M 118 + L 23 M 24 + L 22 ( − 6 M 36 + 25 M 34 − 35 M 32 − 4 M 30 + 72 M 28 − 28 M 26 − 15 M 24 + 26 M 22 − 16 M 20 + 4 M 18 ) + L 21 ( 15 M 48 − 118 M 46 + 358 M 44 − 404 M 42 − 301 M 40 + 1221 M 38 − 806 M 36 − 870 M 34 + 1579 M 32 − 31 M 30 − 556 M 28 + 236 M 26 − 235 M 24 + 202 M 22 + 61 M 20 − 192 M 18 + 132 M 16 − 44 M 14 + 6 M 12 ) + L 20 ( − 20 M 60 + 222 M 58 − 1005 M 56 + 2180 M 54 − 1523 M 52 − 2924 M 50 + 7090 M 48 − 4068 M 46 − 4173 M 44 + 9567 M 42 − 9570 M 40 + 746 M 38 + 14590 M 36 − 13547 M 34 − 114 M 32 + 12595 M 30 − 10699 M 28 − 1435 M 26 + 6719 M 24 − 2886 M 22 − 419 M 20 + 639 M 18 − 444 M 16 + 508 M 14 − 392 M 12 + 170 M 10 − 40 M 8 + 4 M 6 ) + L 19 ( 15 M 72 − 208 M 70 + 1227 M 68 − 3888 M 66 + 6697 M 64 − 4289 M 62 − 7167 M 60 + 23779 M 58 − 31289 M 56 − 1091 M 54 + 79812 M 52 − 101362 M 50 − 40327 M 48 + 195486 M 46 − 97123 M 44 − 176102 M 42 + 209819 M 40 + 84858 M 38 − 189986 M 36 − 12547 M 34 + 114004 M 32 − 3047 M 30 − 64842 M 28 + 5935 M 26 + 41491 M 24 − 16683 M 22 − 15969 M 20 + 14997 M 18 − 1096 M 16 − 4378 M 14 + 3028 M 12 − 1244 M 10 + 496 M 8 − 204 M 6 + 64 M 4 − 12 M 2 + 1 ) + L 18 ( − 6 M 84 + 97 M 82 − 699 M 80 + 2966 M 78 − 8295 M 76 + 15785 M 74 − 16700 M 72 − 11416 M 70 + 80246 M 68 − 107555 M 66 − 63914 M 64 + 333312 M 62 − 188508 M 60 − 474330 M 58 + 618371 M 56 + 427609 M 54 − 1052191 M 52 − 243214 M 50 + 1366853 M 48 − 91640 M 46 − 1467015 M 44 + 659202 M 42 + 1275976 M 40 − 1136738 M 38 − 717829 M 36 + 1186677 M 34 + 94465 M 32 − 791023 M 30 + 222102 M 28 + 307795 M 26 − 200651 M 24 − 36646 M 22 + 66757 M 20 − 12457 M 18 − 3481 M 16 − 1561 M 14 − 658 M 12 + 4759 M 10 − 4305 M 8 + 1951 M 6 − 513 M 4 + 76 M 2 − 5 ) + L 17 ( M 96 − 18 M 94 + 157 M 92 − 912 M 90 + 3969 M 88 − 12936 M 86 + 28631 M 84 − 31462 M 82 − 23473 M 80 + 125936 M 78 − 103270 M 76 − 178894 M 74 + 342891 M 72 + 166074 M 70 − 692034 M 68 − 240705 M 66 + 1625630 M 64 − 81037 M 62 − 3441149 M 60 + 2074801 M 58 + 5196783 M 56 − 6300552 M 54 − 5091906 M 52 + 10849115 M 50 + 2478935 M 48 − 12593306 M 46 + 1439263 M 44 + 10730746 M 42 − 4188938 M 40 − 6832254 M 38 + 4698927 M 36 + 3175619 M 34 − 3607879 M 32 − 930175 M 30 + 2139808 M 28 − 37679 M 26 − 1004488 M 24 + 268549 M 22 + 357673 M 20 − 220081 M 18 − 57324 M 16 + 96529 M 14 − 20400 M 12 − 20452 M 10 + 17657 M 8 − 6724 M 6 + 1473 M 4 − 182 M 2 + 10 ) + L 16 ( − 3 M 104 + 63 M 102 − 596 M 100 + 3324 M 98 − 11943 M 96 + 27936 M 94 − 38757 M 92 + 15575 M 90 + 49393 M 88 − 95504 M 86 + 49290 M 84 + 24427 M 82 − 1814 M 80 + 149250 M 78 − 865745 M 76 + 867868 M 74 + 2133496 M 72 − 4636367 M 70 − 1768736 M 68 + 11031839 M 66 − 2680637 M 64 − 17089575 M 62 + 12135720 M 60 + 18696877 M 58 − 25626767 M 56 − 13299248 M 54 + 39400244 M 52 + 1788171 M 50 − 46524147 M 48 + 12674847 M 46 + 42580354 M 44 − 23841009 M 42 − 28971213 M 40 + 26722216 M 38 + 12730577 M 36 − 21287549 M 34 − 1138086 M 32 + 12248499 M 30 − 3412491 M 28 − 4698508 M 26 + 3127268 M 24 + 806935 M 22 − 1484340 M 20 + 299210 M 18 + 346901 M 16 − 230309 M 14 + 7631 M 12 + 55453 M 10 − 33622 M 8 + 10526 M 6 − 1967 M 4 + 210 M 2 − 10 ) + L 15 ( 3 M 112 − 71 M 110 + 748 M 108 − 4569 M 106 + 17502 M 104 − 41568 M 102 + 52270 M 100 − 4067 M 98 − 71634 M 96 + 39492 M 94 + 7663 M 92 + 294806 M 90 − 356514 M 88 − 1306249 M 86 + 2711676 M 84 + 