User blog:Nayuta Ito/Alpha function by b1mb0w conversion

$$\alpha(0.0)=D $$ $$\alpha(0.1)=D $$ $$\alpha(0.2)=D $$ $$\alpha(0.3)=D $$ $$\alpha(0.4)=D $$ $$\alpha(0.5)=D(0) $$ $$\alpha(0.6)=D(0) $$ $$\alpha(0.7)=D(0) $$ $$\alpha(0.8)=D(0) $$ $$\alpha(0.9)=D(0) $$ $$\alpha(1.0)=D(1) $$ $$\alpha(1.1)=D(1) $$ $$\alpha(1.2)=D(1) $$ $$\alpha(1.3)=D(1) $$ $$\alpha(1.4)=D(1) $$ $$\alpha(1.5)=D(1) $$ $$\alpha(1.6)=D(1) $$ $$\alpha(1.7)=D(1) $$ $$\alpha(1.8)=D(1) $$ $$\alpha(1.9)=D(1) $$ $$\alpha(2.0)=D(1,0) $$ $$\alpha(2.1)=D(1,1) $$ $$\alpha(2.2)=D(1,2) $$ $$\alpha(2.3)=D(1,3) $$ $$\alpha(2.4)=D(1,4) $$ $$\alpha(2.5)=D(2,0) $$ $$\alpha(2.6)=D(2,1) $$ $$\alpha(2.7)=D(2,2) $$ $$\alpha(2.8)=D(2,3) $$ $$\alpha(2.9)=D(2,4) $$ $$\alpha(3.0)=D(3,0) $$ $$\alpha(3.1)=D(3,1) $$ $$\alpha(3.2)=D(3,2) $$ $$\alpha(3.3)=D(3,3) $$ $$\alpha(3.4)=D(3,4) $$ $$\alpha(3.5)=D(4,0) $$ $$\alpha(3.6)=D(4,1) $$ $$\alpha(3.7)=D(4,2) $$ $$\alpha(3.8)=D(4,3) $$ $$\alpha(3.9)=D(4,4) $$ $$\alpha(4.0)=D(1,0,0) $$ $$\alpha(4.1)=D(1,6,13) $$ $$\alpha(4.2)=D(1,13,10) $$ $$\alpha(4.3)=D(2,3,6) $$ $$\alpha(4.4)=D(2,10,3) $$ $$\alpha(4.5)=D(3,0,0) $$ $$\alpha(4.6)=D(3,6,13) $$ $$\alpha(4.7)=D(3,13,10) $$ $$\alpha(4.8)=D(4,3,6) $$ $$\alpha(4.9)=D(4,10,3) $$ $$\alpha(5.0)=D(5,0,0) $$ $$\alpha(5.1)=D(5,6,13) $$ $$\alpha(5.2)=D(5,13,10) $$ $$\alpha(5.3)=D(6,3,6) $$ $$\alpha(5.4)=D(6,10,3) $$ $$\alpha(5.5)=D(7,0,0) $$ $$\alpha(5.6)=D(7,6,13) $$ $$\alpha(5.7)=D(7,13,10) $$ $$\alpha(5.8)=D(8,3,6) $$ $$\alpha(5.9)=D(8,10,3) $$ $$\alpha(6.0)=D(9,0,0) $$ $$\alpha(6.1)=D(9,6,13) $$ $$\alpha(6.2)=D(9,13,10) $$ $$\alpha(6.3)=D(10,3,6) $$ $$\alpha(6.4)=D(10,10,3) $$ $$\alpha(6.5)=D(11,0,0) $$ $$\alpha(6.6)=D(11,6,13) $$ $$\alpha(6.7)=D(11,13,10) $$ $$\alpha(6.8)=D(12,3,6) $$ $$\alpha(6.9)=D(12,10,3) $$ $$\alpha(7.0)=D(13,0,0) $$ $$\alpha(7.1)=D(13,6,13) $$ $$\alpha(7.2)=D(13,13,10) $$ $$\alpha(7.3)=D(14,3,6) $$ $$\alpha(7.4)=D(14,10,3) $$ $$\alpha(7.5)=D(15,0,0) $$ $$\alpha(7.6)=D(15,6,13) $$ $$\alpha(7.7)=D(15,13,10) $$ $$\alpha(7.8)=D(16,3,6) $$ $$\alpha(7.9)=D(16,10,3) $$ $$\alpha(8.0)=D(1,0,0,0) $$ $$\alpha(8.1)=D(1,52429,39322,13107) $$ $$\alpha(8.2)=D(2,39322,13107,26214) $$ $$\alpha(8.3)=D(3,26214,52429,39322) $$ $$\alpha(8.4)=D(4,13107,26214,52429) $$ $$\alpha(8.5)=D(5,0,0,0) $$ $$\alpha(8.6)=D(5,52429,39322,13107) $$ $$\alpha(8.7)=D(6,39322,13107,26214) $$ $$\alpha(8.8)=D(7,26214,52429,39322) $$ $$\alpha(8.9)=D(8,13107,26214,52429) $$ $$\alpha(9.0)=D(9,0,0,0) $$ $$\alpha(9.1)=D(9,52429,39322,13107) $$ $$\alpha(9.2)=D(10,39322,13107,26214) $$ $$\alpha(9.3)=D(11,26214,52429,39322) $$ $$\alpha(9.4)=D(12,13107,26214,52429) $$ $$\alpha(9.5)=D(13,0,0,0) $$ $$\alpha(9.6)=D(13,52429,39322,13107) $$ $$\alpha(9.7)=D(14,39322,13107,26214) $$ $$\alpha(9.8)=D(15,26214,52429,39322) $$ $$\alpha(9.9)=D(16,13107,26214,52429) $$ $$\alpha(10.0)=D(17,0,0,0) $$ $$\alpha(10.1)=D(17,52429,39322,13107) $$ $$\alpha(10.2)=D(18,39322,13107,26214) $$ $$\alpha(10.3)=D(19,26214,52429,39322) $$ $$\alpha(10.4)=D(20,13107,26214,52429) $$ $$\alpha(10.5)=D(21,0,0,0) $$ $$\alpha(10.6)=D(21,52429,39322,13107) $$ $$\alpha(10.7)=D(22,39322,13107,26214) $$ $$\alpha(10.8)=D(23,26214,52429,39322) $$ $$\alpha(10.9)=D(24,13107,26214,52429) $$ $$\alpha(11.0)=D(25,0,0,0) $$ $$\alpha(11.1)=D(25,52429,39322,13107) $$ $$\alpha(11.2)=D(26,39322,13107,26214) $$ $$\alpha(11.3)=D(27,26214,52429,39322) $$ $$\alpha(11.4)=D(28,13107,26214,52429) $$ $$\alpha(11.5)=D(29,0,0,0) $$ $$\alpha(11.6)=D(29,52429,39322,13107) $$ $$\alpha(11.7)=D(30,39322,13107,26214) $$ $$\alpha(11.8)=D(31,26214,52429,39322) $$ $$\alpha(11.9)=D(32,13107,26214,52429) $$ $$\alpha(12.0)=D(33,0,0,0) $$ $$\alpha(12.1)=D(33,52429,39322,13107) $$ $$\alpha(12.2)=D(34,39322,13107,26214) $$ $$\alpha(12.3)=D(35,26214,52429,39322) $$ $$\alpha(12.4)=D(36,13107,26214,52429) $$ $$\alpha(12.5)=D(37,0,0,0) $$ $$\alpha(12.6)=D(37,52429,39322,13107) $$ $$\alpha(12.7)=D(38,39322,13107,26214) $$ $$\alpha(12.8)=D(39,26214,52429,39322) $$ $$\alpha(12.9)=D(40,13107,26214,52429) $$ $$\alpha(13.0)=D(41,0,0,0) $$ $$\alpha(13.1)=D(41,52429,39322,13107) $$ $$\alpha(13.2)=D(42,39322,13107,26214) $$ $$\alpha(13.3)=D(43,26214,52429,39322) $$ $$\alpha(13.4)=D(44,13107,26214,52429) $$ $$\alpha(13.5)=D(45,0,0,0) $$ $$\alpha(13.6)=D(45,52429,39322,13107) $$ $$\alpha(13.7)=D(46,39322,13107,26214) $$ $$\alpha(13.8)=D(47,26214,52429,39322) $$ $$\alpha(13.9)=D(48,13107,26214,52429) $$ $$\alpha(14.0)=D(49,0,0,0) $$ $$\alpha(14.1)=D(49,52429,39322,13107) $$ $$\alpha(14.2)=D(50,39322,13107,26214) $$ $$\alpha(14.3)=D(51,26214,52429,39322) $$ $$\alpha(14.4)=D(52,13107,26214,52429) $$ $$\alpha(14.5)=D(53,0,0,0) $$ $$\alpha(14.6)=D(53,52429,39322,13107) $$ $$\alpha(14.7)=D(54,39322,13107,26214) $$ $$\alpha(14.8)=D(55,26214,52429,39322) $$ $$\alpha(14.9)=D(56,13107,26214,52429) $$ $$\alpha(15.0)=D(57,0,0,0) $$ $$\alpha(15.1)=D(57,52429,39322,13107) $$ $$\alpha(15.2)=D(58,39322,13107,26214) $$ $$\alpha(15.3)=D(59,26214,52429,39322) $$ $$\alpha(15.4)=D(60,13107,26214,52429) $$ $$\alpha(15.5)=D(61,0,0,0) $$ $$\alpha(15.6)=D(61,52429,39322,13107) $$ $$\alpha(15.7)=D(62,39322,13107,26214) $$ $$\alpha(15.8)=D(63,26214,52429,39322) $$ $$\alpha(15.9)=D(64,13107,26214,52429) $$