Rješenja nekih zadataka iz prvog
kolokvija iz kolegija "Programiranje 1"

Zadatak 3
ID Zadatak 1 Zadatak 2 a) b) c)
2008-001 x+z, z+x 1...1 11111101 01101010 (1153B)12 1KEM 17
2008-002 y⋅z, z⋅y 1...1 11111101 10111100 (B30A)12 2109 17
2008-003 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 11000011 (1D1B37)15 435751 11
2008-004 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 11101110 (29G87)17 14316232 19
2008-005 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 00011000 (C66CE)17 1331 12
2008-006 x+y+z, x+z+y, y+z+x, z+y+x 1...1 11111101 00110011 (11461A)11 10122310 12
2008-007 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 10010110 (14D1E9)19 6DE2 9
2008-008 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 01101000 (4HI46)19 3624004 18
2008-009 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 00001110 (11030C)15 17566313 11
2008-010 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11111100 10101101 (C6C9)15 11233132 18
2008-011 x⋅y⋅z, y⋅x⋅z, z⋅x⋅y, z⋅y⋅x 1...1 00011010 (55853)11 13836113 12
2008-012 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 11100111 (36GE6)18 2444771 19
2008-013 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 00011101 (154C2D)15 2725241 12
2008-014 x+z, z+x 1...1 11111100 00010001 (2A432)12 O8N 19
2008-015 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 00110001 (1ECE8)15 532 18
2008-016 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 00111000 (59942)11 11023321 19
2008-017 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 01101010 (BD7E1)15 611 19
2008-018 y+z, z+y 1...1 11111101 01010001 (13AF8F)18 2703245 11
2008-019 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 01010010 (91031)11 1332130 12
2008-020 x⋅z, z⋅x 1...1 11111101 00110111 (58AGB)17 3746554 15
2008-021 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11111110 11000011 (63A29)13 3054734 19
2008-022 x⋅y, y⋅x 1...1 11111101 01110010 (43AA7)11 2330120 19
2008-023 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 11111101 00001110 (104753)11 22416870 12
2008-024 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 00111001 (7A36)12 1532 19
2008-025 x⋅z, z⋅x 1...1 11111101 11100010 (AHBEG)18 1253 18
2008-026 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 11010101 (4ABB9)13 16768778 19
2008-027 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111110 00000100 (158C37)13 3464042 12
2008-028 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111100 01111011 (124F9)17 7A11 18
2008-029 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 11101100 (11GE4F)17 1125503 12
2008-030 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 01001111 (HD641)19 1NII 11
2008-031 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111101 11111000 (118A86)14 1E98 12
2008-032 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 01011001 (16FBG1)19 723347 12
2008-033 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 00100001 (1AB90)15 1353 18
2008-034 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 01011100 (A7E21)15 2122221 12
2008-035 y⋅z, z⋅y 1...1 11111101 00110110 (A991A)17 1347171 17
2008-036 x⋅z, z⋅x 1...1 11111100 10010010 (AGI7E)19 232366 12
2008-037 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 11111100 (11A572)12 3022030 12
2008-038 y⋅z, z⋅y 1...1 11111110 11000001 (51C9C)15 27HE 17
2008-039 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11111100 01000010 (F758D)19 1FBA 11
2008-040 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 10111101 (170249)12 2522762 12
2008-041 x⋅z, z⋅x 1...1 11111110 01111011 (A59E8)15 2B57 18
2008-042 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 01101101 (1AGEG)18 2HMO 17
2008-043 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 00101111 (E481A)15 13010223 12
2008-044 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 01001010 (2G3EG)17 10836310 19
2008-045 x⋅z, z⋅x 1...1 11111110 01011011 (128390)13 2232102 11
2008-046 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 10000100 (8BC94)18 2M0I 19
2008-047 x+z, z+x 1...1 11111110 00011101 (126410)13 1112221 12
