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

Zadatak 1  
ID a) b) c) d) e) Zadatak 2 Zadatak 3 Zadatak 4
2010-001 ^[0-9A-S]+ \b[0-9A-S]+$ \b\w*[0-9A-S]{27,}\w*\b \s([0-9A-S]+(\+[0-9A-S]{5,8})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 21–28		 x2⋅x0+x1, x1+x2⋅x0, x1+x0⋅x2, x0⋅x2+x1 0...0 00000010 00000101 x = (100101111010)2
y = (10001101101)2
2010-002 [0-9A-N]+$ ^[0-9A-N]+\b \b\w*[0-9A-N]{19,}\w*\b \s([0-9A-N]+(\*[0-9A-N]{6,9})+)\s Prepoznato: 4–38,
\1: 5–37, \2: 28–37		 (x2+x1)⋅x0, (x1+x2)⋅x0, x0⋅(x2+x1), x0⋅(x1+x2) 0...0 00000011 11111001 x = (101000110010)2
y = (10011010010)2
2010-003 ^[0-9A-P]+ \b[0-9A-P]+$ \b\w*[0-9A-P]{17,}\w*\b \s([0-9A-P]+(\+[0-9A-P]{6,8})+)\s Prepoznato: 4–39,
\1: 5–38, \2: 30–38		 x2+x1+x0, x2+x0+x1, x1+x0+x2, x0+x1+x2 0...0 00000010 00110111 x = (100100111110)2
y = (1100011111)2
2010-004 [0-9A-G]+$ ^[0-9A-G]+\b \b\w*[0-9A-G]{22,}\w*\b \s([0-9A-G]+(\*[0-9A-G]{7,9})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 29–36		 (x2+x0)⋅x1, x1⋅(x2+x0), x1⋅(x0+x2), (x0+x2)⋅x1 0...0 00000011 01011100 x = (110101100011)2
y = (110011011)2
2010-005 ^[0-9A-N]+ \b[0-9A-N]+$ \b\w*[0-9A-N]{21,}\w*\b \s([0-9A-N]+(\+[0-9A-N]{7,9})+)\s Prepoznato: 4–41,
\1: 5–40, \2: 32–40		 x2+x0+x1, x1+x2+x0, x1+x0+x2, x0+x2+x1 0...0 00000010 11000110 x = (100011101110)2
y = (11011)2
2010-006 [0-9A-J]+$ ^[0-9A-J]+\b \b\w*[0-9A-J]{28,}\w*\b \s([0-9A-J]+(\*[0-9A-J]{5,7})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 25–31		 x2+x1⋅x0, x2+x0⋅x1, x1⋅x0+x2, x0⋅x1+x2 0...0 00000001 00111100 x = (101001100011)2
y = (11100100)2
2010-007 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{23,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{6,9})+)\s Prepoznato: 4–26,
\1: 5–25, \2: 19–25		 x2⋅(x1+x0), x2⋅(x0+x1), (x1+x0)⋅x2, (x0+x1)⋅x2 0...0 11100011 x = (101000001011)2
y = (100100001)2
2010-008 [0-9A-K]+$ ^[0-9A-K]+\b \b\w*[0-9A-K]{22,}\w*\b \s([0-9A-K]+(\*[0-9A-K]{5,8})+)\s Prepoznato: 4–35,
\1: 5–34, \2: 28–34		 x2⋅x0⋅x1, x1⋅x2⋅x0, x1⋅x0⋅x2, x0⋅x2⋅x1 0...0 00000001 01101100 x = (101110110111)2
y = (11110111)2
2010-009 ^[0-9A-S]+ \b[0-9A-S]+$ \b\w*[0-9A-S]{22,}\w*\b \s([0-9A-S]+(\+[0-9A-S]{6,8})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 28–36		 x2⋅x1⋅x0, x2⋅x0⋅x1, x1⋅x0⋅x2, x0⋅x1⋅x2 0...0 00000001 11011001 x = (11011101010)2
y = (1000100110)2
2010-010 [0-9A-K]+$ ^[0-9A-K]+\b \b\w*[0-9A-K]{30,}\w*\b \s([0-9A-K]+(\*[0-9A-K]{5,8})+)\s Prepoznato: 4–26,
\1: 5–25, \2: 18–25		 (x22+x21)⋅x20, (x21+x22)⋅x20, x20⋅(x22+x21), x20⋅(x21+x22) 0...0 00000010 00001100 x = (110011011111)2
y = (101001110)2
2010-011 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{28,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{7,9})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 22–31		 x2+x1⋅x0, x2+x0⋅x1, x1⋅x0+x2, x0⋅x1+x2 0...0 00000011 00010011 x = (101101001100)2
y = (1100111100)2
2010-012 [0-9A-M]+$ ^[0-9A-M]+\b \b\w*[0-9A-M]{18,}\w*\b \s([0-9A-M]+(\*[0-9A-M]{7,9})+)\s Prepoznato: 4–43,
\1: 5–42, \2: 33–42		 x2⋅x0+x1, x1+x2⋅x0, x1+x0⋅x2, x0⋅x2+x1 0...0 00000011 00010001 x = (101111111111)2
y = (11111100)2