1631942 M 82 − 7927188 M 80 + 900555 M 78 + 15460802 M 76 − 7460476 M 74 − 24602623 M 72 + 17025437 M 70 + 36418411 M 68 − 28319034 M 66 − 50394478 M 64 + 40832829 M 62 + 60010833 M 60 − 54701815 M 58 − 55644803 M 56 + 68114970 M 54 + 35255399 M 52 − 73271392 M 50 − 5124678 M 48 + 64408258 M 46 − 21397113 M 44 − 42929609 M 42 + 33492190 M 40 + 17939647 M 38 − 29692301 M 36 + 23475 M 34 + 17511079 M 32 − 6853237 M 30 − 6151400 M 28 + 5702771 M 26 + 321759 M 24 − 2444763 M 22 + 965613 M 20 + 386658 M 18 − 475261 M 16 + 114902 M 14 + 70947 M 12 − 71020 M 10 + 30155 M 8 − 7754 M 6 + 1252 M 4 − 118 M 2 + 5 ) + L 14 ( − M 120 + 27 M 118 − 327 M 116 + 2353 M 114 − 11172 M 112 + 36367 M 110 − 79238 M 108 + 94381 M 106 + 35913 M 104 − 361636 M 102 + 462891 M 100 + 505782 M 98 − 1936595 M 96 + 282267 M 94 + 4795921 M 92 − 2661739 M 90 − 11173281 M 88 + 9471411 M 86 + 23732989 M 84 − 27295831 M 82 − 41399123 M 80 + 65142141 M 78 + 52807343 M 76 − 126458993 M 74 − 38089723 M 72 + 202760614 M 70 − 19103664 M 68 − 272303075 M 66 + 114550868 M 64 + 305893398 M 62 − 219906869 M 60 − 280213863 M 58 + 297928957 M 56 + 199393487 M 54 − 316895359 M 52 − 92093272 M 50 + 271652810 M 48 − 1245850 M 46 − 185603181 M 44 + 52226615 M 42 + 95588481 M 40 − 58514181 M 38 − 31006540 M 36 + 39207079 M 34 + 87870 M 32 − 16783219 M 30 + 6593360 M 28 + 3546340 M 26 − 3866299 M 24 + 633705 M 22 + 855439 M 20 − 600044 M 18 + 82649 M 16 + 110744 M 14 − 92320 M 12 + 39851 M 10 − 11485 M 8 + 2305 M 6 − 313 M 4 + 26 M 2 − 1 ) + L ( 4 M 124 − 16 M 122 + 26 M 120 − 15 M 118 − 28 M 116 + 72 M 114 − 4 M 112 − 35 M 110 + 25 M 108 − 6 M 106 ) + L 13 ( − M 126 + 27 M 124 − 340 M 122 + 2622 M 120 − 13592 M 118 + 48414 M 116 − 113219 M 114 + 136556 M 112 + 78769 M 110 − 602275 M 108 + 770691 M 106 + 659274 M 104 − 3203634 M 102 + 2471989 M 100 + 5247248 M 98 − 11771355 M 96 − 1121503 M 94 + 28293885 M 92 − 19269906 M 90 − 47266639 M 88 + 65847857 M 86 + 58506118 M 84 − 142845073 M 82 − 49531315 M 80 + 241071736 M 78 + 13729841 M 76 − 335576432 M 74 + 44970892 M 72 + 391271597 M 70 − 112641112 M 68 − 381608794 M 66 + 169282525 M 64 + 306111440 M 62 − 192054238 M 60 − 187353301 M 58 + 174465438 M 56 + 67526932 M 54 − 124644468 M 52 + 16125786 M 50 + 62880584 M 48 − 49575154 M 46 − 11594421 M 44 + 43399940 M 42 − 15484461 M 40 − 21396839 M 38 + 19521777 M 36 + 3307544 M 34 − 11590438 M 32 + 3593384 M 30 + 3483548 M 28 − 3105449 M 26 + 216347 M 24 + 932115 M 22 − 527204 M 20 + 1336 M 18 + 146863 M 16 − 95169 M 14 + 34121 M 12 − 7867 M 10 + 1167 M 8 − 102 M 6 + 4 M 4 ) + L 12 ( 4 M 130 − 101 M 128 + 1155 M 126 − 7883 M 124 + 35224 M 122 − 103874 M 120 + 179936 M 118 − 55941 M 116 − 552801 M 114 + 1230590 M 112 − 111556 M 110 − 3873897 M 108 + 5534163 M 106 + 4278495 M 104 − 18852724 M 102 + 6800185 M 100 + 38084823 M 98 − 42507688 M 96 − 50756161 M 94 + 110268242 M 92 + 38518830 M 90 − 203661260 M 88 + 10257595 M 86 + 300370810 M 84 − 84411141 M 82 − 373122408 M 80 + 149505848 M 78 + 402843943 M 76 − 165750417 M 74 − 388084136 M 72 + 114086307 M 70 + 342373624 M 68 − 10722591 M 66 − 283219316 M 64 − 92921907 M 62 + 232156666 M 60 + 151450456 M 58 − 195787058 M 56 − 148876541 M 54 + 165281033 M 52 + 102971494 M 50 − 129920946 M 48 − 46903737 M 46 + 87971299 M 44 + 6784121 M 42 − 47831901 M 40 + 10137073 M 38 + 