2008-048 y⋅z, z⋅y 1...1 11111100 10110000 (11782A)11 1041 11
2008-049 y+z, z+y 1...1 11111110 11001101 (93427)12 606 12
2008-050 x⋅y, y⋅x 1...1 11111100 01101011 (9173E)15 660 12
2008-051 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 01000100 (E2E53)18 1671 11
2008-052 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 11100000 (255ED)18 1231057 15
2008-053 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 00110001 (4BB03)14 2223322 19
2008-054 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 00111101 (A1246)15 24203210 16
2008-055 x⋅z, z⋅x 1...1 01101000 (4467C)13 KJ0 18
2008-056 x+y+z, x+z+y, y+z+x, z+y+x 1...1 00000011 (126107)11 2984 11
2008-057 y+z, z+y 1...1 00101110 (1AC7C)18 631034 17
2008-058 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11111100 11101000 (118726)13 10313300 12
2008-059 y+z, z+y 1...1 11111110 00111011 (43098)15 740 9
2008-060 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 01101100 (130B55)13 22418483 12
2008-061 x⋅y, y⋅x 1...1 01111100 (29AC0)15 35E5 17
2008-062 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111110 11110011 (25A88)12 3725546 19
2008-063 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111101 10001100 (26589)11 1435027 17
2008-064 y+z, z+y 1...1 11111101 00110101 (3B7A0)14 276F 19
2008-065 x⋅y, y⋅x 1...1 11111101 01000010 (148AA)12 48B9 19
2008-066 x⋅y⋅z, y⋅x⋅z, z⋅x⋅y, z⋅y⋅x 1...1 11111100 00111110 (1ABCA2)14 3355370 11
2008-067 x⋅y, y⋅x 1...1 11111100 00111010 (10602)11 5E9D 19
2008-068 x+z, z+x 1...1 00001011 (1976A)12 652F 19
2008-069 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 00001000 (1B4508)12 750 9
2008-070 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 00101100 (1D0E3)17 3370002 19
2008-071 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 11110111 (ECAG8)17 15I0 19
2008-072 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 01010101 (123065)17 3DB6 11
2008-073 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 10100010 (33C37)13 23077401 19
2008-074 x⋅z, z⋅x 1...1 11111101 10110110 (13D21)14 3461011 19
2008-075 x+z+y, y+x+z, y+z+x, z+x+y 1...1 11111110 00100001 (1377B)12 1516 16
2008-076 y+z, z+y 1...1 11111110 11100111 (108BC3)14 14460120 11
2008-077 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 11011010 (60886)18 574 17
2008-078 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 11000101 (108B68)15 735 11
2008-079 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 00101000 (ABD62)14 2OMC 12
2008-080 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 01001101 (AAD2D)14 5E85 18
2008-081 y⋅z, z⋅y 1...1 11111110 00011010 (11CA9B)15 774600 11
2008-082 x⋅z, z⋅x 1...1 01010010 (22095)11 12030100 19
2008-083 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 11101110 (10E44F)18 2CME 11
2008-084 x+z, z+x 1...1 11111101 10001010 (194716)14 1706 11
2008-085 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 11110110 (384B2)14 1DFM 17
2008-086 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 01101000 (1024A4)12 732 12
2008-087 y⋅z, z⋅y 1...1 01011101 (122513)11 3362205 12
2008-088 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11111100 11000011 (20598)13 15072203 19
2008-089 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 01111110 (1BBAFB)19 21H6 11
2008-090 x+y+z, x+z+y, y+z+x, z+y+x 1...1 11111101 11011011 (12B544)14 1G62 12
2008-091 x+z, z+x 1...1 11111100 00110011 (10916)11 24148137 19
2008-092 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 00001110 (F46EG)18 4E36 12
2008-093 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 00110111 (65897)14 1DF4 12
2008-094 x⋅z, z⋅x 1...1 11111101 10110001 (1EII1)19 13881587 15
2008-095 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 10010010 (7E62H)19 8424376 18
2008-096 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 01110001 (HE61B)18 16M6 12
2008-097 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 00111010 (1D8EDD)17 325B 12
2008-098 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 01101101 (E87B1)18 2110233 12
2008-099 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 01101111 (IC0CB)19 1577 9