2010-013 ^[0-9A-S]+ \b[0-9A-S]+$ \b\w*[0-9A-S]{20,}\w*\b \s([0-9A-S]+(\+[0-9A-S]{6,8})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 25–31		 x2⋅(x1+x0), x2⋅(x0+x1), (x1+x0)⋅x2, (x0+x1)⋅x2 0...0 00000001 11110010 x = (11100110101)2
y = (1001011001)2
2010-014 [0-9A-E]+$ ^[0-9A-E]+\b \b\w*[0-9A-E]{19,}\w*\b \s([0-9A-E]+(\*[0-9A-E]{5,7})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 24–30		 x2+x1⋅x0, x2+x0⋅x1, x1⋅x0+x2, x0⋅x1+x2 0...0 00000001 11011100 x = (100100100100)2
y = (10001010001)2
2010-015 ^[0-9A-J]+ \b[0-9A-J]+$ \b\w*[0-9A-J]{25,}\w*\b \s([0-9A-J]+(\+[0-9A-J]{5,7})+)\s Prepoznato: 4–25,
\1: 5–24, \2: 18–24		 (x2+x1)⋅x0, (x1+x2)⋅x0, x0⋅(x2+x1), x0⋅(x1+x2) 0...0 10001011 x = (11011100111)2
y = (10010011001)2
2010-016 [0-9A-L]+$ ^[0-9A-L]+\b \b\w*[0-9A-L]{30,}\w*\b \s([0-9A-L]+(\*[0-9A-L]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 21–29		 x22+x20+x21, x21+x22+x20, x21+x20+x22, x20+x22+x21 0...0 00000010 01010101 x = (11111101100)2
y = (10011111000)2
2010-017 ^[0-9A-J]+ \b[0-9A-J]+$ \b\w*[0-9A-J]{25,}\w*\b \s([0-9A-J]+(\+[0-9A-J]{7,9})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 23–30		 x22⋅x21⋅x20, x22⋅x20⋅x21, x21⋅x20⋅x22, x20⋅x21⋅x22 0...0 00000001 10100110 x = (101000011111)2
y = (1100001110)2
2010-018 [0-9A-I]+$ ^[0-9A-I]+\b \b\w*[0-9A-I]{17,}\w*\b \s([0-9A-I]+(\*[0-9A-I]{5,7})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 25–31		 (x2+x0)⋅x1, x1⋅(x2+x0), x1⋅(x0+x2), (x0+x2)⋅x1 0...0 00000011 10101001 x = (101011101011)2
y = (10111011010)2
2010-019 ^[0-9A-N]+ \b[0-9A-N]+$ \b\w*[0-9A-N]{20,}\w*\b \s([0-9A-N]+(\+[0-9A-N]{5,8})+)\s Prepoznato: 4–35,
\1: 5–34, \2: 26–34		 x22⋅(x21+x20), x22⋅(x20+x21), (x21+x20)⋅x22, (x20+x21)⋅x22 0...0 00000010 00111100 x = (100000111101)2
y = (10001011111)2
2010-020 [0-9A-G]+$ ^[0-9A-G]+\b \b\w*[0-9A-G]{26,}\w*\b \s([0-9A-G]+(\*[0-9A-G]{5,9})+)\s Prepoznato: 4–36,
\1: 5–35, \2: 30–35		 x2⋅x1⋅x0, x1⋅x2⋅x0, x0⋅x2⋅x1, x0⋅x1⋅x2 0...0 10111101 x = (110011111010)2
y = (1111000100)2
2010-021 ^[0-9A-G]+ \b[0-9A-G]+$ \b\w*[0-9A-G]{31,}\w*\b \s([0-9A-G]+(\+[0-9A-G]{7,9})+)\s Prepoznato: 4–41,
\1: 5–40, \2: 32–40		 x22⋅x20+x21, x21+x22⋅x20, x21+x20⋅x22, x20⋅x22+x21 0...0 00000010 01010000 x = (110101011100)2
y = (10011010100)2
2010-022 [0-9A-F]+$ ^[0-9A-F]+\b \b\w*[0-9A-F]{18,}\w*\b \s([0-9A-F]+(\*[0-9A-F]{6,9})+)\s Prepoznato: 4–42,
\1: 5–41, \2: 32–41		 x22⋅x21⋅x20, x21⋅x22⋅x20, x20⋅x22⋅x21, x20⋅x21⋅x22 0...0 11000100 x = (101000101001)2
y = (11000101000)2
2010-023 ^[0-9A-J]+ \b[0-9A-J]+$ \b\w*[0-9A-J]{24,}\w*\b \s([0-9A-J]+(\+[0-9A-J]{6,8})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 30–36		 (x22+x20)⋅x21, x21⋅(x22+x20), x21⋅(x20+x22), (x20+x22)⋅x21 0...0 00000010 00100100 x = (100011110011)2
y = (10010101001)2
2010-024 [0-9A-G]+$ ^[0-9A-G]+\b \b\w*[0-9A-G]{28,}\w*\b \s([0-9A-G]+(\*[0-9A-G]{6,8})+)\s Prepoznato: 4–34,
\1: 5–33, \2: 26–33		 (x2+x0)⋅x1, x1⋅(x2+x0), x1⋅(x0+x2), (x0+x2)⋅x1 0...0 00000001 01111000 x = (110100111101)2
y = (101100111)2
2010-025 ^[0-9A-E]+ \b[0-9A-E]+$ \b\w*[0-9A-E]{30,}\w*\b \s([0-9A-E]+(\+[0-9A-E]{7,9})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 21–28		 x222+x220+x221, x221+x222+x220, x221+x220+x222, x220+x222+x221 0...0 00000001 11100110 x = (101100001110)2
y = (11010)2
