Testing main conjectures dimension 3 : Langevin small spectrum is wrong ! Number of Good Exponent :1 Dobbertin conjecture is wrong ! Highest Non Linearity :4 Multiplicy :1 Minimal Number of zeroes:4 Multiplicity :2 Spec 1 :3 Spec 2 :7 Gregor exponent :3 min of nbz :4 Spec max :3 Amplitude max :8 Number of exponents :2 Number of error inc.gcd :0 Primes : sqrt=2.83 Testing main conjectures dimension 4 : Number of Good Exponent :0 Highest Non Linearity :8 Multiplicy :1 Minimal Number of zeroes:6 Multiplicity :2 Spec 1 :4 Spec 2 :15 Gregor exponent :7 min of nbz :6 Spec max :4 Amplitude max :16 Number of exponents :2 Number of error inc.gcd :0 Primes : sqrt=4.00 Testing main conjectures dimension 5 : Langevin small spectrum is wrong ! Number of Good Exponent :2 Dobbertin conjecture is wrong ! Highest Non Linearity :8 Multiplicy :2 Minimal Number of zeroes:6 Multiplicity :4 Spec 1 :3 Spec 2 :6 Gregor exponent :15 min of nbz :6 Spec max :6 Amplitude max :32 Number of exponents :4 Number of error inc.gcd :0 Primes : 1 [3], sqrt=5.66 Testing main conjectures dimension 6 : Number of Good Exponent :1 Highest Non Linearity :16 Multiplicy :2 Minimal Number of zeroes:13 Multiplicity :4 Spec 1 :3 Spec 2 :5 Gregor exponent :31 min of nbz :13 Spec max :8 Amplitude max :64 Number of exponents :4 Number of error inc.gcd :0 Primes : 3 [3], sqrt=8.00 Testing main conjectures dimension 7 : Langevin small spectrum is wrong ! Number of Good Exponent :5 Dobbertin conjecture is wrong ! Highest Non Linearity :16 Multiplicy :5 Minimal Number of zeroes:15 Multiplicity :7 Spec 1 :3 Spec 2 :7 Gregor exponent :63 min of nbz :15 Spec max :11 Amplitude max :128 Number of exponents :10 Number of error inc.gcd :0 Primes : 5 [3], 5 [5], sqrt=11.31 Testing main conjectures dimension 8 : Number of Good Exponent :0 Highest Non Linearity :32 Multiplicy :2 Minimal Number of zeroes:17 Multiplicity :7 Spec 1 :4 Spec 2 :5 Gregor exponent :127 min of nbz :17 Spec max :16 Amplitude max :256 Number of exponents :10 Number of error inc.gcd :0 Primes : 8 [3], 2 [5], 2 [7], sqrt=16.00 Testing main conjectures dimension 9 : Number of Good Exponent :6 Dobbertin conjecture is wrong ! Highest Non Linearity :32 Multiplicy :6 Minimal Number of zeroes:19 Multiplicity :7 Spec 1 :3 Spec 2 :5 Gregor exponent :255 min of nbz :19 Spec max :23 Amplitude max :512 Number of exponents :26 Number of error inc.gcd :0 Primes : 39 [3], 13 [5], 6 [7], 3 [11], 1 [13], sqrt=22.63 Testing main conjectures dimension 10 : Number of Good Exponent :5 Highest Non Linearity :64 Multiplicy :6 Minimal Number of zeroes:61 Multiplicity :6 Spec 1 :3 Spec 2 :5 Gregor exponent :511 min of nbz :61 Spec max :32 Amplitude max :1024 Number of exponents :32 Number of error inc.gcd :0 Primes : 76 [3], 35 [5], 11 [7], 2 [11], 2 [13], sqrt=32.00 Testing main conjectures dimension 11 : Number of Good Exponent :11 Highest Non Linearity :64 Multiplicy :11 Minimal Number of zeroes:56 Multiplicity :10 Spec 1 :3 Spec 2 :5 Gregor exponent :1023 min of nbz :56 Spec max :45 Amplitude max :2048 Number of exponents :90 Number of error inc.gcd :0 Primes : 224 [3], 78 [5], 57 [7], 15 [11], 8 [13], 3 [17], 2 [19], sqrt=45.25 Testing main conjectures dimension 12 : Number of Good Exponent :0 Highest Non Linearity :128 Multiplicy :3 Minimal Number of zeroes:73 Multiplicity :8 Spec 1 :3 Spec 2 :4 Gregor exponent :2047 min of nbz :73 Spec max :64 Amplitude max :4096 Number of exponents :76 Number of error inc.gcd :0 Primes : 314 [3], 157 [5], 75 [7], 31 [11], 15 [13], 5 [17], 4 [19], 3 [23], 3 [29], 3 [31], sqrt=64.00 Testing main conjectures dimension 13 : Number of Good Exponent :13 Highest Non Linearity :128 Multiplicy :13 Minimal Number of zeroes:53 Multiplicity :9 Spec 1 :3 Spec 2 :5 Gregor exponent :4095 min of nbz :53 Spec max :91 Amplitude max :8192 Number of exponents :316 Number of error inc.gcd :0 Primes : 1414 [3], 648 [5], 465 [7], 120 [11], 97 [13], 63 [17], 27 [19], 11 [23], 8 [29], 18 [31], 4 [37], 2 [41], 3 [43], sqrt=90.51 Testing main conjectures dimension 14 : Number of Good Exponent :8 Highest Non Linearity :256 Multiplicy :9 Minimal Number of zeroes:113 Multiplicity :10 Spec 1 :3 Spec 2 :5 Gregor exponent :8191 min of nbz :113 Spec max :128 Amplitude max :16384 Number of exponents :380 Number of error inc.gcd :0 Primes : 2442 [3], 1323 [5], 814 [7], 419 [11], 239 [13], 122 [17], 113 [19], 69 [23], 16 [29], 13 [31], 13 [37], 7 [41], 7 [43], 6 [47], 2 [53], 2 [59], 2 [61], sqrt=128.00 Testing main conjectures dimension 15 : Number of Good Exponent :9 Highest Non Linearity :256 Multiplicy :9 Minimal Number of zeroes:286 Multiplicity :14 Spec 1 :3 Spec 2 :5 Gregor exponent :16383 min of nbz :286 Spec max :181 Amplitude max :32768 Number of exponents :904 Number of error inc.gcd :0 Primes : 6846 [3], 3862 [5], 2394 [7], 1003 [11], 678 [13], 518 [17], 332 [19], 163 [23], 122 [29], 103 [31], 51 [37], 29 [41], 27 [43], 16 [47], 16 [53], 15 [59], 14 [61], 6 [67], 11 [71], 10 [73], 4 [79], 2 [83], 3 [89], 1 [139], 2 [167], sqrt=181.02 Testing main conjectures dimension 16 : Number of Good Exponent :0 Highest Non Linearity :512 Multiplicy :3 Minimal Number of zeroes:257 Multiplicity :12 Spec 1 :4 Spec 2 :5 Gregor exponent :32767 min of nbz :257 Spec max :256 Amplitude max :65536 Number of exponents :1028 Number of error inc.gcd :0 Primes : 10954 [3], 6087 [5], 4292 [7], 2275 [11], 1893 [13], 900 [17], 768 [19], 664 [23], 323 [29], 269 [31], 221 [37], 213 [41], 194 [43], 169 [47], 74 [53], 29 [59], 23 [61], 11 [67], 3 [71], 5 [73], 2 [79], 2 [83], 3 [89], 2 [97], 2 [101], 2 [103], 2 [107], 2 [109], 2 [113], 2 [127], 1 [137], sqrt=256.00 Testing main conjectures dimension 17 : Number of Good Exponent :17 Highest Non Linearity :512 Multiplicy :17 Minimal Number of zeroes:256 Multiplicity :16 Spec 1 :3 Spec 2 :5 Gregor exponent :65535 min of nbz :256 Spec max :362 Amplitude max :131072 Number of exponents :3856 Number of error inc.gcd :0 Primes : 44993 [3], 26598 [5], 16804 [7], 8811 [11], 6795 [13], 5270 [17], 4480 [19], 1769 [23], 1186 [29], 1153 [31], 846 [37], 472 [41], 466 [43], 206 [47], 173 [53], 189 [59], 158 [61], 161 [67], 113 [71], 96 [73], 48 [79], 43 [83], 29 [89], 17 [97], 30 [101], 27 [103], 17 [107], 16 [109], 16 [113], 9 [127], 9 [131], 9 [137], 7 [139], 4 [149], 11 [151], 3 [157], 2 [163], 2 [167], 3 [173], 2 [179], 1 [181], 1 [223], 2 [257], sqrt=362.04 Testing main conjectures dimension 18 : Langevin-Veron is false !!! d=28087 : 3 [38016], 1 [37312], 3 [36928], 5046 [1088], 576 [1408], 1620 [960], 9693 [640], 14733 [768], 