Download - The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

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Page 1: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 2: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 3: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 4: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 5: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 6: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 7: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 8: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 9: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 10: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 11: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 12: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 13: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 14: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 15: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 16: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 17: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

Page 18: The quadruple (0 , 0 , 0, 0) is the only quadruple of the form (a , b, c, n); where a , b , c , n are integers such that 6[ 6(a^2) + 3(b^2) + c^2 ] = 5( n^2) (( Asian Pacific Olympiad

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