18563595 M 36 − 10450318 M 34 − 3582101 M 32 + 5248363 M 30 − 976365 M 28 − 1203816 M 26 + 827412 M 24 − 69790 M 22 − 181522 M 20 + 128770 M 18 − 47790 M 16 + 11265 M 14 − 1701 M 12 + 151 M 10 − 6 M 8 ) + L 2 ( 6 M 130 − 44 M 128 + 132 M 126 − 192 M 124 + 61 M 122 + 202 M 120 − 235 M 118 + 236 M 116 − 556 M 114 − 31 M 112 + 1579 M 110 − 870 M 108 − 806 M 106 + 1221 M 104 − 301 M 102 − 404 M 100 + 358 M 98 − 118 M 96 + 15 M 94 ) + L 11 ( − 6 M 134 + 151 M 132 − 1701 M 130 + 11265 M 128 − 47790 M 126 + 128770 M 124 − 181522 M 122 − 69790 M 120 + 827412 M 118 − 1203816 M 116 − 976365 M 114 + 5248363 M 112 − 3582101 M 110 − 10450318 M 108 + 18563595 M 106 + 10137073 M 104 − 47831901 M 102 + 6784121 M 100 + 87971299 M 98 − 46903737 M 96 − 129920946 M 94 + 102971494 M 92 + 165281033 M 90 − 148876541 M 88 − 195787058 M 86 + 151450456 M 84 + 232156666 M 82 − 92921907 M 80 − 283219316 M 78 − 10722591 M 76 + 342373624 M 74 + 114086307 M 72 − 388084136 M 70 − 165750417 M 68 + 402843943 M 66 + 149505848 M 64 − 373122408 M 62 − 84411141 M 60 + 300370810 M 58 + 10257595 M 56 − 203661260 M 54 + 38518830 M 52 + 110268242 M 50 − 50756161 M 48 − 42507688 M 46 + 38084823 M 44 + 6800185 M 42 − 18852724 M 40 + 4278495 M 38 + 5534163 M 36 − 3873897 M 34 − 111556 M 32 + 1230590 M 30 − 552801 M 28 − 55941 M 26 + 179936 M 24 − 103874 M 22 + 35224 M 20 − 7883 M 18 + 1155 M 16 − 101 M 14 + 4 M 12 ) + L 3 ( 4 M 136 − 40 M 134 + 170 M 132 − 392 M 130 + 508 M 128 − 444 M 126 + 639 M 124 − 419 M 122 − 2886 M 120 + 6719 M 118 − 1435 M 116 − 10699 M 114 + 12595 M 112 − 114 M 110 − 13547 M 108 + 14590 M 106 + 746 M 104 − 9570 M 102 + 9567 M 100 − 4173 M 98 − 4068 M 96 + 7090 M 94 − 2924 M 92 − 1523 M 90 + 2180 M 88 − 1005 M 86 + 222 M 84 − 20 M 82 ) + L 10 ( 4 M 138 − 102 M 136 + 1167 M 134 − 7867 M 132 + 34121 M 130 − 95169 M 128 + 146863 M 126 + 1336 M 124 − 527204 M 122 + 932115 M 120 + 216347 M 118 − 3105449 M 116 + 3483548 M 114 + 3593384 M 112 − 11590438 M 110 + 3307544 M 108 + 19521777 M 106 − 21396839 M 104 − 15484461 M 102 + 43399940 M 100 − 11594421 M 98 − 49575154 M 96 + 62880584 M 94 + 16125786 M 92 − 124644468 M 90 + 67526932 M 88 + 174465438 M 86 − 187353301 M 84 − 192054238 M 82 + 306111440 M 80 + 169282525 M 78 − 381608794 M 76 − 112641112 M 74 + 391271597 M 72 + 44970892 M 70 − 335576432 M 68 + 13729841 M 66 + 241071736 M 64 − 49531315 M 62 − 142845073 M 60 + 58506118 M 58 + 65847857 M 56 − 47266639 M 54 − 19269906 M 52 + 28293885 M 50 − 1121503 M 48 − 11771355 M 46 + 5247248 M 44 + 2471989 M 42 − 3203634 M 40 + 659274 M 38 + 770691 M 36 − 602275 M 34 + 78769 M 32 + 136556 M 30 − 113219 M 28 + 48414 M 26 − 13592 M 24 + 2622 M 22 − 340 M 20 + 27 M 18 − M 16 ) + L 7 ( − 10 M 142 + 210 M 140 − 1967 M 138 + 10526 M 136 − 33622 M 134 + 55453 M 132 + 7631 M 130 − 230309 M 128 + 346901 M 126 + 299210 M 124 − 1484340 M 122 + 806935 M 120 + 3127268 M 118 − 4698508 M 116 − 3412491 M 114 + 12248499 M 112 − 1138086 M 110 − 21287549 M 108 + 12730577 M 106 + 26722216 M 104 − 28971213 M 102 − 23841009 M 100 + 42580354 M 98 + 12674847 M 96 − 46524147 M 94 + 1788171 M 92 + 39400244 M 90 − 13299248 M 88 − 25626767 M 86 + 18696877 M 84 + 12135720 M 82 − 17089575 M 80 − 2680637 M 78 + 11031839 M 76 − 1768736 M 74 − 4636367 M 72 + 2133496 M 70 + 867868 M 68 − 865745 M 66 + 149250 M 64 − 1814 