24228 [448], 7791 [192], 855 [64], 24498 [128], 24273 [320], 1764 [512], 16560 [-128], 3708 [-256], 14475 [-192], 252 [-384], 4806 [-512], 15912 [-448], 954 [-704], 756 [-832], 1836 [-960], 72 [-1152], 18 [-1280], 972 [-1216], 1548 [-1088], 90 [-1472], 252 [-1344], 990 [-1024], 3264 [-896], 8271 [-768], 9594 [-640], 5661 [-576], 24543 [-320], 32526 [0], Langevin-Veron is false !!! d=37451 : 3 [37120], 3 [38016], 1 [36736], 4608 [1088], 1593 [512], 9771 [640], 14454 [768], 1548 [960], 918 [1408], 8142 [192], 24426 [320], 918 [64], 24156 [128], 24798 [448], 15930 [-128], 3627 [-256], 324 [-384], 16368 [-448], 24156 [-320], 4932 [-512], 9627 [-640], 936 [-704], 738 [-832], 8730 [-768], 5508 [-576], 981 [-1024], 1638 [-960], 108 [-1152], 18 [-1280], 882 [-1216], 272 [-1344], 1494 [-1088], 72 [-1472], 3258 [-896], 14568 [-192], 32638 [0], Langevin-Veron is false !!! d=37453 : 3 [37376], 3 [37120], 1 [38656], 702 [1408], 4770 [1088], 1674 [960], 14802 [768], 1530 [512], 23622 [448], 10026 [640], 936 [64], 24990 [128], 7980 [192], 24126 [320], 3618 [-256], 14316 [-192], 16350 [-128], 342 [-384], 24354 [-320], 4860 [-512], 5382 [-576], 9864 [-640], 738 [-832], 1008 [-1024], 144 [-1152], 1350 [-1088], 1730 [-960], 3726 [-896], 90 [-1472], 180 [-1344], 1134 [-1216], 8160 [-768], 828 [-704], 15558 [-448], 33247 [0], Number of Good Exponent :8 Highest Non Linearity :1024 Multiplicy :9 Minimal Number of zeroes:1009 Multiplicity :14 Spec 1 :3 Spec 2 :4 Gregor exponent :131071 min of nbz :1009 Spec max :512 Amplitude max :262144 Number of exponents :3892 Number of error inc.gcd :0 Primes : 69820 [3], 40133 [5], 28033 [7], 15600 [11], 14221 [13], 7950 [17], 6669 [19], 5975 [23], 3956 [29], 2667 [31], 1249 [37], 1004 [41], 1029 [43], 921 [47], 715 [53], 459 [59], 416 [61], 311 [67], 282 [71], 286 [73], 280 [79], 263 [83], 254 [89], 233 [97], 197 [101], 183 [103], 127 [107], 115 [109], 105 [113], 37 [127], 23 [131], 21 [137], 16 [139], 14 [149], 13 [151], 12 [157], 10 [163], 10 [167], 9 [173], 10 [179], 10 [181], 8 [191], 6 [193], 8 [197], 14 [199], 4 [211], 5 [223], 2 [227], 5 [229], 4 [233], 2 [239], 2 [241], 3 [251], 1 [277], 1 [281], 1 [311], 1 [547], 1 [577], sqrt=512.00 Testing main conjectures dimension 19 : Number of Good Exponent :19 Highest Non Linearity :1024 Multiplicy :19 Minimal Number of zeroes:1027 Multiplicity :12 Spec 1 :3 Spec 2 :5 Gregor exponent :262143 min of nbz :1027 Spec max :724 Amplitude max :524288 Number of exponents :13798 Number of error inc.gcd :0 Primes : 252741 [3], 147178 [5], 100127 [7], 60226 [11], 43015 [13], 33878 [17], 32619 [19], 18773 [23], 9774 [29], 9418 [31], 9002 [37], 7001 [41], 5218 [43], 2844 [47], 1851 [53], 1689 [59], 1650 [61], 1630 [67], 1568 [71], 1779 [73], 1349 [79], 814 [83], 537 [89], 287 [97], 280 [101], 232 [103], 222 [107], 218 [109], 210 [113], 241 [127], 205 [131], 193 [137], 213 [139], 139 [149], 121 [151], 100 [157], 71 [163], 69 [167], 45 [173], 35 [179], 35 [181], 20 [191], 30 [193], 21 [197], 23 [199], 20 [211], 19 [223], 19 [227], 19 [229], 19 [233], 18 [239], 22 [241], 17 [251], 17 [257], 16 [263], 16 [269], 14 [271], 14 [277], 13 [281], 14 [283], 11 [293], 4 [307], 8 [311], 4 [313], 9 [317], 3 [331], 3 [337], 4 [347], 3 [349], 2 [353], 4 [359], 1 [373], 1 [419], sqrt=724.08 Testing main conjectures dimension 20 : Number of Good Exponent :0 Highest Non Linearity :2048 Multiplicy :4 Minimal Number of zeroes:881 Multiplicity :18 Spec 1 :3 Spec 2 :4 Gregor exponent :524287 min of nbz :881 Spec max :1024 Amplitude max :1048576 Number of exponents :12008 Number of error inc.gcd :0 Primes : 314097 [3], 187297 [5], 127098 [7], 75444 [11], 63565 [13], 44698 [17], 36287 [19], 28651 [23], 24712 [29], 20916 [31], 10595 [37], 9184 [41], 8815 [43], 8426 [47], 8011 [53], 6386 [59], 5484 [61], 3290 [67], 2573 [71], 2317 [73], 1954 [79], 1826 [83], 1740 [89], 1700 [97], 1632 [101], 1587 [103], 1443 [107], 1386 [109], 1247 [113], 747 [127], 666 [131], 598 [137], 594 [139], 557 [149], 546 [151], 547 [157], 534 [163], 534 [167], 527 [173], 524 [179], 527 [181], 521 [191], 505 [193], 481 [197], 498 [199], 422 [211], 321 [223], 266 [227], 223 [229], 211 [233], 144 [239], 145 [241], 78 [251], 60 [257], 51 [263], 40 [269], 32 [271], 25 [277], 22 [281], 18 [283], 24 [293], 11 [307], 10 [311], 11 [313], 8 [317], 7 [331], 7 [337], 11 [347], 9 [349], 7 [353], 9 [359], 6 [367], 7 [373], 6 [379], 6 [383], 6 [389], 5 [397], 3 [401], 4 [409], 4 [419], 5 [421], 3 [431], 3 [433], 3 [439], 2 [443], 3 [449], 3 [457], 3 [461], 2 [463], 3 [467], 5 [479], 2 [487], 3 [491], 3 [499], 3 [503], 3 [509], 1 [653], 1 [1063], sqrt=1024.00 Testing main conjectures dimension 21 : Langevin-Veron is false !!! d=149797 : 3 [300160], 3 [299264], 1 [298880], 7 [4992], 63 [4608], 504 [4224], 2534 [3840], 63 [3712], 7140 [3456], 966 [3328], 13125 [3072], 7056 [2944], 13104 [2688], 28434 [2560], 462 [2432], 5880 [2304], 65352 [2176], 6804 [2048], 76881 [1792], 43722 [1664], 38346 [1408], 130977 [1280], 2569 [1152], 195531 [896], 29631 [768], 117579 [512], 128982 [384], 258854 [0], 7119 [-128], 194649 [-384], 63756 [-512], 195888 [-896], 195678 [-1280], 13314 [-1408], 78666 [-1792], 116298 [-2176], 12754 [-2688], 38745 [-3072], 5712 [-3968], Langevin-Veron is false !!! d=224695 : 3 [300160], 3 [299264], 1 [298880], 63 [4608], 504 [4224], 2331 [3840], 21 [3712], 7434 [3456], 798 [3328], 12684 [3072], 7518 [2944], 13230 [2688], 28392 [2560], 609 [2432], 5376 [2304], 64869 [2176], 7035 [2048], 78183 [1792], 43974 [1664], 39228 [1408], 130767 [1280], 2303 [1152], 194901 [896], 29085 [768], 116718 [512], 128352 [384], 259372 [0], 7560 [-128], 194964 [-384], 65163 [-512], 195258 [-896], 195111 [-1280], 12117 [-1408], 78498 [-1792], 116844 [-2176], 13657 [-2688], 38997 [-3072], 5229 [-3968], Langevin-Veron is false !!! d=299597 : 3 [300160], 3 [299264], 1 [298880], 7 [4992], 84 [4608], 588 [4224], 2534 [3840], 21 [3712], 7308 [3456], 756 [3328], 13188 [3072], 7161 [2944], 12726 [2688], 28056 [2560], 609 [2432], 5628 [2304], 65037 [2176], 7686 [2048], 78099 [1792], 42966 [1664], 38808 [1408], 130557 [1280], 2044 [1152], 196455 [896], 28497 [768], 116718 [512], 129654 [384], 256796 [0], 7581 [-128], 195300 [-384], 67494 [-512], 195510 [-896], 195762 [-1280], 11823 [-1408], 77364 [-1792], 116151 [-2176], 13321 [-2688], 39354 [-3072], 5502 [-3968], Number of Good Exponent :13 Highest Non Linearity :2048 Multiplicy :13 Minimal Number of zeroes:1555 Multiplicity :8 Spec 1 :3 Spec 2 :5 Gregor exponent :1048575 min of nbz :1555 Spec max :1448 Amplitude