2010-026 [0-9A-E]+$ ^[0-9A-E]+\b \b\w*[0-9A-E]{30,}\w*\b \s([0-9A-E]+(\*[0-9A-E]{5,8})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 24–31		 x222⋅(x221+x220), x222⋅(x220+x221), (x221+x220)⋅x222, (x220+x221)⋅x222 0...0 00000010 00110110 x = (11101010110)2
y = (1110011111)2
2010-027 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{25,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 20–29		 (x2+x0)⋅x1, x1⋅(x2+x0), x1⋅(x0+x2), (x0+x2)⋅x1 0...0 00000010 11111010 x = (100011101001)2
y = (11001100011)2
2010-028 [0-9A-R]+$ ^[0-9A-R]+\b \b\w*[0-9A-R]{17,}\w*\b \s([0-9A-R]+(\*[0-9A-R]{6,8})+)\s Prepoznato: 4–26,
\1: 5–25, \2: 19–25		 x22+x21⋅x20, x22+x20⋅x21, x21⋅x20+x22, x20⋅x21+x22 0...0 00000011 01111110 x = (110011110011)2
y = (1100010101)2
2010-029 ^[0-9A-C]+ \b[0-9A-C]+$ \b\w*[0-9A-C]{29,}\w*\b \s([0-9A-C]+(\+[0-9A-C]{6,8})+)\s Prepoznato: 4–36,
\1: 5–35, \2: 27–35		 x2⋅(x1+x0), x2⋅(x0+x1), (x1+x0)⋅x2, (x0+x1)⋅x2 0...0 00000010 10101111 x = (11101000100)2
y = (10100101000)2
2010-030 [0-9A-R]+$ ^[0-9A-R]+\b \b\w*[0-9A-R]{19,}\w*\b \s([0-9A-R]+(\*[0-9A-R]{6,9})+)\s Prepoznato: 4–28,
\1: 5–27, \2: 18–27		 (x22+x20)⋅x21, x21⋅(x22+x20), x21⋅(x20+x22), (x20+x22)⋅x21 0...0 00000010 01111000 x = (110010001101)2
y = (110111000)2
2010-031 ^[0-9A-E]+ \b[0-9A-E]+$ \b\w*[0-9A-E]{20,}\w*\b \s([0-9A-E]+(\+[0-9A-E]{5,7})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 23–30		 (x22+x20)⋅x21, x21⋅(x22+x20), x21⋅(x20+x22), (x20+x22)⋅x21 0...0 00000001 10010101 x = (11111010100)2
y = (101000011)2
2010-032 [0-9A-M]+$ ^[0-9A-M]+\b \b\w*[0-9A-M]{31,}\w*\b \s([0-9A-M]+(\*[0-9A-M]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 20–29		 x2+x1+x0, x1+x2+x0, x0+x2+x1, x0+x1+x2 0...0 00000010 00100001 x = (101110000110)2
y = (100001)2
2010-033 ^[0-9A-F]+ \b[0-9A-F]+$ \b\w*[0-9A-F]{25,}\w*\b \s([0-9A-F]+(\+[0-9A-F]{6,8})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 20–28		 (x222+x221)⋅x220, (x221+x222)⋅x220, x220⋅(x222+x221), x220⋅(x221+x222) 0...0 00000010 11110001 x = (101000100111)2
y = (10110100001)2
2010-034 [0-9A-L]+$ ^[0-9A-L]+\b \b\w*[0-9A-L]{30,}\w*\b \s([0-9A-L]+(\*[0-9A-L]{5,8})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 24–31		 (x2+x1)⋅x0, (x1+x2)⋅x0, x0⋅(x2+x1), x0⋅(x1+x2) 0...0 11111100 x = (101010010000)2
y = (1101110101)2
2010-035 ^[0-9A-F]+ \b[0-9A-F]+$ \b\w*[0-9A-F]{17,}\w*\b \s([0-9A-F]+(\+[0-9A-F]{7,9})+)\s Prepoznato: 4–38,
\1: 5–37, \2: 30–37		 x222⋅x221⋅x220, x222⋅x220⋅x221, x221⋅x220⋅x222, x220⋅x221⋅x222 0...0 00000011 11000000 x = (100010010001)2
y = (1001101111)2
2010-036 [0-9A-I]+$ ^[0-9A-I]+\b \b\w*[0-9A-I]{25,}\w*\b \s([0-9A-I]+(\*[0-9A-I]{5,7})+)\s Prepoznato: 4–33,
\1: 5–32, \2: 25–32		 (x22+x21)⋅x20, (x21+x22)⋅x20, x20⋅(x22+x21), x20⋅(x21+x22) 0...0 00000001 01010100 x = (101100101101)2
y = (1001000000)2
2010-037 ^[0-9A-L]+ \b[0-9A-L]+$ \b\w*[0-9A-L]{29,}\w*\b \s([0-9A-L]+(\+[0-9A-L]{7,9})+)\s Prepoznato: 4–43,
\1: 5–42, \2: 33–42		 x2+x1⋅x0, x2+x0⋅x1, x1⋅x0+x2, x0⋅x1+x2 0...0 00000001 11111001 x = (100111000010)2
y = (100001101)2
2010-038 [0-9A-P]+$ ^[0-9A-P]+\b \b\w*[0-9A-P]{22,}\w*\b \s([0-9A-P]+(\*[0-9A-P]{5,9})+)\s Prepoznato: 4–39,
\1: 5–38, \2: 31–38		 x22+x21⋅x20, x22+x20⋅x21, x21⋅x20+x22, x20⋅x21+x22 0...0 11011010 x = (101011011101)2