M 62 + 24427 M 60 + 49290 M 58 − 95504 M 56 + 49393 M 54 + 15575 M 52 − 38757 M 50 + 27936 M 48 − 11943 M 46 + 3324 M 44 − 596 M 42 + 63 M 40 − 3 M 38 ) + L 5 ( − 5 M 142 + 76 M 140 − 513 M 138 + 1951 M 136 − 4305 M 134 + 4759 M 132 − 658 M 130 − 1561 M 128 − 3481 M 126 − 12457 M 124 + 66757 M 122 − 36646 M 120 − 200651 M 118 + 307795 M 116 + 222102 M 114 − 791023 M 112 + 94465 M 110 + 1186677 M 108 − 717829 M 106 − 1136738 M 104 + 1275976 M 102 + 659202 M 100 − 1467015 M 98 − 91640 M 96 + 1366853 M 94 − 243214 M 92 − 1052191 M 90 + 427609 M 88 + 618371 M 86 − 474330 M 84 − 188508 M 82 + 333312 M 80 − 63914 M 78 − 107555 M 76 + 80246 M 74 − 11416 M 72 − 16700 M 70 + 15785 M 68 − 8295 M 66 + 2966 M 64 − 699 M 62 + 97 M 60 − 6 M 58 ) + L 9 ( − M 142 + 26 M 140 − 313 M 138 + 2305 M 136 − 11485 M 134 + 39851 M 132 − 92320 M 130 + 110744 M 128 + 82649 M 126 − 600044 M 124 + 855439 M 122 + 633705 M 120 − 3866299 M 118 + 3546340 M 116 + 6593360 M 114 − 16783219 M 112 + 87870 M 110 + 39207079 M 108 − 31006540 M 106 − 58514181 M 104 + 95588481 M 102 + 52226615 M 100 − 185603181 M 98 − 1245850 M 96 + 271652810 M 94 − 92093272 M 92 − 316895359 M 90 + 199393487 M 88 + 297928957 M 86 − 280213863 M 84 − 219906869 M 82 + 305893398 M 80 + 114550868 M 78 − 272303075 M 76 − 19103664 M 74 + 202760614 M 72 − 38089723 M 70 − 126458993 M 68 + 52807343 M 66 + 65142141 M 64 − 41399123 M 62 − 27295831 M 60 + 23732989 M 58 + 9471411 M 56 − 11173281 M 54 − 2661739 M 52 + 4795921 M 50 + 282267 M 48 − 1936595 M 46 + 505782 M 44 + 462891 M 42 − 361636 M 40 + 35913 M 38 + 94381 M 36 − 79238 M 34 + 36367 M 32 − 11172 M 30 + 2353 M 28 − 327 M 26 + 27 M 24 − M 22 ) + L 4 ( M 142 − 12 M 140 + 64 M 138 − 204 M 136 + 496 M 134 − 1244 M 132 + 3028 M 130 − 4378 M 128 − 1096 M 126 + 14997 M 124 − 15969 M 122 − 16683 M 120 + 41491 M 118 + 5935 M 116 − 64842 M 114 − 3047 M 112 + 114004 M 110 − 12547 M 108 − 189986 M 106 + 84858 M 104 + 209819 M 102 − 176102 M 100 − 97123 M 98 + 195486 M 96 − 40327 M 94 − 101362 M 92 + 79812 M 90 − 1091 M 88 − 31289 M 86 + 23779 M 84 − 7167 M 82 − 4289 M 80 + 6697 M 78 − 3888 M 76 + 1227 M 74 − 208 M 72 + 15 M 70 ) + L 8 ( 5 M 142 − 118 M 140 + 1252 M 138 − 7754 M 136 + 30155 M 134 − 71020 M 132 + 70947 M 130 + 114902 M 128 − 475261 M 126 + 386658 M 124 + 965613 M 122 − 2444763 M 120 + 321759 M 118 + 5702771 M 116 − 6151400 M 114 − 6853237 M 112 + 17511079 M 110 + 23475 M 108 − 29692301 M 106 + 17939647 M 104 + 33492190 M 102 − 42929609 M 100 − 21397113 M 98 + 64408258 M 96 − 5124678 M 94 − 73271392 M 92 + 35255399 M 90 + 68114970 M 88 − 55644803 M 86 − 54701815 M 84 + 60010833 M 82 + 40832829 M 80 − 50394478 M 78 − 28319034 M 76 + 36418411 M 74 + 17025437 M 72 − 24602623 M 70 − 7460476 M 68 + 15460802 M 66 + 900555 M 64 − 7927188 M 62 + 1631942 M 60 + 2711676 M 58 − 1306249 M 56 − 356514 M 54 + 294806 M 52 + 7663 M 50 + 39492 M 48 − 71634 M 46 − 4067 M 44 + 52270 M 42 − 41568 M 40 + 17502 M 38 − 4569 M 36 + 748 M 34 − 71 M 32 + 3 M 30 ) + L 6 ( 10 M 142 − 182 M 140 + 1473 M 138 − 6724 M 136 + 17657 M 134 − 20452 M 132 − 20400 M 130 + 96529 M 128 − 57324 M 126 − 220081 M 124 + 357673 M 122 + 268549 M 120 − 1004488 M 118 − 37679 M 116 + 2139808 M 114 − 930175 M 112 − 3607879 M 110 + 3175619 M 108 + 4698927 M 106 − 6832254 M 104 − 4188938 M 102 + 10730746 M 100 + 