?41 82 2 $ C_{81,1}; W_{82,2}; alpha=-738; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[00110011100000000110]; b=[00100110011101010011]; c=[00010010010001000001]; xi=[101010]; $
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$+1804z^{14}+40024z^{16}+509213z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,2}; W_{82,2}; alpha=-736; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[11001011011010110101]; b=[10011010011011010000]; c=[01010011100101001010]; xi=[101010]; $
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$+1808z^{14}+40020z^{16}+509161z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,3}; W_{82,2}; alpha=-734; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[00011110011001011110]; b=[01010101010011110100]; c=[10101110111000111011]; xi=[101010]; $
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$+1812z^{14}+40016z^{16}+509109z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,4}; W_{82,2}; alpha=-714; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[00000110100111111111]; b=[00110110000111101000]; c=[11111011010111011000]; xi=[101001]; $
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$+1852z^{14}+39976z^{16}+508589z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,5}; W_{82,2}; alpha=-706; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[11100011011110101011]; b=[11110001101100110011]; c=[00100010100000001010]; xi=[101010]; $
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$+1868z^{14}+39960z^{16}+508381z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,6}; W_{82,2}; alpha=-688; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[11111110010110010010]; b=[10001001101001001110]; c=[01111010111110011001]; xi=[101001]; $
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$+1904z^{14}+39924z^{16}+507913z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,7}; W_{82,2}; alpha=-662; beta=18; |Aut|=1; (Theorem 3.1) R='F2'; a=[00111010001011010100]; b=[11001010111101110001]; c=[10001100011010110001]; xi=[101010]; $
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$+1956z^{14}+39872z^{16}+507237z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,8}; W_{82,3}; alpha=-828; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[00110011011011110001]; b=[00101110100101000100]; c=[10110001110000000001]; xi=[101110]; $
1000000000000000000000000000000000000000000000101010001011001000110001000011001110
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$+1624z^{14}+37900z^{16}+535873z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,9}; W_{82,3}; alpha=-816; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[10000011001000100011]; b=[00110001010001110100]; c=[00010001110001000101]; xi=[101101]; $
1000000000000000000000000000000000000000011000100100010011011010110000110110001101
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$+1648z^{14}+37876z^{16}+535561z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,10}; W_{82,3}; alpha=-812; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[11101110100101100010]; b=[01110011001100110001]; c=[00010100000110011010]; xi=[101101]; $
1000000000000000000000000000000000000000011011001000000010110110101010101010110001
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$+1656z^{14}+37868z^{16}+535457z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,11}; W_{82,3}; alpha=-798; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[00011011111101000011]; b=[11000000001100111001]; c=[10100000101010010010]; xi=[101110]; $
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$+1684z^{14}+37840z^{16}+535093z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,12}; W_{82,3}; alpha=-786; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[00011110101110000110]; b=[11000011010011000101]; c=[01001010001111101110]; xi=[101110]; $
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$+1708z^{14}+37816z^{16}+534781z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,13}; W_{82,3}; alpha=-778; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[00100000101100010000]; b=[11010101010010100011]; c=[01011101110000111001]; xi=[101101]; $
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$+1724z^{14}+37800z^{16}+534573z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,14}; W_{82,3}; alpha=-776; beta=0; |Aut|=1; (Theorem 3.1) R='F2'; a=[10001111010001011100]; b=[00000001010010011000]; c=[01101011111010000110]; xi=[101101]; $
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$+1728z^{14}+37796z^{16}+534521z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,15}; W_{82,3}; alpha=-818; beta=1; |Aut|=1; (Theorem 3.1) R='F2'; a=[10011111001010110001]; b=[11000010101110010110]; c=[01000011001011110111]; xi=[101110]; $
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$+1644z^{14}+38008z^{16}+534717z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,16}; W_{82,3}; alpha=-838; beta=2; |Aut|=1; (Theorem 3.1) R='F2'; a=[11100100001011100001]; b=[00101100110000110100]; c=[00011111001001111100]; xi=[101101]; $
1000000000000000000000000000000000000000001010110001110111010010110011000011010011
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$+1604z^{14}+38176z^{16}+534341z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,17}; W_{82,3}; alpha=-818; beta=2; |Aut|=1; (Theorem 3.1) R='F2'; a=[10001110110000101100]; b=[00111010000111110010]; c=[01110111101001100001]; xi=[101110]; $
1000000000000000000000000000000000000000010011010001011100111011000111011110100110
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$+1644z^{14}+38136z^{16}+533821z^{18} GL-K:0 GL-LK:0$

?41 82 2 $ C_{81,18}; W_{82,3}; alpha=-854; beta=5; |Aut|=1; (Theorem 3.1) R='F2'; a=[00001101111100100101]; b=[00011001110100011111]; c=[01001100001011101111]; xi=[101110]; $
1000000000000000000000000000000000000000010110110111101111101101010110001101111010
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$+1572z^{14}+38592z^{16}+532069z^{18} GL-K:0 GL-LK:0$