y = (1110100010)2
2010-039 ^[0-9A-I]+ \b[0-9A-I]+$ \b\w*[0-9A-I]{22,}\w*\b \s([0-9A-I]+(\+[0-9A-I]{5,9})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 22–30		 (x222+x220)⋅x221, x221⋅(x222+x220), x221⋅(x220+x222), (x220+x222)⋅x221 0...0 00000011 11010010 x = (100000101010)2
y = (1011110000)2
2010-040 [0-9A-J]+$ ^[0-9A-J]+\b \b\w*[0-9A-J]{22,}\w*\b \s([0-9A-J]+(\*[0-9A-J]{6,9})+)\s Prepoznato: 4–39,
\1: 5–38, \2: 30–38		 x22+x21⋅x20, x22+x20⋅x21, x21⋅x20+x22, x20⋅x21+x22 0...0 00000010 10011011 x = (110010100010)2
y = (1110010000)2
2010-041 ^[0-9A-C]+ \b[0-9A-C]+$ \b\w*[0-9A-C]{29,}\w*\b \s([0-9A-C]+(\+[0-9A-C]{6,9})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 20–28		 x2⋅x1+x0, x1⋅x2+x0, x0+x2⋅x1, x0+x1⋅x2 0...0 00000001 11100000 x = (101011001100)2
y = (10010100011)2
2010-042 [0-9A-I]+$ ^[0-9A-I]+\b \b\w*[0-9A-I]{28,}\w*\b \s([0-9A-I]+(\*[0-9A-I]{5,8})+)\s Prepoznato: 4–33,
\1: 5–32, \2: 27–32		 x22+x21+x20, x21+x22+x20, x20+x22+x21, x20+x21+x22 0...0 00000011 01011111 x = (110001110111)2
y = (1111011111)2
2010-043 ^[0-9A-P]+ \b[0-9A-P]+$ \b\w*[0-9A-P]{29,}\w*\b \s([0-9A-P]+(\+[0-9A-P]{7,9})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 22–31		 x222+x221⋅x220, x222+x220⋅x221, x221⋅x220+x222, x220⋅x221+x222 0...0 10000000 x = (101011000111)2
y = (1100010111)2
2010-044 [0-9A-J]+$ ^[0-9A-J]+\b \b\w*[0-9A-J]{25,}\w*\b \s([0-9A-J]+(\*[0-9A-J]{5,7})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 23–30		 x22⋅(x21+x20), x22⋅(x20+x21), (x21+x20)⋅x22, (x20+x21)⋅x22 0...0 00000010 11001111 x = (11111100101)2
y = (10101101100)2
2010-045 ^[0-9A-C]+ \b[0-9A-C]+$ \b\w*[0-9A-C]{29,}\w*\b \s([0-9A-C]+(\+[0-9A-C]{5,8})+)\s Prepoznato: 4–25,
\1: 5–24, \2: 19–24		 x2⋅x0+x1, x1+x2⋅x0, x1+x0⋅x2, x0⋅x2+x1 0...0 00000001 01011101 x = (100110001110)2
y = (1100000111)2
2010-046 [0-9A-R]+$ ^[0-9A-R]+\b \b\w*[0-9A-R]{24,}\w*\b \s([0-9A-R]+(\*[0-9A-R]{6,8})+)\s Prepoznato: 4–28,
\1: 5–27, \2: 19–27		 x222+x221⋅x220, x222+x220⋅x221, x221⋅x220+x222, x220⋅x221+x222 0...0 00000001 10101100 x = (11110010111)2
y = (101111)2
2010-047 ^[0-9A-G]+ \b[0-9A-G]+$ \b\w*[0-9A-G]{28,}\w*\b \s([0-9A-G]+(\+[0-9A-G]{5,8})+)\s Prepoznato: 4–26,
\1: 5–25, \2: 18–25		 (x222+x220)⋅x221, x221⋅(x222+x220), x221⋅(x220+x222), (x220+x222)⋅x221 0...0 00000010 11100000 x = (100000001100)2
y = (10110110001)2
2010-048 [0-9A-J]+$ ^[0-9A-J]+\b \b\w*[0-9A-J]{27,}\w*\b \s([0-9A-J]+(\*[0-9A-J]{5,9})+)\s Prepoznato: 4–36,
\1: 5–35, \2: 26–35		 (x22+x21)⋅x20, (x21+x22)⋅x20, x20⋅(x22+x21), x20⋅(x21+x22) 0...0 00000001 10000001 x = (11101001001)2
y = (101100)2
2010-049 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{28,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 22–29		 x22⋅x20⋅x21, x21⋅x22⋅x20, x21⋅x20⋅x22, x20⋅x22⋅x21 0...0 00000011 11100011 x = (11100000101)2
y = (11101110)2
2010-050 [0-9A-C]+$ ^[0-9A-C]+\b \b\w*[0-9A-C]{25,}\w*\b \s([0-9A-C]+(\*[0-9A-C]{7,9})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 23–30		 (x222+x221)⋅x220, (x221+x222)⋅x220, x220⋅(x222+x221), x220⋅(x221+x222) 0...0 00000010 10011001 x = (101100100110)2
y = (11010000100)2