1439263 M 98 − 12593306 M 96 + 2478935 M 94 + 10849115 M 92 − 5091906 M 90 − 6300552 M 88 + 5196783 M 86 + 2074801 M 84 − 3441149 M 82 − 81037 M 80 + 1625630 M 78 − 240705 M 76 − 692034 M 74 + 166074 M 72 + 342891 M 70 − 178894 M 68 − 103270 M 66 + 125936 M 64 − 23473 M 62 − 31462 M 60 + 28631 M 58 − 12936 M 56 + 3969 M 54 − 912 M 52 + 157 M 50 − 18 M 48 + M 46 ) {\displaystyle M^{118}+L^{23}M^{24}+L^{22}\left(-6M^{36}+25M^{34}-35M^{32}-4M^{30}+72M^{28}-28M^{26}-15M^{24}+26M^{22}-16M^{20}+4M^{18}\right)+L^{21}\left(15M^{48}-118M^{46}+358M^{44}-404M^{42}-301M^{40}+1221M^{38}-806M^{36}-870M^{34}+1579M^{32}-31M^{30}-556M^{28}+236M^{26}-235M^{24}+202M^{22}+61M^{20}-192M^{18}+132M^{16}-44M^{14}+6M^{12}\right)+L^{20}\left(-20M^{60}+222M^{58}-1005M^{56}+2180M^{54}-1523M^{52}-2924M^{50}+7090M^{48}-4068M^{46}-4173M^{44}+9567M^{42}-9570M^{40}+746M^{38}+14590M^{36}-13547M^{34}-114M^{32}+12595M^{30}-10699M^{28}-1435M^{26}+6719M^{24}-2886M^{22}-419M^{20}+639M^{18}-444M^{16}+508M^{14}-392M^{12}+170M^{10}-40M^{8}+4M^{6}\right)+L^{19}\left(15M^{72}-208M^{70}+1227M^{68}-3888M^{66}+6697M^{64}-4289M^{62}-7167M^{60}+23779M^{58}-31289M^{56}-1091M^{54}+79812M^{52}-101362M^{50}-40327M^{48}+195486M^{46}-97123M^{44}-176102M^{42}+209819M^{40}+84858M^{38}-189986M^{36}-12547M^{34}+114004M^{32}-3047M^{30}-64842M^{28}+5935M^{26}+41491M^{24}-16683M^{22}-15969M^{20}+14997M^{18}-1096M^{16}-4378M^{14}+3028M^{12}-1244M^{10}+496M^{8}-204M^{6}+64M^{4}-12M^{2}+1\right)+L^{18}\left(-6M^{84}+97M^{82}-699M^{80}+2966M^{78}-8295M^{76}+15785M^{74}-16700M^{72}-11416M^{70}+80246M^{68}-107555M^{66}-63914M^{64}+333312M^{62}-188508M^{60}-474330M^{58}+618371M^{56}+427609M^{54}-1052191M^{52}-243214M^{50}+1366853M^{48}-91640M^{46}-1467015M^{44}+659202M^{42}+1275976M^{40}-1136738M^{38}-717829M^{36}+1186677M^{34}+94465M^{32}-791023M^{30}+222102M^{28}+307795M^{26}-200651M^{24}-36646M^{22}+66757M^{20}-12457M^{18}-3481M^{16}-1561M^{14}-658M^{12}+4759M^{10}-4305M^{8}+1951M^{6}-513M^{4}+76M^{2}-5\right)+L^{17}\left(M^{96}-18M^{94}+157M^{92}-912M^{90}+3969M^{88}-12936M^{86}+28631M^{84}-31462M^{82}-23473M^{80}+125936M^{78}-103270M^{76}-178894M^{74}+342891M^{72}+166074M^{70}-692034M^{68}-240705M^{66}+1625630M^{64}-81037M^{62}-3441149M^{60}+2074801M^{58}+5196783M^{56}-6300552M^{54}-5091906M^{52}+10849115M^{50}+2478935M^{48}-12593306M^{46}+1439263M^{44}+10730746M^{42}-4188938M^{40}-6832254M^{38}+4698927M^{36}+3175619M^{34}-3607879M^{32}-930175M^{30}+2139808M^{28}-37679M^{26}-1004488M^{24}+268549M^{22}+357673M^{20}-220081M^{18}-57324M^{16}+96529M^{14}-20400M^{12}-20452M^{10}+17657M^{8}-6724M^{6}+1473M^{4}-182M^{2}+10\right)+L^{16}\left(-3M^{104}+63M^{102}-596M^{100}+3324M^{98}-11943M^{96}+27936M^{94}-38757M^{92}+15575M^{90}+49393M^{88}-95504M^{86}+49290M^{84}+24427M^{82}-1814M^{80}+149250M^{78}-865745M^{76}+867868M^{74}+2133496M^{72}-4636367M^{70}-1768736M^{68}+11031839M^{66}-2680637M^{64}-17089575M^{62}+12135720M^{60}+18696877M^{58}-25626767M^{56}-13299248M^{54}+39400244M^{52}+1788171M^{50}-46524147M^{48}+12674847M^{46}+42580354M^{44}-23841009M^{42}-28971213M^{40}+26722216M^{38}+12730577M^{36}-21287549M^{34}-1138086M^{32}+12248499M^{30}-3412491M^{28}-4698508M^{26}+3127268M^{24}+806935M^{22}-1484340M^{20}+299210M^{18}+346901M^{16}-230309M^{14}+7631M^{12}+55453M^{10}-33622M^{8}+10526M^{6}-1967M^{4}+210M^{2}-10\right)+