIDI Minimizer~
Astro lord
BurningIce
Treemaster
Applejuice
We have Judge A, B, and C. For the sake of this example I'll use the first point value method I described. Judge A judges like this:
1st ~MIDI Minimizer~ (+7)
2nd AngelOfNightmares (+6)
3rd Treemaster (+5)
4th Astro lord (+4)
5th Hyperfungi (+3)
6th BurningIce (+2)
7th Applejuice (+1)
Judge B judges like this:
1st Hyperfungi (+7)
2nd Treemaster (+6)
3rd BurningIce (+5)
4th Astro lord (+4)
5th AngelOfNightmares (+3)
6th ~MIDI Minimizer~ (+2)
7th Applejuice (+1)
And Judge C judges like this:
1st AngelOfNightmares (+7)
2nd Hyperfungi (+6)
3rd ~MIDI Minimizer~ (+5)
4th Treemaster (+4)
5th Astro lord (+3)
6th BurningIce (+2)
7th Applejuice (+1)
Adding up, the final result is this:
1st AngelOfNightmares (6+3+7=16)
1st Hyperfungi (3+7+6=16)
2nd Treemaster (5+6+4=15)
3rd ~MIDI Minimizer~ (7+2+5=14)
4th Astro lord (4+4+3=11)
5th BurningIce (2+5+2=9)
6th Applejuice (1+1+1=3)
Well in this particular case there was a tie, but yeah. That's how it would work, more or less.
I called it a Mario Kart judging system because it kind of takes inspiration from how scores work in those game's Grand Prix modes.
The idea is that each judge takes the entries, and organizes them depending on how they think the placings for the contest should be, from 1st to whichever the last place is. Depending on the placing, each participant gets a certain amount of points. Then those points are added with the ones from other judges, and whoever gets the most points overall wins.
The amount of points given could be equal to n-(p-1), with n being the number of participants and p being their placing. However we could also go full Mario Party and actually assign a proper point value for each place, like 15 points for 1st place, 12 for 2nd, etc. (That might actually be better)
To better illustrate it, let's have an example. Let's say the following contestants join:
Hyperfungi
AngelOfNightmares
~MIDI Minimizer~
Astro lord
BurningIce
Treemaster
Applejuice
We have Judge A, B, and C. For the sake of this example I'll use the first point value method I described. Judge A judges like this:
1st ~MIDI Minimizer~ (+7)
2nd AngelOfNightmares (+6)
3rd Treemaster (+5)
4th Astro lord (+4)
5th Hyperfungi (+3)
6th BurningIce (+2)
7th Applejuice (+1)
Judge B judges like this:
1st Hyperfungi (+7)
2nd Treemaster (+6)
3rd BurningIce (+5)
4th Astro lord (+4)
5th AngelOfNightmares (+3)
6th ~MIDI Minimizer~ (+2)
7th Applejuice (+1)
And Judge C judges like this:
1st AngelOfNightmares (+7)
2nd Hyperfungi (+6)
3rd ~MIDI Minimizer~ (+5)
4th Treemaster (+4)
5th Astro lord (+3)
6th BurningIce (+2)
7th Applejuice (+1)
Adding up, the final result is this:
1st AngelOfNightmares (6+3+7=16)
1st Hyperfungi (3+7+6=16)
2nd Treemaster (5+6+4=15)
3rd ~MIDI Minimizer~ (7+2+5=14)
4th Astro lord (4+4+3=11)
5th BurningIce (2+5+2=9)
6th Applejuice (1+1+1=3)
Well in this particular case there was a tie, but yeah. That's how it would work, more or less.