2008-100 x+z, z+x 1...1 11111101 01010100 (61525)17 24723137 12
2008-101 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 01101101 (11789B)14 1O2K 11
2008-102 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 00100001 (2D5B9)19 1001030 18
2008-103 x+y+z, x+z+y, y+z+x, z+y+x 1...1 11111110 00111001 (8F479)17 8165643 19
2008-104 x+y+z, x+z+y, y+z+x, z+y+x 1...1 11111100 10000100 (3DA2C)15 2536073 15
2008-105 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 01101110 (18ED08)17 1023 9
2008-106 y⋅z, z⋅y 1...1 11111110 00100101 (5E7DE)19 1L28 18
2008-107 x+z, z+x 1...1 11111110 01110100 (146964)12 13012222 12
2008-108 x+z+y, y+x+z, y+z+x, z+x+y 1...1 01101001 (1687A1)12 1341 12
2008-109 x⋅y, y⋅x 1...1 11111110 11011011 (1C710A)15 666 11
2008-110 x+y, y+x 1...1 01000111 (B92G1)18 1510676 9
2008-111 y+z, z+y 1...1 11111100 10001110 (88343)11 54A4 15
2008-112 x+z, z+x 1...1 11111101 10110010 (1H87F)18 1B3C 19
2008-113 x⋅y, y⋅x 1...1 11111101 01001110 (982AA)18 371225 19
2008-114 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 00011101 (85425)12 20G9 18
2008-115 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 01111100 (1B5HH0)19 615 11
2008-116 x+y, y+x 1...1 00101001 (186513)14 61E7 11
2008-117 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 10101101 (72577)11 18114127 19
2008-118 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 01110100 (101A35)11 2561703 12
2008-119 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 01001101 (61D7B)14 597F 18
2008-120 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 10011101 (HDEAE)18 1IK1 12
2008-121 x+y, y+x 1...1 11111110 00100011 (688B)12 1124 18
2008-122 x⋅z, z⋅x 1...1 11111100 00100111 (13D827)15 11406411 11
2008-123 x⋅y, y⋅x 1...1 11111100 01010110 (37349)13 NKB 17
2008-124 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 10001111 (51636)11 1111 19
2008-125 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111100 10011101 (120541)13 764213 12
2008-126 x⋅z, z⋅x 1...1 11111101 10000110 (2DD39)14 773153 19
2008-127 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 00000111 (3AF68)18 5104745 19
2008-128 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 11011000 (140B15)18 2123203 12
2008-129 x⋅z, z⋅x 1...1 11111110 10010111 (137334)18 656 12
2008-130 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 11001001 (8G2HD)19 17H2 11
2008-131 x+y, y+x 1...1 11111101 00001000 (E6E08)19 647 18
2008-132 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111100 10101101 (C11A)13 2646761 18
2008-133 x⋅z, z⋅x 1...1 11111101 01111111 (183C60)14 13310210 11
2008-134 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 01100001 (67008)11 22074367 12
2008-135 x⋅z, z⋅x 1...1 11111101 11000111 (62FEF)19 23C3 17
2008-136 x⋅y, y⋅x 1...1 11111100 00100110 (186D33)14 2714675 12
2008-137 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 10000100 (13583A)11 21JB 11
2008-138 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 11000011 (25CDD)17 12222201 19
2008-139 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 00010111 (1548E1)18 3122674 11
2008-140 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 10010100 (1084B4)12 1117 11
2008-141 x⋅y, y⋅x 1...1 11111101 10001011 (1BC97E)18 6BDE 11
2008-142 x⋅y, y⋅x 1...1 11111101 01010000 (B9682)14 1740 11
2008-143 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 01010110 (1366B6)14 JL9 11
2008-144 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 11111001 (13GD52)19 5383640 11
2008-145 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 10011010 (293A5)13 23JP 16
2008-146 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111110 10000100 (143049)11 4372725 9
2008-147 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 00111100 (1AE62A)17 11330003 9
2008-148 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 10011100 (97692)14 2OO6 11
2008-149 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 00001100 (51587)17 K8A 12
2008-150 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 10110100 (90G6H)18 1CHL 19
2008-151 x⋅z, z⋅x 1...1 11111100 01000110 (537B2)13 5644 16