2010-051 ^[0-9A-E]+ \b[0-9A-E]+$ \b\w*[0-9A-E]{26,}\w*\b \s([0-9A-E]+(\+[0-9A-E]{5,9})+)\s Prepoznato: 4–38,
\1: 5–37, \2: 29–37		 x22⋅x20+x21, x21+x22⋅x20, x21+x20⋅x22, x20⋅x22+x21 0...0 00000001 01101110 x = (110100111011)2
y = (100110111)2
2010-052 [0-9A-C]+$ ^[0-9A-C]+\b \b\w*[0-9A-C]{24,}\w*\b \s([0-9A-C]+(\*[0-9A-C]{5,7})+)\s Prepoznato: 4–26,
\1: 5–25, \2: 20–25		 x2⋅x1+x0, x1⋅x2+x0, x0+x2⋅x1, x0+x1⋅x2 0...0 00000001 10000001 x = (110100001101)2
y = (110010111)2
2010-053 ^[0-9A-L]+ \b[0-9A-L]+$ \b\w*[0-9A-L]{24,}\w*\b \s([0-9A-L]+(\+[0-9A-L]{6,8})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 21–29		 x2⋅x1+x0, x1⋅x2+x0, x0+x2⋅x1, x0+x1⋅x2 0...0 10111110 x = (100011010000)2
y = (11000000110)2
2010-054 [0-9A-J]+$ ^[0-9A-J]+\b \b\w*[0-9A-J]{23,}\w*\b \s([0-9A-J]+(\*[0-9A-J]{7,9})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 22–30		 x222+x221⋅x220, x222+x220⋅x221, x221⋅x220+x222, x220⋅x221+x222 0...0 00000010 01001000 x = (100110010110)2
y = (1011111101)2
2010-055 ^[0-9A-L]+ \b[0-9A-L]+$ \b\w*[0-9A-L]{27,}\w*\b \s([0-9A-L]+(\+[0-9A-L]{7,9})+)\s Prepoznato: 4–39,
\1: 5–38, \2: 30–38		 x2⋅x0+x1, x1+x2⋅x0, x1+x0⋅x2, x0⋅x2+x1 0...0 00000011 00100110 x = (100110001011)2
y = (11000100010)2
2010-056 [0-9A-K]+$ ^[0-9A-K]+\b \b\w*[0-9A-K]{17,}\w*\b \s([0-9A-K]+(\*[0-9A-K]{5,9})+)\s Prepoznato: 4–36,
\1: 5–35, \2: 29–35		 x2⋅x1+x0, x1⋅x2+x0, x0+x2⋅x1, x0+x1⋅x2 0...0 00000011 11111000 x = (110100000111)2
y = (11010111)2
2010-057 ^[0-9A-R]+ \b[0-9A-R]+$ \b\w*[0-9A-R]{17,}\w*\b \s([0-9A-R]+(\+[0-9A-R]{7,9})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 21–28		 x22+x21+x20, x22+x20+x21, x21+x20+x22, x20+x21+x22 0...0 00000011 11110110 x = (101101000011)2
y = (10010101100)2
2010-058 [0-9A-I]+$ ^[0-9A-I]+\b \b\w*[0-9A-I]{18,}\w*\b \s([0-9A-I]+(\*[0-9A-I]{7,9})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 23–30		 x22⋅x20+x21, x21+x22⋅x20, x21+x20⋅x22, x20⋅x22+x21 0...0 00000011 01001001 x = (101011110011)2
y = (10110111001)2
2010-059 ^[0-9A-I]+ \b[0-9A-I]+$ \b\w*[0-9A-I]{23,}\w*\b \s([0-9A-I]+(\+[0-9A-I]{5,8})+)\s Prepoznato: 4–28,
\1: 5–27, \2: 21–27		 x2+x1⋅x0, x2+x0⋅x1, x1⋅x0+x2, x0⋅x1+x2 0...0 00000011 11011011 x = (100000010010)2
y = (10000011001)2
2010-060 [0-9A-J]+$ ^[0-9A-J]+\b \b\w*[0-9A-J]{27,}\w*\b \s([0-9A-J]+(\*[0-9A-J]{7,9})+)\s Prepoznato: 4–41,
\1: 5–40, \2: 31–40		 (x222+x221)⋅x220, (x221+x222)⋅x220, x220⋅(x222+x221), x220⋅(x221+x222) 0...0 00000001 00010011 x = (100000011001)2
y = (11000001011)2
2010-061 ^[0-9A-G]+ \b[0-9A-G]+$ \b\w*[0-9A-G]{30,}\w*\b \s([0-9A-G]+(\+[0-9A-G]{6,8})+)\s Prepoznato: 4–36,
\1: 5–35, \2: 28–35		 x222⋅(x221+x220), x222⋅(x220+x221), (x221+x220)⋅x222, (x220+x221)⋅x222 0...0 00000011 11100101 x = (110001100001)2
y = (1100110011)2
2010-062 [0-9A-H]+$ ^[0-9A-H]+\b \b\w*[0-9A-H]{18,}\w*\b \s([0-9A-H]+(\*[0-9A-H]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 22–29		 x2⋅x0+x1, x1+x2⋅x0, x1+x0⋅x2, x0⋅x2+x1 0...0 00000010 00001111 x = (11101010000)2
y = (10100001010)2
2010-063 ^[0-9A-M]+ \b[0-9A-M]+$ \b\w*[0-9A-M]{27,}\w*\b \s([0-9A-M]+(\+[0-9A-M]{6,8})+)\s Prepoznato: 4–27,
\1: 5–26, \2: 19–26		 x22⋅x21+x20, x21⋅x22+x20, x20+x22⋅x21, x20+x21⋅x22 0...0 10110101 x = (100001000100)2
y = (101101)2
