〖若1〗u4(n) = (8*13*3*10)ⁿ+(10*5*4*15)ⁿ+(15*9*2*8)ⁿ+(14*4*9*7)ⁿ+(7*2*13*12)ⁿ+(12*3*5*14)ⁿ+(2*11*16*5)ⁿ+(3*16*6*9)ⁿ+(4*6*11*13)ⁿ+(8*11*1*14)ⁿ+(10*16*1*7)ⁿ+(15*6*1*12)ⁿ = 3120ⁿ+3000ⁿ+2160ⁿ+3528ⁿ+2184ⁿ+2520ⁿ+1760ⁿ+2592ⁿ+3432ⁿ+1232ⁿ+1120ⁿ+1080ⁿ
〖又1〗v4(n) =(8*13*11*2)ⁿ+(10*5*16*3)ⁿ+(15*9*6*4)ⁿ+(14*4*11*5)ⁿ+(7*2*16*9)ⁿ+(12*3*6*13)ⁿ+(2*12*5*15)ⁿ+(3*14*9*8)ⁿ+(4*7*13*10)ⁿ+(8*10*15*1)ⁿ+(14*7*12*1)ⁿ+(11*16*6*1)ⁿ = 2288ⁿ+2400ⁿ+3240ⁿ+3080ⁿ+2016ⁿ+2808ⁿ+1800ⁿ+3024ⁿ+3640ⁿ+1200ⁿ+1176ⁿ+1056ⁿ
【则1】当 n = 0,1,2 时,u4(n) = v4(n)
其中,当 n = 0 时,u4(0) = 12 = v4(0);当 n = 1 时,u4(1) = 27728 = v4(1);当 n = 2 时,u4(2) = 72500352 = v4(2)。
〖又1〗v4(n) =(8*13*11*2)ⁿ+(10*5*16*3)ⁿ+(15*9*6*4)ⁿ+(14*4*11*5)ⁿ+(7*2*16*9)ⁿ+(12*3*6*13)ⁿ+(2*12*5*15)ⁿ+(3*14*9*8)ⁿ+(4*7*13*10)ⁿ+(8*10*15*1)ⁿ+(14*7*12*1)ⁿ+(11*16*6*1)ⁿ = 2288ⁿ+2400ⁿ+3240ⁿ+3080ⁿ+2016ⁿ+2808ⁿ+1800ⁿ+3024ⁿ+3640ⁿ+1200ⁿ+1176ⁿ+1056ⁿ
【则1】当 n = 0,1,2 时,u4(n) = v4(n)
其中,当 n = 0 时,u4(0) = 12 = v4(0);当 n = 1 时,u4(1) = 27728 = v4(1);当 n = 2 时,u4(2) = 72500352 = v4(2)。