commonyoshi
Smash Hero
How many days until deadline? I'm probably going to have to vote soon.
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SideEffect did that. Look back and you'll find it. But the only thing we have now is a "gooey paste." Most places serve some kind of food that could be seen as gooey. And, remember that role =/= alignment. The voteblocker could be pro-town or anti-town for all we know. Unless we choose to take ZMan's word for certain, as he claimed to be mafia who voteblocked Bahamut.
I want to add that someone should make a food list for each restaurant, so night abilities can be traced to one or two people. It would make things a whole lot easier for the town.
Assuming 1 liter as 100 in this problem, we go like this.You have one liter of pure milk in one jug and one liter of pure chocolate syrup in the other. You take one cup from the milk, pour it into the jug of syrup, and stir it. You then take a cup from the now blended syrup jug and pour it back into the milk jug. Which jug is more concentrated with their original ingredient?
No... because then you have two different final volumes. if you take any amount of volume away and then replace it with an equal volume of something else, you should still get the same volume, besides, I already answered this one. The equation is more like you have 100 of each and if one of them has a ratio of 25:75 then the other must have 75:25 since the volumes remain constant so no matter how much you take from one cup, if you return the same amount of liquid then both containers will have the same milk:syrup ratio. Where you went wrong was when the first cup was equal to 50 in the first half of the question but in the second half you changed the value of 1 cup to 50+25.Assuming 1 liter as 100 in this problem, we go like this.
Jar 1: 100 Milk
Jar 2: 100 Syrup
Jar 1: 50 Milk
Jar 2: 100 Syrup + 50 Milk
Jar 1: 75 Milk + 50 Syrup
Jar 2: 50 Syrup + 25 Milk
Jar 1: 75:50 = 3:2
Jar 2: 50:25 = 2:1 = 4:2
So Jar 2 with the Syrup. Assuming I did that correctly.
EDIT: I'll say that, but I think I'm wrong because I forgot how much 1 cup was in a liter. Same concept though I think.