2010-064 [0-9A-S]+$ ^[0-9A-S]+\b \b\w*[0-9A-S]{23,}\w*\b \s([0-9A-S]+(\*[0-9A-S]{7,9})+)\s Prepoznato: 4–38,
\1: 5–37, \2: 29–37		 (x222+x220)⋅x221, x221⋅(x222+x220), x221⋅(x220+x222), (x220+x222)⋅x221 0...0 00000001 01110000 x = (110011000110)2
y = (10000001011)2
2010-065 ^[0-9A-D]+ \b[0-9A-D]+$ \b\w*[0-9A-D]{18,}\w*\b \s([0-9A-D]+(\+[0-9A-D]{6,8})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 21–29		 x22⋅x21+x20, x21⋅x22+x20, x20+x22⋅x21, x20+x21⋅x22 0...0 00000010 00000100 x = (110011101100)2
y = (1110010011)2
2010-066 [0-9A-E]+$ ^[0-9A-E]+\b \b\w*[0-9A-E]{18,}\w*\b \s([0-9A-E]+(\*[0-9A-E]{5,8})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 28–36		 x22⋅x21+x20, x21⋅x22+x20, x20+x22⋅x21, x20+x21⋅x22 0...0 00000010 10011001 x = (101001110000)2
y = (1111001101)2
2010-067 ^[0-9A-P]+ \b[0-9A-P]+$ \b\w*[0-9A-P]{26,}\w*\b \s([0-9A-P]+(\+[0-9A-P]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 22–29		 x222+x221+x220, x221+x222+x220, x220+x222+x221, x220+x221+x222 0...0 00000011 10011010 x = (110001110010)2
y = (1110111100)2
2010-068 [0-9A-L]+$ ^[0-9A-L]+\b \b\w*[0-9A-L]{21,}\w*\b \s([0-9A-L]+(\*[0-9A-L]{6,8})+)\s Prepoznato: 4–33,
\1: 5–32, \2: 26–32		 x222+x221+x220, x222+x220+x221, x221+x220+x222, x220+x221+x222 0...0 00000001 01010110 x = (100110010001)2
y = (1011110)2
2010-069 ^[0-9A-K]+ \b[0-9A-K]+$ \b\w*[0-9A-K]{30,}\w*\b \s([0-9A-K]+(\+[0-9A-K]{7,9})+)\s Prepoznato: 4–43,
\1: 5–42, \2: 33–42		 x222⋅x220+x221, x221+x222⋅x220, x221+x220⋅x222, x220⋅x222+x221 0...0 00000010 11011111 x = (11100001010)2
y = (1010010010)2
2010-070 [0-9A-P]+$ ^[0-9A-P]+\b \b\w*[0-9A-P]{28,}\w*\b \s([0-9A-P]+(\*[0-9A-P]{6,9})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 23–31		 x222⋅x220+x221, x221+x222⋅x220, x221+x220⋅x222, x220⋅x222+x221 0...0 00000011 11111001 x = (101100011100)2
y = (11000010101)2
2010-071 ^[0-9A-R]+ \b[0-9A-R]+$ \b\w*[0-9A-R]{20,}\w*\b \s([0-9A-R]+(\+[0-9A-R]{6,8})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 21–29		 (x2+x1)⋅x0, (x1+x2)⋅x0, x0⋅(x2+x1), x0⋅(x1+x2) 0...0 00000011 01110110 x = (101011010110)2
y = (101001000)2
2010-072 [0-9A-E]+$ ^[0-9A-E]+\b \b\w*[0-9A-E]{18,}\w*\b \s([0-9A-E]+(\*[0-9A-E]{5,8})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 21–28		 (x22+x21)⋅x20, (x21+x22)⋅x20, x20⋅(x22+x21), x20⋅(x21+x22) 0...0 00000010 10011010 x = (101001101001)2
y = (101100010)2
2010-073 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{28,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{5,7})+)\s Prepoznato: 4–32,
\1: 5–31, \2: 26–31		 x222⋅x221+x220, x221⋅x222+x220, x220+x222⋅x221, x220+x221⋅x222 0...0 00000011 01011111 x = (100001001001)2
y = (110)2
2010-074 [0-9A-C]+$ ^[0-9A-C]+\b \b\w*[0-9A-C]{20,}\w*\b \s([0-9A-C]+(\*[0-9A-C]{7,9})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 23–30		 x222⋅x221+x220, x221⋅x222+x220, x220+x222⋅x221, x220+x221⋅x222 0...0 00000001 10100110 x = (101110100011)2
y = (1010011110)2
2010-075 ^[0-9A-K]+ \b[0-9A-K]+$ \b\w*[0-9A-K]{28,}\w*\b \s([0-9A-K]+(\+[0-9A-K]{5,7})+)\s Prepoznato: 4–31,
\1: 5–30, \2: 25–30		 x222⋅x221⋅x220, x221⋅x222⋅x220, x220⋅x222⋅x221, x220⋅x221⋅x222 0...0 00000001 10110110 x = (100010100100)2
y = (1011000100)2