max :2097152 Number of exponents :42340 Number of error inc.gcd :0 Primes : 1260715 [3], 738441 [5], 521541 [7], 324456 [11], 250306 [13], 185485 [17], 170254 [19], 137071 [23], 79261 [29], 71666 [31], 66452 [37], 63695 [41], 58340 [43], 38429 [47], 21468 [53], 17990 [59], 17758 [61], 17117 [67], 16669 [71], 16920 [73], 16451 [79], 14374 [83], 9776 [89], 4389 [97], 3371 [101], 2910 [103], 2390 [107], 2420 [109], 2066 [113], 1960 [127], 1886 [131], 1965 [137], 1865 [139], 1751 [149], 1802 [151], 1633 [157], 1363 [163], 1220 [167], 939 [173], 735 [179], 650 [181], 422 [191], 409 [193], 354 [197], 346 [199], 309 [211], 258 [223], 255 [227], 234 [229], 247 [233], 245 [239], 239 [241], 249 [251], 228 [257], 233 [263], 228 [269], 231 [271], 223 [277], 229 [281], 217 [283], 213 [293], 167 [307], 159 [311], 157 [313], 145 [317], 102 [331], 95 [337], 63 [347], 71 [349], 58 [353], 52 [359], 40 [367], 39 [373], 41 [379], 39 [383], 26 [389], 26 [397], 30 [401], 23 [409], 27 [419], 22 [421], 20 [431], 22 [433], 24 [439], 20 [443], 22 [449], 20 [457], 23 [461], 22 [463], 23 [467], 22 [479], 21 [487], 21 [491], 21 [499], 21 [503], 22 [509], 21 [521], 24 [523], 20 [541], 22 [547], 17 [557], 23 [563], 17 [569], 19 [571], 20 [577], 15 [587], 15 [593], 14 [599], 13 [601], 12 [607], 13 [613], 11 [617], 13 [619], 11 [631], 8 [641], 7 [643], 10 [647], 13 [653], 6 [659], 7 [661], 5 [673], 6 [677], 5 [683], 6 [691], 4 [701], 6 [709], 3 [719], 1 [733], 4 [743], 1 [751], 1 [769], 1 [787], 1 [797], 1 [809], 1 [821], 1 [823], 1 [941], 1 [971], 1 [991], 4 [1019], 1 [1049], 1 [1061], 1 [1097], 1 [2011], 1 [2087], sqrt=1448.15 Testing main conjectures dimension 22 : Number of Good Exponent :12 Highest Non Linearity :4096 Multiplicy :13 Minimal Number of zeroes:2641 Multiplicity :18 Spec 1 :3 Spec 2 :5 Gregor exponent :2097151 min of nbz :2641 Spec max :2048 Amplitude max :4194304 Number of exponents :60020 Number of error inc.gcd :0 Primes : 2340328 [3], 1379097 [5], 964437 [7], 609932 [11], 484457 [13], 374030 [17], 309725 [19], 243298 [23], 207871 [29], 200371 [31], 113461 [37], 91837 [41], 84529 [43], 76989 [47], 72479 [53], 70014 [59], 67944 [61], 45339 [67], 33161 [71], 28447 [73], 23128 [79], 21992 [83], 20877 [89], 20138 [97], 19913 [101], 19818 [103], 19728 [107], 19760 [109], 19241 [113], 12884 [127], 10383 [131], 7272 [137], 6567 [139], 4298 [149], 4076 [151], 3565 [157], 3365 [163], 3253 [167], 3015 [173], 2945 [179], 2902 [181], 2830 [191], 2839 [193], 2859 [197], 2856 [199], 2851 [211], 2530 [223], 2397 [227], 2525 [229], 2188 [233], 1971 [239], 1913 [241], 1575 [251], 1360 [257], 1237 [263], 1143 [269], 1095 [271], 1014 [277], 1001 [281], 992 [283], 930 [293], 896 [307], 887 [311], 881 [313], 975 [317], 876 [331], 868 [337], 867 [347], 866 [349], 872 [353], 866 [359], 867 [367], 865 [373], 866 [379], 870 [383], 863 [389], 840 [397], 854 [401], 849 [409], 775 [419], 816 [421], 757 [431], 742 [433], 723 [439], 687 [443], 611 [449], 580 [457], 488 [461], 504 [463], 428 [467], 364 [479], 339 [487], 293 [491], 227 [499], 225 [503], 199 [509], 146 [521], 143 [523], 91 [541], 65 [547], 46 [557], 48 [563], 47 [569], 37 [571], 43 [577], 27 [587], 24 [593], 21 [599], 27 [601], 18 [607], 22 [613], 17 [617], 17 [619], 16 [631], 18 [641], 16 [643], 