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Somebody else's turn!
011000000 - Kaede (Hoping for Lisianthus, but oh well. :/) 011000001 - Kaede 011000010 - Kaede (Well, this is solid proof that Asa cooking for Rin instead of Lisianthus works on a point-based system, and that "Go home" is points towards at least Asa when combined with "Go with a friend". Whether or not endings are point-based is yet to be seen.) 011000011 - Kaede 011000100 - Kaede (I think... I should change my policy and just skip these ones which I already know. I'll still list them, but won't actually do them. I'll also mark them to say that I didn't actually do them.) 011000101 - Kaede* 011000110 - Kaede* 011000111 - Kaede* 011001000 - Kaede 011001001 - Primula 011001010 - Kaede 011001011 - Primula* 011001100 - Kaede* 011001101 - Primula* 011001110 - Kaede* 011001111 - Primula* 011010000 - Asa (Finally! Looks like that while "Go home" helps the CG things, it isn't required for the ending.) 011010001 - Asa (Interesting...) 011010010 - Asa (Huh. I went through a little bit of Asa's route just now, and got reminded of how on the 9th - the first day of the routelock - that Asa tells Rin "You're as strong as him...", referring to the person who was always there for her... who was her mother, and thus not a "him". In fact, there's not a single "her" in that whole scene when she's referring to Ama.) 011010011 - Asa (I see, I see...) 011010100 - Kaede (Fairly expected, but "Go home with a friend" is required for Asa.) 011010101 - Primula 011010110 - Kaede* 011010111 - Primula* 011011000 - Kaede* 011011001 - Primula* 011011010 - Kaede (New theory: Kaede is the result for when the other girls don't have enough points for any of their endings.) 011011011 - Primula* 011011100 - Kaede* 011011101 - Primula* 011011110 - Kaede* 011011111 - Primula*
More assumptions here I admit, but I'm reasonably confident that the remaining half of what I would normally do consist of 28 Kaede endings and 4 for Asa. From this assumption, the results are as follows for the first 256 routes: Lisianthus - 26 Nerine - 0 Kaede - 176 Asa - 8 Primula - 46 If I were to assume that the second half is a clean inverse, then the end results would be 26, 26, 352, 16 & 92, or 5%, 5%, 68%, 3% & 18% (with a 1% margin of error) The odds for a first-time reader unfortunately aren't something I can figure out yet, due to not knowing how Nerine fits into it all. So of course, I continue.
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