2010-076 [0-9A-H]+$ ^[0-9A-H]+\b \b\w*[0-9A-H]{27,}\w*\b \s([0-9A-H]+(\*[0-9A-H]{6,8})+)\s Prepoznato: 4–35,
\1: 5–34, \2: 27–34		 (x2+x0)⋅x1, x1⋅(x2+x0), x1⋅(x0+x2), (x0+x2)⋅x1 0...0 00000011 10111000 x = (100110110011)2
y = (10001010001)2
2010-077 ^[0-9A-K]+ \b[0-9A-K]+$ \b\w*[0-9A-K]{20,}\w*\b \s([0-9A-K]+(\+[0-9A-K]{6,8})+)\s Prepoznato: 4–27,
\1: 5–26, \2: 18–26		 x22⋅(x21+x20), x22⋅(x20+x21), (x21+x20)⋅x22, (x20+x21)⋅x22 0...0 00000001 11011111 x = (101111000011)2
y = (10011001)2
2010-078 [0-9A-E]+$ ^[0-9A-E]+\b \b\w*[0-9A-E]{22,}\w*\b \s([0-9A-E]+(\*[0-9A-E]{5,9})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 29–36		 (x22+x20)⋅x21, x21⋅(x22+x20), x21⋅(x20+x22), (x20+x22)⋅x21 0...0 00000011 00011011 x = (11011000100)2
y = (10001110001)2
2010-079 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{28,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{7,9})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 20–29		 x222⋅x220+x221, x221+x222⋅x220, x221+x220⋅x222, x220⋅x222+x221 0...0 00000001 00001100 x = (100110111100)2
y = (11110101)2
2010-080 [0-9A-O]+$ ^[0-9A-O]+\b \b\w*[0-9A-O]{26,}\w*\b \s([0-9A-O]+(\*[0-9A-O]{6,8})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 30–36		 x222⋅x221+x220, x221⋅x222+x220, x220+x222⋅x221, x220+x221⋅x222 0...0 00000001 11001001 x = (101100000101)2
y = (10010000)2
2010-081 ^[0-9A-P]+ \b[0-9A-P]+$ \b\w*[0-9A-P]{27,}\w*\b \s([0-9A-P]+(\+[0-9A-P]{6,8})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 29–36		 x222⋅x220⋅x221, x221⋅x222⋅x220, x221⋅x220⋅x222, x220⋅x222⋅x221 0...0 00000010 01011111 x = (11100001110)2
y = (10001110110)2
2010-082 [0-9A-L]+$ ^[0-9A-L]+\b \b\w*[0-9A-L]{22,}\w*\b \s([0-9A-L]+(\*[0-9A-L]{5,8})+)\s Prepoznato: 4–28,
\1: 5–27, \2: 19–27		 (x22+x20)⋅x21, x21⋅(x22+x20), x21⋅(x20+x22), (x20+x22)⋅x21 0...0 00000011 11010111 x = (100000101100)2
y = (1011001010)2
2010-083 ^[0-9A-P]+ \b[0-9A-P]+$ \b\w*[0-9A-P]{18,}\w*\b \s([0-9A-P]+(\+[0-9A-P]{7,9})+)\s Prepoznato: 4–37,
\1: 5–36, \2: 28–36		 x222⋅(x221+x220), x222⋅(x220+x221), (x221+x220)⋅x222, (x220+x221)⋅x222 0...0 00000011 11000011 x = (100100001000)2
y = (101110100)2
2010-084 [0-9A-O]+$ ^[0-9A-O]+\b \b\w*[0-9A-O]{30,}\w*\b \s([0-9A-O]+(\*[0-9A-O]{5,9})+)\s Prepoznato: 4–33,
\1: 5–32, \2: 26–32		 x2⋅(x1+x0), x2⋅(x0+x1), (x1+x0)⋅x2, (x0+x1)⋅x2 0...0 11001010 x = (101110110011)2
y = (101101000)2
2010-085 ^[0-9A-O]+ \b[0-9A-O]+$ \b\w*[0-9A-O]{30,}\w*\b \s([0-9A-O]+(\+[0-9A-O]{5,7})+)\s Prepoznato: 4–27,
\1: 5–26, \2: 19–26		 x22+x21⋅x20, x22+x20⋅x21, x21⋅x20+x22, x20⋅x21+x22 0...0 11001110 x = (11111001001)2
y = (10100001)2
2010-086 [0-9A-I]+$ ^[0-9A-I]+\b \b\w*[0-9A-I]{17,}\w*\b \s([0-9A-I]+(\*[0-9A-I]{6,8})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 22–28		 x22⋅x20+x21, x21+x22⋅x20, x21+x20⋅x22, x20⋅x22+x21 0...0 00000001 11000101 x = (101110001011)2
y = (11001100100)2
2010-087 ^[0-9A-H]+ \b[0-9A-H]+$ \b\w*[0-9A-H]{28,}\w*\b \s([0-9A-H]+(\+[0-9A-H]{7,9})+)\s Prepoznato: 4–39,
\1: 5–38, \2: 30–38		 x222+x221⋅x220, x222+x220⋅x221, x221⋅x220+x222, x220⋅x221+x222 0...0 00000010 10111010 x = (101100001000)2
y = (1001010100)2
2010-088 [0-9A-K]+$ ^[0-9A-K]+\b \b\w*[0-9A-K]{25,}\w*\b \s([0-9A-K]+(\*[0-9A-K]{6,8})+)\s Prepoznato: 4–28,
