Template:Zhegalkin matrix/triangle Xi

$\Xi _{n,~k}~~=~~\Pi _{n,~k}\oplus k$

k 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 n 0 0 0 1 0 2 0 2 2 0 14 8 6 8 6 0 14 0 14 8 6 8 6 0 14 row 3 of length 256:     0, 254, 168, 86 ... 168, 86, 0, 254 [0, 254, 168, 86, 200, 54, 96, 158, 128, 126, 40, 214, 72, 182, 224, 30, 224, 30, 72, 182, 40, 214, 128, 126, 96, 158, 200, 54, 168, 86, 0, 254, 128, 126, 40, 214, 72, 182, 224, 30, 0, 254, 168, 86, 200, 54, 96, 158, 96, 158, 200, 54, 168, 86, 0, 254, 224, 30, 72, 182, 40, 214, 128, 126, 128, 126, 40, 214, 72, 182, 224, 30, 0, 254, 168, 86, 200, 54, 96, 158, 96, 158, 200, 54, 168, 86, 0, 254, 224, 30, 72, 182, 40, 214, 128, 126, 0, 254, 168, 86, 200, 54, 96, 158, 128, 126, 40, 214, 72, 182, 224, 30, 224, 30, 72, 182, 40, 214, 128, 126, 96, 158, 200, 54, 168, 86, 0, 254, 0, 254, 168, 86, 200, 54, 96, 158, 128, 126, 40, 214, 72, 182, 224, 30, 224, 30, 72, 182, 40, 214, 128, 126, 96, 158, 200, 54, 168, 86, 0, 254, 128, 126, 40, 214, 72, 182, 224, 30, 0, 254, 168, 86, 200, 54, 96, 158, 96, 158, 200, 54, 168, 86, 0, 254, 224, 30, 72, 182, 40, 214, 128, 126, 128, 126, 40, 214, 72, 182, 224, 30, 0, 254, 168, 86, 200, 54, 96, 158, 96, 158, 200, 54, 168, 86, 0, 254, 224, 30, 72, 182, 40, 214, 128, 126, 0, 254, 168, 86, 200, 54, 96, 158, 128, 126, 40, 214, 72, 182, 224, 30, 224, 30, 72, 182, 40, 214, 128, 126, 96, 158, 200, 54, 168, 86, 0, 254]