L^{15}\left(3M^{112}-71M^{110}+748M^{108}-4569M^{106}+17502M^{104}-41568M^{102}+52270M^{100}-4067M^{98}-71634M^{96}+39492M^{94}+7663M^{92}+294806M^{90}-356514M^{88}-1306249M^{86}+2711676M^{84}+1631942M^{82}-7927188M^{80}+900555M^{78}+15460802M^{76}-7460476M^{74}-24602623M^{72}+17025437M^{70}+36418411M^{68}-28319034M^{66}-50394478M^{64}+40832829M^{62}+60010833M^{60}-54701815M^{58}-55644803M^{56}+68114970M^{54}+35255399M^{52}-73271392M^{50}-5124678M^{48}+64408258M^{46}-21397113M^{44}-42929609M^{42}+33492190M^{40}+17939647M^{38}-29692301M^{36}+23475M^{34}+17511079M^{32}-6853237M^{30}-6151400M^{28}+5702771M^{26}+321759M^{24}-2444763M^{22}+965613M^{20}+386658M^{18}-475261M^{16}+114902M^{14}+70947M^{12}-71020M^{10}+30155M^{8}-7754M^{6}+1252M^{4}-118M^{2}+5\right)+L^{14}\left(-M^{120}+27M^{118}-327M^{116}+2353M^{114}-11172M^{112}+36367M^{110}-79238M^{108}+94381M^{106}+35913M^{104}-361636M^{102}+462891M^{100}+505782M^{98}-1936595M^{96}+282267M^{94}+4795921M^{92}-2661739M^{90}-11173281M^{88}+9471411M^{86}+23732989M^{84}-27295831M^{82}-41399123M^{80}+65142141M^{78}+52807343M^{76}-126458993M^{74}-38089723M^{72}+202760614M^{70}-19103664M^{68}-272303075M^{66}+114550868M^{64}+305893398M^{62}-219906869M^{60}-280213863M^{58}+297928957M^{56}+199393487M^{54}-316895359M^{52}-92093272M^{50}+271652810M^{48}-1245850M^{46}-185603181M^{44}+52226615M^{42}+95588481M^{40}-58514181M^{38}-31006540M^{36}+39207079M^{34}+87870M^{32}-16783219M^{30}+6593360M^{28}+3546340M^{26}-3866299M^{24}+633705M^{22}+855439M^{20}-600044M^{18}+82649M^{16}+110744M^{14}-92320M^{12}+39851M^{10}-11485M^{8}+2305M^{6}-313M^{4}+26M^{2}-1\right)+L\left(4M^{124}-16M^{122}+26M^{120}-15M^{118}-28M^{116}+72M^{114}-4M^{112}-35M^{110}+25M^{108}-6M^{106}\right)+L^{13}\left(-M^{126}+27M^{124}-340M^{122}+2622M^{120}-13592M^{118}+48414M^{116}-113219M^{114}+136556M^{112}+78769M^{110}-602275M^{108}+770691M^{106}+659274M^{104}-3203634M^{102}+2471989M^{100}+5247248M^{98}-11771355M^{96}-1121503M^{94}+28293885M^{92}-19269906M^{90}-47266639M^{88}+65847857M^{86}+58506118M^{84}-142845073M^{82}-49531315M^{80}+241071736M^{78}+13729841M^{76}-335576432M^{74}+44970892M^{72}+391271597M^{70}-112641112M^{68}-381608794M^{66}+169282525M^{64}+306111440M^{62}-192054238M^{60}-187353301M^{58}+174465438M^{56}+67526932M^{54}-124644468M^{52}+16125786M^{50}+62880584M^{48}-49575154M^{46}-11594421M^{44}+43399940M^{42}-15484461M^{40}-21396839M^{38}+19521777M^{36}+3307544M^{34}-11590438M^{32}+3593384M^{30}+3483548M^{28}-3105449M^{26}+216347M^{24}+932115M^{22}-527204M^{20}+1336M^{18}+146863M^{16}-95169M^{14}+34121M^{12}-7867M^{10}+1167M^{8}-102M^{6}+4M^{4}\right)+L^{12}\left(4M^{130}-101M^{128}+1155M^{126}-7883M^{124}+35224M^{122}-103874M^{120}+179936M^{118}-55941M^{116}-552801M^{114}+1230590M^{112}-111556M^{110}-3873897M^{108}+5534163M^{106}+4278495M^{104}-18852724M^{102}+6800185M^{100}+38084823M^{98}-42507688M^{96}-50756161M^{94}+110268242M^{92}+38518830M^{90}-203661260M^{88}+10257595M^{86}+300370810M^{84}-84411141M^{82}-373122408M^{80}+149505848M^{78}+402843943M^{76}-165750417M^{74}-388084136M^{72}+114086307M^{70}+342373624M^{68}-10722591M^{66}-283219316M^{64}-92921907M^{62}+232156666M^{60}+151450456M^{58}-195787058M^{56}-148876541M^{54}+165281033M^{52}+102971494M^{50}-129920946M^{48}-46903737M^{46}+87971299M^{44}+6784121M^{42}-47831901M^{40}+10137