2008-152 x⋅y, y⋅x 1...1 00100001 (75546)18 2736611 18
2008-153 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11111100 11000110 (109536)11 3514066 12
2008-154 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 11111101 00011111 (23BAA)14 12300221 18
2008-155 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 01111011 (186B61)15 22312765 12
2008-156 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11111100 00000010 (22B34)12 12331023 19
2008-157 x⋅y, y⋅x 1...1 11111100 00010011 (1DFF19)19 7556 11
2008-158 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111100 10000111 (7B479)19 D7M 19
2008-159 x+y+z, x+z+y, y+z+x, z+y+x 1...1 11111101 11111001 (1GD6B)19 134P 19
2008-160 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 10110001 (113920)14 7BC5 12
2008-161 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 00110100 (B6DCC)18 33CE 18
2008-162 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 10000101 (16H29I)19 635 11
2008-163 x+z, z+x 1...1 11111101 01001000 (173372)14 10305638 12
2008-164 x+z, z+x 1...1 11111101 01101011 (41BGG)17 2463276 19
2008-165 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 00110110 (33AB8)13 11302111 19
2008-166 x⋅z, z⋅x 1...1 11111110 11101011 (B948)12 3655406 17
2008-167 y+z, z+y 1...1 11111101 11110110 (179142)12 631 12
2008-168 x+z, z+x 1...1 11111110 00111000 (181D3D)19 14548374 12
2008-169 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 01100100 (173038)13 1474 11
2008-170 x⋅y, y⋅x 1...1 11111101 00001010 (17412)12 15777380 17
2008-171 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 11100010 (9BA3)14 734 18
2008-172 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 11111011 (8B5B4)14 1120 12
2008-173 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 00100011 (82A79)12 14138134 19
2008-174 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 00001010 (131561)12 17831738 12
2008-175 x⋅z, z⋅x 1...1 11111110 01100100 (6568A)11 10231230 15
2008-176 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 11110101 (141A24)18 12678346 12
2008-177 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111110 11100000 (BG5H1)19 2E1F 18
2008-178 y⋅z, z⋅y 1...1 11111101 00101111 (30679)18 3407654 19
2008-179 y+z, z+y 1...1 11111100 00101001 (181FC0)18 6177085 12
2008-180 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 01101100 (22A8A)11 1CCJ 19
2008-181 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 00101110 (217B4)14 11030231 19
2008-182 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 00111110 (AAC13)17 7502 11
2008-183 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 00111000 (926A1)12 1462 18
2008-184 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 11111110 (10H687)19 1301213 9
2008-185 y+z, z+y 1...1 11111110 11001011 (2570F)19 21676263 18
2008-186 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 11011111 (176A94)11 3117733 12
2008-187 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111100 10000101 (EI834)19 1313 19
2008-188 y+z, z+y 1...1 11111110 11000000 (IB98G)19 10213311 12
2008-189 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 01111011 (19C0A1)15 EF1 12
2008-190 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 01000111 (153189)12 640 12
2008-191 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111100 01001100 (AFA9B)18 19AE 15
2008-192 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 00001001 (3I98E)19 570 19
2008-193 y+z, z+y 1...1 11111101 00100100 (E8210)15 11102023 12
2008-194 x+y, y+x 1...1 01011010 (177BH4)18 3232112 12
2008-195 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111110 01110110 (79063)15 5037 15
2008-196 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 11101101 (94027)11 28KN 12
2008-197 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 10111011 (8G16F)17 11200211 19
2008-198 y+z, z+y 1...1 11111101 10010100 (D719D)15 11212102 12
2008-199 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 01010100 (16B41A)14 767647 12
2008-200 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11111110 10010101 (13D4E)15 3000040 19