16 [647], 14 [653], 13 [659], 15 [661], 12 [673], 15 [677], 13 [683], 14 [691], 12 [701], 18 [709], 13 [719], 13 [727], 14 [733], 12 [739], 12 [743], 18 [751], 12 [757], 14 [761], 12 [769], 26 [773], 11 [787], 10 [797], 11 [809], 20 [811], 11 [821], 10 [823], 8 [827], 8 [829], 7 [839], 10 [853], 10 [857], 9 [859], 9 [863], 5 [877], 11 [881], 9 [883], 8 [887], 8 [907], 6 [911], 6 [919], 4 [929], 6 [937], 4 [941], 4 [947], 6 [953], 5 [967], 2 [971], 5 [977], 2 [983], 4 [991], 3 [997], 3 [1009], 2 [1013], 2 [1019], 3 [1021], 1 [1031], 2 [1033], 2 [1051], 1 [1061], 1 [1091], 1 [1093], 1 [1129], 7 [1163], 1 [1187], 1 [1213], 1 [1259], 1 [1289], 3 [1301], sqrt=2048.00 Testing main conjectures dimension 23 : Multiplicy :23 Minimal Number of zeroes:3773 Multiplicity :12 Spec 1 :3 Spec 2 :5 Gregor exponent :4194303 min of nbz :3773 Spec max :2896 Amplitude max :8388608 Number of exponents :178482 Number of error inc.gcd :0 Primes : 7528667 [3], 4449269 [5], 3114289 [7], 1931159 [11], 1577005 [13], 1165390 [17], 1029972 [19], 905694 [23], 562579 [29], 539057 [31], 448572 [37], 435964 [41], 434570 [43], 378757 [47], 201008 [53], 141707 [59], 137632 [61], 126265 [67], 123499 [71], 122754 [73], 121468 [79], 120485 [83], 111781 [89], 66887 [97], 50209 [101], 40169 [103], 31409 [107], 28960 [109], 25582 [113], 22026 [127], 22747 [131], 21409 [137], 21343 [139], 21194 [149], 21170 [151], 21058 [157], 20775 [163], 20201 [167], 18456 [173], 15643 [179], 14357 [181], 9124 [191], 9663 [193], 6998 [197], 6305 [199], 4113 [211], 3392 [223], 3244 [227], 3174 [229], 3108 [233], 3548 [239], 3038 [241], 2953 [251], 2936 [257], 2923 [263], 2916 [269], 3178 [271], 2908 [277], 3141 [281], 2904 [283], 2891 [293], 2860 [307], 2828 [311], 2909 [313], 3013 [317], 2554 [331], 2283 [337], 1943 [347], 1801 [349], 1688 [353], 1445 [359], 1169 [367], 1150 [373], 890 [379], 770 [383], 701 [389], 582 [397], 580 [401], 580 [409], 480 [419], 385 [421], 363 [431], 355 [433], 336 [439], 332 [443], 332 [449], 319 [457], 316 [461], 312 [463], 309 [467], 308 [479], 302 [487], 303 [491], 302 [499], 301 [503], 303 [509], 301 [521], 301 [523], 302 [541], 324 [547], 319 [557], 299 [563], 300 [569], 297 [571], 292 [577], 291 [587], 312 [593], 298 [599], 288 [601], 284 [607], 279 [613], 269 [617], 272 [619], 257 [631], 232 [641], 232 [643], 228 [647], 203 [653], 202 [659], 204 [661], 162 [673], 189 [677], 175 [683], 138 [691], 118 [701], 108 [709], 102 [719], 70 [727], 82 [733], 81 [739], 59 [743], 52 [751], 49 [757], 47 [761], 53 [769], 41 [773], 44 [787], 38 [797], 33 [809], 30 [811], 33 [821], 29 [823], 27 [827], 28 [829], 29 [839], 25 [853], 26 [857], 24 [859], 22 [863], 24 [877], 25 [881], 25 [883], 35 [887], 24 [907], 24 [911], 25 [919], 22 [929], 23 [937], 23 [941], 22 [947], 28 [953], 22 [967], 25 [971], 23 [977], 22 [983], 23 [991], 22 [997], 26 [1009], 22 [1013], 23 [1019], 22 [1021], 23 [1031], 22 [1033], 22 [1039], 22 [1049], 23 [1051], 25 [1061], 22 [1063], 23 [1069], 22 [1087], 24 [1091], 23 [1093], 22 [1097], 22 [1103], 22 [1109], 24 [1117], 22 [1123], 22 [1129], 19 [1151], 24 [1153], 22 [1163], 20 [1171], 15 [1181], 18 [1187], 20 [1193], 15 [1201], 15 [1213], 18 [1217], 18 [1223], 20 [1229], 15 [1231], 16 [1237], 15 [1249], 12 [1259], 11 [1277], 15 [1279], 