073M^{38}+18563595M^{36}-10450318M^{34}-3582101M^{32}+5248363M^{30}-976365M^{28}-1203816M^{26}+827412M^{24}-69790M^{22}-181522M^{20}+128770M^{18}-47790M^{16}+11265M^{14}-1701M^{12}+151M^{10}-6M^{8}\right)+L^{2}\left(6M^{130}-44M^{128}+132M^{126}-192M^{124}+61M^{122}+202M^{120}-235M^{118}+236M^{116}-556M^{114}-31M^{112}+1579M^{110}-870M^{108}-806M^{106}+1221M^{104}-301M^{102}-404M^{100}+358M^{98}-118M^{96}+15M^{94}\right)+L^{11}\left(-6M^{134}+151M^{132}-1701M^{130}+11265M^{128}-47790M^{126}+128770M^{124}-181522M^{122}-69790M^{120}+827412M^{118}-1203816M^{116}-976365M^{114}+5248363M^{112}-3582101M^{110}-10450318M^{108}+18563595M^{106}+10137073M^{104}-47831901M^{102}+6784121M^{100}+87971299M^{98}-46903737M^{96}-129920946M^{94}+102971494M^{92}+165281033M^{90}-148876541M^{88}-195787058M^{86}+151450456M^{84}+232156666M^{82}-92921907M^{80}-283219316M^{78}-10722591M^{76}+342373624M^{74}+114086307M^{72}-388084136M^{70}-165750417M^{68}+402843943M^{66}+149505848M^{64}-373122408M^{62}-84411141M^{60}+300370810M^{58}+10257595M^{56}-203661260M^{54}+38518830M^{52}+110268242M^{50}-50756161M^{48}-42507688M^{46}+38084823M^{44}+6800185M^{42}-18852724M^{40}+4278495M^{38}+5534163M^{36}-3873897M^{34}-111556M^{32}+1230590M^{30}-552801M^{28}-55941M^{26}+179936M^{24}-103874M^{22}+35224M^{20}-7883M^{18}+1155M^{16}-101M^{14}+4M^{12}\right)+L^{3}\left(4M^{136}-40M^{134}+170M^{132}-392M^{130}+508M^{128}-444M^{126}+639M^{124}-419M^{122}-2886M^{120}+6719M^{118}-1435M^{116}-10699M^{114}+12595M^{112}-114M^{110}-13547M^{108}+14590M^{106}+746M^{104}-9570M^{102}+9567M^{100}-4173M^{98}-4068M^{96}+7090M^{94}-2924M^{92}-1523M^{90}+2180M^{88}-1005M^{86}+222M^{84}-20M^{82}\right)+L^{10}\left(4M^{138}-102M^{136}+1167M^{134}-7867M^{132}+34121M^{130}-95169M^{128}+146863M^{126}+1336M^{124}-527204M^{122}+932115M^{120}+216347M^{118}-3105449M^{116}+3483548M^{114}+3593384M^{112}-11590438M^{110}+3307544M^{108}+19521777M^{106}-21396839M^{104}-15484461M^{102}+43399940M^{100}-11594421M^{98}-49575154M^{96}+62880584M^{94}+16125786M^{92}-124644468M^{90}+67526932M^{88}+174465438M^{86}-187353301M^{84}-192054238M^{82}+306111440M^{80}+169282525M^{78}-381608794M^{76}-112641112M^{74}+391271597M^{72}+44970892M^{70}-335576432M^{68}+13729841M^{66}+241071736M^{64}-49531315M^{62}-142845073M^{60}+58506118M^{58}+65847857M^{56}-47266639M^{54}-19269906M^{52}+28293885M^{50}-1121503M^{48}-11771355M^{46}+5247248M^{44}+2471989M^{42}-3203634M^{40}+659274M^{38}+770691M^{36}-602275M^{34}+78769M^{32}+136556M^{30}-113219M^{28}+48414M^{26}-13592M^{24}+2622M^{22}-340M^{20}+27M^{18}-M^{16}\right)+L^{7}\left(-10M^{142}+210M^{140}-1967M^{138}+10526M^{136}-33622M^{134}+55453M^{132}+7631M^{130}-230309M^{128}+346901M^{126}+299210M^{124}-1484340M^{122}+806935M^{120}+3127268M^{118}-4698508M^{116}-3412491M^{114}+12248499M^{112}-1138086M^{110}-21287549M^{108}+12730577M^{106}+26722216M^{104}-28971213M^{102}-23841009M^{100}+42580354M^{98}+12674847M^{96}-46524147M^{94}+1788171M^{92}+39400244M^{90}-13299248M^{88}-25626767M^{86}+18696877M^{84}+12135720M^{82}-17089575M^{80}-2680637M^{78}+11031839M^{76}-1768736M^{74}-4636367M^{72}+2133496M^{70}+867868M^{68}-865745M^{66}+149250M^{64}-1814M^{62}+24427M^{60}+49290M^{58}-95504M^{56}+49393M^{54}+15575M^{52}-38757M^{50}+27936M^{48}-11943M^{46}+3324M^{44}-596M^{42}+63M^{40}-3M^{38}\right)+L^{5}\left(-5M^{142