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Assuming that nine items, each worth 8 points, are submitted and that the items represent at least six unique categories, the highest theoretical score obtainable is {{#expr: (14 + 8*9 + 9-2*0 + 5*6) }} (14 + 72 + 9 + 30). However, getting a score of 125 is not currently possible because there are eight categories and at least six unique categories have to be used. There are only items with a value of 8 points in four of the categories: animal, artisan, foraging, and fruits. This means that two items worth less than 8 points have to be used in order to fulfill the requirement of using items from at least six unique categories in your display. The highest value item in the fish category is iridium-quality cockles, at 7 points. The highest value item in the vegetables category is iridium-quality fiddlehead fern, at 7 points. Because of this, the current theoretical highest score obtainable is 123.  

Assuming that nine items, each worth 8 points, are submitted and that the items represent at least six unique categories, the highest theoretical score obtainable is {{#expr: (14 + 8*9 + 9-2*0 + 5*6) }} (14 + 72 + 9 + 30). However, getting a score of 125 is not currently possible because 8-point items don't exist in all categories. Out of the eight categories that exist, only 4 contain 8-point items: Animal Products, Artisan Goods, Foraging, and Fruits. In order to use items from 6 unique categories, 2 must be chosen from categories that do not contain 8-point items. The highest value Fish item is iridium-quality cockles, at 7 points. The highest value Vegetable item is iridium-quality fiddlehead fern, at 7 points. Because of this, the current highest score obtainable is 123.  

Once the judging is complete, make sure to retrieve the items from the table, as they are '''not''' automatically returned.

Once the judging is complete, make sure to retrieve the items from the table, as they are '''not''' automatically returned.