Camdon

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General

One char slot left, Got some questions So I have one character slot left, but I want to make a third warrior, for the S Rank card buff, since apparently my 120 DW only counts as A Rank. At first I was thinking Mihile, because when he gets to 120 I can delete my Cygnus (If it wont affect my UA at all, can someone confirm?) and have another free slot. I already have the other level 70 buffs for Cannon, Merc, DS, and Phantom, I'm only missing Mihiles. Second I was thinking Dark Knight, because I've wanted one for a little while now. I had a DK before fourth job was released and I always enjoyed my spear. Third I was thinking Aran. Although I'm not a fan, a 4th job Aran has that card effect for chance to heal HP on hit (Very tempting, unless I

General Chat

Double mind explosion! So me and my friend were texting while I was cooking supper, and I sent her a text complaining how the slit in the bag of milk my roommate cut was wayyy too large, and that it poured wayyy too much milk. As a side, I'm in NB, Canada and shes in Sacramento. Apparently in the states, milk can't be purchased in bags. I sent her a picture of the container with the bag of milk inside it, which was about 3/4 full, to which she replied asking how the bag didn't fall out when I poured milk. I then sent her a short video of me pouring a glass of milk and she replied saying her mind was completely blown. I think my cerebellum exploded a bit when she replied with that. Random--I know--and very sad, but that's the highlight of my

General Chat

Pi =/= 3.14, Pi = 4! Edit: Just so you guys understand, the flaw here is a misappropriation of the Riemann's sum. In 1st year university (or possibly intro to calc, but definitely first year calculus) you will learn that the area under a curve can be determined by dividing it into rectangles. By reducing the width of each rectangle as close to zero as possible, and increasing the number of rectangles to infinity, we can approximate the area under said curve. The obvious answer to this is that you will either have an under or an over approximation of the actual area. This is where the derivative comes in. This picture is, and always will be, a severe overestimation, and just a joke picture.

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