10 [1283], 12 [1289], 13 [1291], 16 [1297], 12 [1301], 11 [1303], 12 [1307], 8 [1319], 5 [1321], 9 [1327], 7 [1361], 4 [1367], 9 [1373], 10 [1381], 4 [1399], 6 [1409], 6 [1423], 5 [1427], 5 [1429], 7 [1433], 6 [1439], 3 [1447], 2 [1451], 4 [1453], 2 [1459], 1 [1471], 3 [1487], 1 [1489], 1 [1493], 3 [1499], 2 [1511], 2 [1523], 1 [1543], 2 [1549], 1 [1553], 1 [1559], 2 [1571], 1 [1583], 1 [1601], 2 [1607], 2 [1609], 1 [1613], 1 [1693], 1 [1697], 1 [1741], 1 [1753], sqrt=2896.31 Testing main conjectures dimensio 24 : Michko is false !!! d=1198373 : 3 [2401280], 3 [2394112], 1 [2391040], 8 [23808], 456 [20224], 360 [19456], 3744 [16640], 8328 [15872], 3720 [15104], 19452 [13056], 57492 [12288], 58524 [11520], 18886 [10752], 56844 [9472], 232080 [8704], 345036 [7936], 231504 [7168], 57432 [6400], 104916 [5888], 518514 [5120], 1039452 [4352], 1039038 [3584], 519528 [2816], 103760 [2304], 103644 [2048], 623634 [1536], 1562208 [768], 2077957 [0], 1559172 [-768], 44124 [-1280], 625578 [-1536], 312888 [-2048], 104700 [-2304], 933828 [-2816], 1559748 [-3584], 1561332 [-4352], 932802 [-5120], 312420 [-5888], 44100 [-6656], Michko is false !!! d=2396747 : 1 [2406400], 3 [2396160], 3 [2394112], 8 [23808], 432 [20224], 456 [19456], 4008 [16640], 7500 [15872], 4008 [15104], 18072 [13056], 59364 [12288], 56472 [11520], 19564 [10752], 59616 [9472], 229224 [8704], 345840 [7936], 230334 [7168], 57816 [6400], 103104 [5888], 522198 [5120], 1041408 [4352], 1042056 [3584], 520656 [2816], 105248 [2304], 102840 [2048], 620064 [1536], 1556040 [768], 2077547 [0], 1560024 [-768], 44424 [-1280], 623844 [-1536], 310866 [-2048], 104576 [-2304], 939720 [-2816], 1559568 [-3584], 1560000 [-4352], 934020 [-5120], 311232 [-5888], 45060 [-6656], Michko is false !!! d=5991863 : 3 [2401280], 1 [2395648], 3 [2392576], 24 [23808], 384 [20224], 456 [19456], 4176 [16640], 7488 [15872], 3840 [15104], 18068 [13056], 58896 [12288], 56796 [11520], 19828 [10752], 59952 [9472], 228000 [8704], 348804 [7936], 229896 [7168], 58404 [6400], 101520 [5888], 522858 [5120], 1037166 [4352], 1040958 [3584], 519534 [2816], 104672 [2304], 103356 [2048], 620856 [1536], 1563822 [768], 2079681 [0], 1560876 [-768], 44580 [-1280], 618432 [-1536], 313032 [-2048], 105838 [-2304], 933138 [-2816], 1561218 [-3584], 1556550 [-4352], 936006 [-5120], 314016 [-5888], 44088 [-6656], Number of Good Exponent :0 Highest Non Linearity :8192 Multiplicy :3 Minimal Number of zeroes:4849 Multiplicity :15 Spec 1 :3 Spec 2 :4 Gregor exponent :8388607 min of nbz :4849 Spec max :4096 Amplitude max :16777216 Number of exponents :138256 Number of error inc.gcd :0 A Primes : 9380227 [3], 5570512 [5], 3940108 [7], 2460308 [11], 2050606 [13], 1561689 [17], 1353144 [19], 1112275 [23], 846169 [29], 812606 [31], 619925 [37], 511575 [41], 486738 [43], 439875 [47], 398845 [53], 377428 [59], 372787 [61], 338081 [67], 270554 [71], 235285 [73], 171581 [79], 153798 [83], 134264 [89], 118784 [97], 115368 [101], 113949 [103], 112232 [107], 111480 [109], 110255 [113], 101617 [127], 93591 [131], 77181 [137], 71816 [139], 52396 [149], 50237 [151], 46018 [157], 43608 [163], 42286 [167], 41290 [173], 40573 [179], 40300 [181], 39183 [191], 39213 [193], 38684 [197], 38600 [199], 38007 [211], 37521 [223], 37321 [227], 37256 [229], 