2008-201 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 11010010 (1729AB)17 512145 12
2008-202 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 00001100 (608BF)17 1133626 19
2008-203 y+z, z+y 1...1 00011110 (19G88B)17 1440 12
2008-204 x+y, y+x 1...1 11111100 11011111 (19EF0A)17 13022333 12
2008-205 y⋅z, z⋅y 1...1 10000000 (760A5)14 1017520 19
2008-206 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 01110011 (6AB20)12 7CDD 19
2008-207 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 01011001 (E43E)19 12110230 18
2008-208 x+y, y+x 1...1 11111101 11010110 (B4325)13 12612345 12
2008-209 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111101 00000111 (106130)11 1056 11
2008-210 x+z, z+x 1...1 11111101 00110110 (39463)12 25HG 18
2008-211 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 01100100 (5A671)11 1LFJ 19
2008-212 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 11011010 (1EBEF)18 14455841 19
2008-213 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 00100110 (10A349)12 3571882 12
2008-214 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 00101101 (5CEHA)18 4781 19
2008-215 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 00010000 (16760D)15 17AC 9
2008-216 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 01110010 (2B2CC)13 5553761 19
2008-217 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 00011110 (59A1A)12 3022230 15
2008-218 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 00010000 (2F7FC)17 2360551 18
2008-219 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111100 01101110 (156214)11 1136 11
2008-220 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 01000001 (79A13)12 2GNJ 16
2008-221 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 00111110 (E790E)19 1566732 19
2008-222 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111101 10011010 (22C82)13 445 18
2008-223 x+z+y, y+x+z, y+z+x, z+x+y 1...1 11111101 01110000 (1631AB)14 1760640 12
2008-224 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111110 10111101 (48HIH)19 5001447 19
2008-225 x⋅y, y⋅x 1...1 11111100 00100011 (13870B)18 3096 11
2008-226 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 01111001 (13C5D8)15 13588354 12
2008-227 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 11101110 (767A6)13 11071757 12
2008-228 x⋅y, y⋅x 1...1 00011001 (620A5)15 10131122 19
2008-229 x⋅y⋅z, y⋅x⋅z, z⋅x⋅y, z⋅y⋅x 1...1 11111100 10001011 (15937)11 3023110 18
2008-230 y+z, z+y 1...1 11111101 00111000 (2339A)12 2AIF 18
2008-231 y+z, z+y 1...1 11111110 01001101 (5833A)11 1741 15
2008-232 x⋅(y+z), x⋅(z+y), (y+z)⋅x, (z+y)⋅x 1...1 11111100 10100010 (9EEC)17 505247 17
2008-233 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111100 00100010 (9374)11 13312112 19
2008-234 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 10111110 (41C95)14 7896 19
2008-235 x+z+y, y+x+z, y+z+x, z+x+y 1...1 11111110 01000100 (38786)14 672 19
2008-236 x+y, y+x 1...1 11111101 01110110 (114D84)15 23237305 12
2008-237 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 01110111 (89976)12 17MC 12
2008-238 x+y, y+x 1...1 11111100 01100000 (AB5H0)18 1117 12
2008-239 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111101 10001110 (473B6)19 MLK 19
2008-240 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 11111100 00111000 (104870)11 3640165 12
2008-241 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 01000111 (16694)11 25752075 16
2008-242 x+y+z, y+x+z, z+x+y, z+y+x 1...1 11111110 00011101 (126A63)15 1646071 12
2008-243 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 11100001 (130556)13 8722350 12
2008-244 x⋅z, z⋅x 1...1 11111110 11101100 (48A4E)15 25KQ 19
2008-245 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 11100100 (110F2A)19 631660 12
2008-246 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11111101 01101010 (4H3EH)19 1220320 18
2008-247 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 00110110 (1A08A1)18 7CA8 12
2008-248 y+z, z+y 1...1 11111101 10110010 (96743)17 577B 9
2008-249 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 01011000 (1C02D3)17 715 11
2008-250 y+z, z+y 1...1 11111100 11000101 (1E758)17 15C0 16