}+76M^{140}-513M^{138}+1951M^{136}-4305M^{134}+4759M^{132}-658M^{130}-1561M^{128}-3481M^{126}-12457M^{124}+66757M^{122}-36646M^{120}-200651M^{118}+307795M^{116}+222102M^{114}-791023M^{112}+94465M^{110}+1186677M^{108}-717829M^{106}-1136738M^{104}+1275976M^{102}+659202M^{100}-1467015M^{98}-91640M^{96}+1366853M^{94}-243214M^{92}-1052191M^{90}+427609M^{88}+618371M^{86}-474330M^{84}-188508M^{82}+333312M^{80}-63914M^{78}-107555M^{76}+80246M^{74}-11416M^{72}-16700M^{70}+15785M^{68}-8295M^{66}+2966M^{64}-699M^{62}+97M^{60}-6M^{58}\right)+L^{9}\left(-M^{142}+26M^{140}-313M^{138}+2305M^{136}-11485M^{134}+39851M^{132}-92320M^{130}+110744M^{128}+82649M^{126}-600044M^{124}+855439M^{122}+633705M^{120}-3866299M^{118}+3546340M^{116}+6593360M^{114}-16783219M^{112}+87870M^{110}+39207079M^{108}-31006540M^{106}-58514181M^{104}+95588481M^{102}+52226615M^{100}-185603181M^{98}-1245850M^{96}+271652810M^{94}-92093272M^{92}-316895359M^{90}+199393487M^{88}+297928957M^{86}-280213863M^{84}-219906869M^{82}+305893398M^{80}+114550868M^{78}-272303075M^{76}-19103664M^{74}+202760614M^{72}-38089723M^{70}-126458993M^{68}+52807343M^{66}+65142141M^{64}-41399123M^{62}-27295831M^{60}+23732989M^{58}+9471411M^{56}-11173281M^{54}-2661739M^{52}+4795921M^{50}+282267M^{48}-1936595M^{46}+505782M^{44}+462891M^{42}-361636M^{40}+35913M^{38}+94381M^{36}-79238M^{34}+36367M^{32}-11172M^{30}+2353M^{28}-327M^{26}+27M^{24}-M^{22}\right)+L^{4}\left(M^{142}-12M^{140}+64M^{138}-204M^{136}+496M^{134}-1244M^{132}+3028M^{130}-4378M^{128}-1096M^{126}+14997M^{124}-15969M^{122}-16683M^{120}+41491M^{118}+5935M^{116}-64842M^{114}-3047M^{112}+114004M^{110}-12547M^{108}-189986M^{106}+84858M^{104}+209819M^{102}-176102M^{100}-97123M^{98}+195486M^{96}-40327M^{94}-101362M^{92}+79812M^{90}-1091M^{88}-31289M^{86}+23779M^{84}-7167M^{82}-4289M^{80}+6697M^{78}-3888M^{76}+1227M^{74}-208M^{72}+15M^{70}\right)+L^{8}\left(5M^{142}-118M^{140}+1252M^{138}-7754M^{136}+30155M^{134}-71020M^{132}+70947M^{130}+114902M^{128}-475261M^{126}+386658M^{124}+965613M^{122}-2444763M^{120}+321759M^{118}+5702771M^{116}-6151400M^{114}-6853237M^{112}+17511079M^{110}+23475M^{108}-29692301M^{106}+17939647M^{104}+33492190M^{102}-42929609M^{100}-21397113M^{98}+64408258M^{96}-5124678M^{94}-73271392M^{92}+35255399M^{90}+68114970M^{88}-55644803M^{86}-54701815M^{84}+60010833M^{82}+40832829M^{80}-50394478M^{78}-28319034M^{76}+36418411M^{74}+17025437M^{72}-24602623M^{70}-7460476M^{68}+15460802M^{66}+900555M^{64}-7927188M^{62}+1631942M^{60}+2711676M^{58}-1306249M^{56}-356514M^{54}+294806M^{52}+7663M^{50}+39492M^{48}-71634M^{46}-4067M^{44}+52270M^{42}-41568M^{40}+17502M^{38}-4569M^{36}+748M^{34}-71M^{32}+3M^{30}\right)+L^{6}\left(10M^{142}-182M^{140}+1473M^{138}-6724M^{136}+17657M^{134}-20452M^{132}-20400M^{130}+96529M^{128}-57324M^{126}-220081M^{124}+357673M^{122}+268549M^{120}-1004488M^{118}-37679M^{116}+2139808M^{114}-930175M^{112}-3607879M^{110}+3175619M^{108}+4698927M^{106}-6832254M^{104}-4188938M^{102}+10730746M^{100}+1439263M^{98}-12593306M^{96}+2478935M^{94}+10849115M^{92}-5091906M^{90}-6300552M^{88}+5196783M^{86}+2074801M^{84}-3441149M^{82}-81037M^{80}+1625630M^{78}-240705M^{76}-692034M^{74}+166074M^{72}+342891M^{70}-178894M^{68}-103270M^{66}+125936M^{64}-23473M^{62}-31462M^{60}+28631M^{58}-12936M^{56}+3969M^{54}-912M^{52}+157M^{50}-18M^{48}+M^{46}\right)}