36919 [233], 36200 [239], 35870 [241], 32102 [251], 29155 [257], 25184 [263], 20560 [269], 20057 [271], 16270 [277], 14838 [281], 13792 [283], 10664 [293], 8267 [307], 7860 [311], 7797 [313], 7342 [317], 6554 [331], 6189 [337], 5940 [347], 5821 [349], 5716 [353], 5574 [359], 5439 [367], 5450 [373], 5369 [379], 5322 [383], 5298 [389], 5242 [397], 5248 [401], 5246 [409], 5180 [419], 5211 [421], 5119 [431], 5148 [433], 5091 [439], 5037 [443], 4985 [449], 4824 [457], 4719 [461], 4702 [463], 4590 [467], 4286 [479], 4022 [487], 3868 [491], 3643 [499], 3568 [503], 3365 [509], 3114 [521], 2987 [523], 2671 [541], 2590 [547], 2425 [557], 2399 [563], 2348 [569], 2344 [571], 2291 [577], 2253 [587], 2205 [593], 2188 [599], 2187 [601], 2184 [607], 2184 [613], 2161 [617], 2166 [619], 2133 [631], 2136 [641], 2128 [643], 2119 [647], 2129 [653], 2114 [659], 2125 [661], 2110 [673], 2115 [677], 2111 [683], 2104 [691], 2108 [701], 2110 [709], 2103 [719], 2105 [727], 2101 [733], 2102 [739], 2101 [743], 2101 [751], 2101 [757], 2096 [761], 2099 [769], 2108 [773], 2100 [787], 2096 [797], 2096 [809], 2109 [811], 2093 [821], 2089 [823], 2094 [827], 2082 [829], 2077 [839], 2074 [853], 2055 [857], 2058 [859], 2042 [863], 1993 [877], 1999 [881], 1961 [883], 1937 [887], 1862 [907], 1814 [911], 1701 [919], 1726 [929], 1547 [937], 1518 [941], 1437 [947], 1340 [953], 1182 [967], 1189 [971], 1162 [977], 1059 [983], 1024 [991], 899 [997], 821 [1009], 780 [1013], 756 [1019], 677 [1021], 602 [1031], 606 [1033], 559 [1039], 486 [1049], 458 [1051], 438 [1061], 403 [1063], 345 [1069], 325 [1087], 276 [1091], 274 [1093], 265 [1097], 231 [1103], 235 [1109], 189 [1117], 169 [1123], 149 [1129], 132 [1151], 127 [1153], 98 [1163], 80 [1171], 76 [1181], 72 [1187], 55 [1193], 61 [1201], 55 [1213], 41 [1217], 43 [1223], 31 [1229], 38 [1231], 31 [1237], 39 [1249], 37 [1259], 21 [1277], 32 [1279], 21 [1283], 18 [1289], 26 [1291], 17 [1297], 13 [1301], 19 [1303], 23 [1307], 13 [1319], 19 [1321], 13 [1327], 11 [1361], 10 [1367], 11 [1373], 8 [1381], 10 [1399], 9 [1409], 7 [1423], 7 [1427], 10 [1429], 9 [1433], 9 [1439], 6 [1447], 10 [1451], 8 [1453], 9 [1459], 7 [1471], 4 [1481], 7 [1483], 8 [1487], 4 [1489], 8 [1493], 6 [1499], 5 [1511], 10 [1523], 5 [1531], 7 [1543], 5 [1549], 5 [1553], 5 [1559], 9 [1567], 6 [1571], 6 [1579], 4 [1583], 4 [1597], 5 [1601], 4 [1607], 7 [1609], 4 [1613], 6 [1619], 5 [1621], 5 [1627], 5 [1637], 5 [1657], 6 [1663], 3 [1667], 6 [1669], 5 [1693], 8 [1697], 3 [1699], 5 [1709], 5 [1721], 5 [1723], 3 [1733], 5 [1741], 2 [1747], 5 [1753], 4 [1759], 4 [1777], 3 [1783], 4 [1787], 4 [1789], 3 [1801], 4 [1811], 3 [1823], 4 [1831], 3 [1847], 4 [1861], 2 [1867], 5 [1871], 4 [1873], 3 [1877], 4 [1879], 4 [1889], 3 [1901], 3 [1907], 3 [1913], 3 [1931], 2 [1933], 4 [1949], 2 [1951], 2 [1973], 4 [1979], 2 [1987], 3 [1993], 2 [1997], 3 [1999], 4 [2003], 3 [2011], 2 [2017], 4 [2027], 2 [2029], 3 [2039], 1 [2069], 1 [2083], 1 [2087], 1 [2113], 1 [2129], 2 [2131], 1 [2137], 1 [2153], 1 [2179], 1 [2237], 1 [2293], 1 [2347], 1 [2351], 1 [2399], 1 [2579], 1 [2591], 1 [2711], 1 [3019], 1 [3037], 1 [3049], 1 [3061], 1 [3079], 1 [3169], 1 [3793], 1 [4007], 1 [4673], 1 [4679], 1 [5039], 1 [5119], 2 [5189], 1 [8011], 1 [8287], 1 [8297], 1 [8443], 1 [8731], sqrt=4096.00