2008-251 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111110 11011111 (196540)11 56F0 11
2008-252 y⋅z, z⋅y 1...1 11111110 00011001 (B9337)12 642 11
2008-253 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 00111000 (146821)12 23204715 12
2008-254 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 00011111 (113578)11 F65 11
2008-255 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 00010111 (184462)12 16FB 12
2008-256 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 01001100 (117811)12 3761714 9
2008-257 x⋅z⋅y, y⋅x⋅z, y⋅z⋅x, z⋅x⋅y 1...1 11111100 01010101 (9725)11 7631 18
2008-258 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 01011110 (146783)14 1BGG 11
2008-259 x⋅y, y⋅x 1...1 00111010 (4313A)11 31A5 19
2008-260 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111100 00011011 (796A2)12 1476 11
2008-261 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 10011111 (440C4)14 715 12
2008-262 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 01100001 (9D0D2)18 5884572 19
2008-263 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 01010010 (18039E)17 3132133 12
2008-264 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111110 01011110 (1A37CD)14 3775516 12
2008-265 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 00010000 (63ADF)18 1250 12
2008-266 x+z+y, y+x+z, y+z+x, z+x+y 1...1 01111111 (113H5C)18 22A1 12
2008-267 y⋅z, z⋅y 1...1 11111101 01000100 (93A6A)13 71EF 11
2008-268 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 00101011 (DD7F)17 2110651 19
2008-269 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 00010011 (GH21A)19 1O07 11
2008-270 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111110 10001011 (129A66)12 77FD 11
2008-271 x+y, y+x 1...1 11111101 01000100 (11BA85)15 F7G 9
2008-272 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 00011110 (2556C)15 1442423 16
2008-273 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111101 10100110 (97D1C)14 1632 19
2008-274 x+z+y, y+x+z, y+z+x, z+x+y 1...1 11111110 00100011 (1767E)15 1040 19
2008-275 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 11111101 10011011 (6E1AA)15 2FJJ 18
2008-276 y⋅z, z⋅y 1...1 11111101 00100011 (1D8B9G)19 1008 12
2008-277 x⋅z+y, y+x⋅z, y+z⋅x, z⋅x+y 1...1 11111101 00101111 (75983)13 3BE2 17
2008-278 y⋅z, z⋅y 1...1 11111110 01111101 (46825)11 F5E 19
2008-279 x+y⋅z, x+z⋅y, y⋅z+x, z⋅y+x 1...1 00110000 (747DD)14 4107138 11
2008-280 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111101 01000111 (3386)12 3230301 19
2008-281 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 10010110 (10D8C5)17 NQ1 9
2008-282 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111110 11010011 (8B9)13 564112 16
2008-283 y⋅z, z⋅y 1...1 11111100 11111011 (B5D1B)19 466 12
2008-284 x⋅y, y⋅x 1...1 00011111 (3FF64)18 1JQF 19
2008-285 x+y, y+x 1...1 11111110 01111111 (11ED58)17 1241 12
2008-286 x+z, z+x 1...1 11111101 11111111 (5280B)13 48B1 19
2008-287 y⋅z, z⋅y 1...1 11111100 11100100 (3D4BG)19 2605526 19
2008-288 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 11110001 (1EA479)18 38DA 11
2008-289 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 11101100 (2F882)18 2O05 19
2008-290 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111110 11011101 (13D06E)19 7CEF 12
2008-291 x+y, y+x 1...1 11111101 01111001 (60AA1)11 2447 12
2008-292 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 01101110 (170689)12 1137 11
2008-293 (x+z)⋅y, y⋅(x+z), y⋅(z+x), (z+x)⋅y 1...1 11111101 01110100 (55484)14 510323 11
2008-294 x⋅y⋅z, x⋅z⋅y, y⋅z⋅x, z⋅y⋅x 1...1 01011000 (4G2B)17 2254263 19
2008-295 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111100 01101000 (1B2AG3)17 1136 12
2008-296 (x+y)⋅z, (y+x)⋅z, z⋅(x+y), z⋅(y+x) 1...1 11111100 00000010 (79767)14 1065325 15
2008-297 x⋅y+z, y⋅x+z, z+x⋅y, z+y⋅x 1...1 11111101 11110001 (14AA78)12 453 12
2008-298 x⋅y⋅z, y⋅x⋅z, z⋅x⋅y, z⋅y⋅x 1...1 11111100 01001111 (1ECCA)15 12101103 19
2008-299 x⋅y⋅z, y⋅x⋅z, z⋅x⋅y, z⋅y⋅x 1...1 11111100 10001110 (B3G1H)18 10501244 9
2008-300 x+z, z+x 1...1 11111100 11101001 (FFDC)17 16022012 18