\1: 5–27, \2: 20–27		 x22⋅x20+x21, x21+x22⋅x20, x21+x20⋅x22, x20⋅x22+x21 0...0 00000001 01110111 x = (11111100010)2
y = (1010010101)2
2010-089 ^[0-9A-S]+ \b[0-9A-S]+$ \b\w*[0-9A-S]{19,}\w*\b \s([0-9A-S]+(\+[0-9A-S]{5,9})+)\s Prepoznato: 4–24,
\1: 5–23, \2: 16–23		 x22+x21⋅x20, x22+x20⋅x21, x21⋅x20+x22, x20⋅x21+x22 0...0 00000011 10100010 x = (100100100110)2
y = (10100101101)2
2010-090 [0-9A-R]+$ ^[0-9A-R]+\b \b\w*[0-9A-R]{24,}\w*\b \s([0-9A-R]+(\*[0-9A-R]{6,9})+)\s Prepoznato: 4–28,
\1: 5–27, \2: 21–27		 x222⋅x220+x221, x221+x222⋅x220, x221+x220⋅x222, x220⋅x222+x221 0...0 00000010 11111011 x = (101111100101)2
y = (100100101)2
2010-091 ^[0-9A-L]+ \b[0-9A-L]+$ \b\w*[0-9A-L]{31,}\w*\b \s([0-9A-L]+(\+[0-9A-L]{6,8})+)\s Prepoznato: 4–29,
\1: 5–28, \2: 22–28		 x2⋅(x1+x0), x2⋅(x0+x1), (x1+x0)⋅x2, (x0+x1)⋅x2 0...0 00000001 10111101 x = (100011010110)2
y = (1111100)2
2010-092 [0-9A-P]+$ ^[0-9A-P]+\b \b\w*[0-9A-P]{24,}\w*\b \s([0-9A-P]+(\*[0-9A-P]{7,9})+)\s Prepoznato: 4–42,
\1: 5–41, \2: 32–41		 (x222+x221)⋅x220, (x221+x222)⋅x220, x220⋅(x222+x221), x220⋅(x221+x222) 0...0 00000001 10001011 x = (110001001100)2
y = (10010001111)2
2010-093 ^[0-9A-R]+ \b[0-9A-R]+$ \b\w*[0-9A-R]{23,}\w*\b \s([0-9A-R]+(\+[0-9A-R]{6,8})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 22–29		 x22⋅(x21+x20), x22⋅(x20+x21), (x21+x20)⋅x22, (x20+x21)⋅x22 0...0 11001000 x = (100101001101)2
y = (1001100011)2
2010-094 [0-9A-P]+$ ^[0-9A-P]+\b \b\w*[0-9A-P]{18,}\w*\b \s([0-9A-P]+(\*[0-9A-P]{5,8})+)\s Prepoznato: 4–23,
\1: 5–22, \2: 16–22		 x222⋅x220+x221, x221+x222⋅x220, x221+x220⋅x222, x220⋅x222+x221 0...0 11101000 x = (101000001110)2
y = (11001101100)2
2010-095 ^[0-9A-D]+ \b[0-9A-D]+$ \b\w*[0-9A-D]{17,}\w*\b \s([0-9A-D]+(\+[0-9A-D]{6,8})+)\s Prepoznato: 4–26,
\1: 5–25, \2: 19–25		 (x222+x220)⋅x221, x221⋅(x222+x220), x221⋅(x220+x222), (x220+x222)⋅x221 0...0 00000011 11100010 x = (110000101011)2
y = (1011000111)2
2010-096 [0-9A-P]+$ ^[0-9A-P]+\b \b\w*[0-9A-P]{28,}\w*\b \s([0-9A-P]+(\*[0-9A-P]{5,9})+)\s Prepoznato: 4–34,
\1: 5–33, \2: 24–33		 x2⋅x1+x0, x1⋅x2+x0, x0+x2⋅x1, x0+x1⋅x2 0...0 00000011 00100110 x = (101000000111)2
y = (11111)2
2010-097 ^[0-9A-R]+ \b[0-9A-R]+$ \b\w*[0-9A-R]{27,}\w*\b \s([0-9A-R]+(\+[0-9A-R]{6,8})+)\s Prepoznato: 4–30,
\1: 5–29, \2: 21–29		 (x222+x220)⋅x221, x221⋅(x222+x220), x221⋅(x220+x222), (x220+x222)⋅x221 0...0 00000011 00000111 x = (101001100111)2
y = (1111100100)2
2010-098 [0-9A-C]+$ ^[0-9A-C]+\b \b\w*[0-9A-C]{29,}\w*\b \s([0-9A-C]+(\*[0-9A-C]{6,9})+)\s Prepoznato: 4–34,
\1: 5–33, \2: 27–33		 x22⋅x21+x20, x21⋅x22+x20, x20+x22⋅x21, x20+x21⋅x22 0...0 00000011 00000001 x = (101100111100)2
y = (10101111110)2
2010-099 ^[0-9A-G]+ \b[0-9A-G]+$ \b\w*[0-9A-G]{19,}\w*\b \s([0-9A-G]+(\+[0-9A-G]{5,9})+)\s Prepoznato: 4–34,
\1: 5–33, \2: 28–33		 x222⋅(x221+x220), x222⋅(x220+x221), (x221+x220)⋅x222, (x220+x221)⋅x222 0...0 00000011 01011000 x = (100101111111)2
y = (1101)2
2010-100 [0-9A-K]+$ ^[0-9A-K]+\b \b\w*[0-9A-K]{18,}\w*\b \s([0-9A-K]+(\*[0-9A-K]{5,8})+)\s Prepoznato: 4–34,
\1: 5–33, \2: 28–33		 x22⋅x21+x20, x21⋅x22+x20, x20+x22⋅x21, x20+x21⋅x22 0...0 00000011 00111010 x = (100001000001)2
y = (1110010101)2