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TheBetterMethod

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  1. Well looking at that, the only way you could make a decent box is to fiberglass the bottom to the contours of the floor. The dimensions in the drawing are a little confusing, but the volume I came up with was 2.9 cu.ft. before subtracting the hump and irregularities. After subtracting those irregularities, your actual available box volume is about 2.7 cu.ft. or less. It's just hard to tell judging by the photo. Once the seat is raised 4 inches you'll gain about 1.4 cu.ft. and that will bring your available gross box volume up to approximately 4.1cu.ft. which is plenty for two twelves and a port.

    All that was figured out with just a basic understanding of geometry. I'm no mathematician I just understand how to apply what I've been taught. If you can figure the volume of a cube, your good to go. Just break the dimensions you have into multiple volumes, instead of trying to do all the math with one equation.

    What I did was take the height X depth X width to determine the major volume. Then calculate the volume of the hump, and subtract that from the major value.

    Hopefully I explained that in a way that make sense. Let me know if that didn't help. :trippy:

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