L 24 M 64 + M 64 + L 23 ( − 5 M 72 + 21 M 70 − 34 M 68 + 6 M 66 + 59 M 64 − 28 M 62 + M 60 + 14 M 58 − 18 M 56 + 11 M 54 − 3 M 52 ) + L ( − 3 M 76 + 11 M 74 − 18 M 72 + 14 M 70 + M 68 − 28 M 66 + 59 M 64 + 6 M 62 − 34 M 60 + 21 M 58 − 5 M 56 ) + L 22 ( 10 M 80 − 84 M 78 + 288 M 76 − 422 M 74 − 52 M 72 + 968 M 70 − 916 M 68 − 689 M 66 + 1480 M 64 + 540 M 62 − 965 M 60 − 530 M 58 + 763 M 56 + 284 M 54 − 572 M 52 + 103 M 50 + 164 M 48 − 148 M 46 + 73 M 44 − 22 M 42 + 3 M 40 ) + L 21 ( − 10 M 88 + 126 M 86 − 666 M 84 + 1778 M 82 − 2081 M 80 − 770 M 78 + 5090 M 76 − 4759 M 74 − 680 M 72 + 5926 M 70 − 8970 M 68 + 634 M 66 + 14863 M 64 − 3558 M 62 − 13330 M 60 + 4312 M 58 + 11480 M 56 − 4963 M 54 − 7271 M 52 + 5077 M 50 + 1392 M 48 − 2213 M 46 + 762 M 44 − 189 M 42 − 143 M 40 + 429 M 38 − 378 M 36 + 183 M 34 − 57 M 32 + 11 M 30 − M 28 ) + L 2 ( 3 M 88 − 22 M 86 + 73 M 84 − 148 M 82 + 164 M 80 + 103 M 78 − 572 M 76 + 284 M 74 + 763 M 72 − 530 M 70 − 965 M 68 + 540 M 66 + 1480 M 64 − 689 M 62 − 916 M 60 + 968 M 58 − 52 M 56 − 422 M 54 + 288 M 52 − 84 M 50 + 10 M 48 ) + L 20 ( 5 M 96 − 84 M 94 + 610 M 92 − 2444 M 90 + 5749 M 88 − 7397 M 86 + 1769 M 84 + 12847 M 82 − 27058 M 80 + 17199 M 78 + 24741 M 76 − 49859 M 74 + 31369 M 72 − 5061 M 70 − 71459 M 68 + 135903 M 66 + 23826 M 64 − 206303 M 62 + 93339 M 60 + 162866 M 58 − 150632 M 56 − 54836 M 54 + 116356 M 52 − 19803 M 50 − 47458 M 48 + 31069 M 46 + 2912 M 44 − 15490 M 42 + 10182 M 40 + 540 M 38 − 5524 M 36 + 3079 M 34 + 605 M 32 − 1727 M 30 + 1158 M 28 − 475 M 26 + 134 M 24 − 24 M 22 + 2 M 20 ) + L 3 ( − M 100 + 11 M 98 − 57 M 96 + 183 M 94 − 378 M 92 + 429 M 90 − 143 M 88 − 189 M 86 + 762 M 84 − 2213 M 82 + 1392 M 80 + 5077 M 78 − 7271 M 76 − 4963 M 74 + 11480 M 72 + 4312 M 70 − 13330 M 68 − 3558 M 66 + 14863 M 64 + 634 M 62 − 8970 M 60 + 5926 M 58 − 680 M 56 − 4759 M 54 + 5090 M 52 − 770 M 50 − 2081 M 48 + 1778 M 46 − 666 M 44 + 126 M 42 − 10 M 40 ) + L 19 ( − M 104 + 21 M 102 − 204 M 100 + 1212 M 98 − 4880 M 96 + 13536 M 94 − 23637 M 92 + 15495 M 90 + 31459 M 88 − 80880 M 86 + 48291 M 84 + 58648 M 82 − 123864 M 80 + 70987 M 78 + 62884 M 76 − 29582 M 74 − 137727 M 72 − 260326 M 70 + 705473 M 68 + 305134 M 66 − 1468358 M 64 + 323498 M 62 + 1704365 M 60 − 1051438 M 58 − 1095982 M 56 + 1210406 M 54 + 294530 M 52 − 788339 M 50 + 95379 M 48 + 304513 M 46 − 124292 M 44 − 55049 M 42 + 57914 M 40 − 12849 M 38 − 19108 M 36 + 24221 M 34 − 4640 M 32 − 11115 M 30 + 8104 M 28 + 948 M 26 − 4340 M 24 + 3072 M 22 − 1281 M 20 + 378 M 18 − 84 M 16 + 13 M 14 − M 12 ) + L 4 ( 2 M 108 − 24 M 106 + 134 M 104 − 475 M 102 + 1158 M 100 − 1727 M 98 + 605 M 96 + 3079 M 94 − 5524 M 92 + 540 M 90 + 10182 M 88 − 15490 M 86 + 2912 M 84 + 31069 M 82 − 47458 M 80 − 19803 M 78 + 116356 M 76 − 54836 M 74 − 150632 M 72 + 162866 M 70 + 93339 M 68 − 206303 M 66 + 23826 M 64 + 135903 M 62 − 71459 M 60 − 5061 M 58 + 31369 M 56 − 49859 M 54 + 24741 M 52 + 17199 M 50 − 27058 M 48 + 12847 M 46 + 1769 M 44 − 7397 M 42 + 5749 M 40 − 2444 M 38 + 610 M 36 − 84 M 34 + 5 M 32 ) + L 18 ( 6 M 108 − 130 M 106 + 1220 M 104 − 6459 M 102 + 20999 M 100 − 42067 M 98 + 45064 M 96 + 3769 M 94 − 101286 M 92 + 170582 M 90 − 91455 M 88 − 151840 M 86 + 406847 M 84 − 459482 M 82 − 151600 M 80 + 1266784 M 78 − 588952 M 76 − 1871028 M 74 + 745359 M 72 + 2964925 M 70 − 296431 M 68 − 5393662 M 66 + 1074976 M 64 + 7917880 M 62 − 3704513 M 60 − 7591117 M 58 + 6484736 M 56 + 4206181 M 54 − 6680722 M 52 − 345564 M 50 + 4202729 M 48 − 1549329 M 46 − 1327499 M 44 + 1330983 M 42 − 146501 M 40 − 494392 M 38 + 340611 M 36 + 39909 M 34 − 137578 M 32 + 15770 M 30 + 43879 M 28 − 8701 M 26 − 16400 M 24 + 6771 M 22 + 6124 M 20 − 8114 M 18 + 4615 M 16 − 1620 M 14 + 365 M 12 − 49 M 10 + 3 M 8 ) + L 17 ( − 15 M 112 + 335 M 110 − 3214 M 108 + 17143 M 106 − 54241 M 104 + 96135 M 102 − 57619 M 100 − 111825 M 98 + 234773 M 96 − 86204 M 94 − 105543 M 92 − 55776 M 90 + 32002 M 88 + 1288144 M 86 − 2302739 M 84 − 1902965 M 82 + 8407400 M 80 − 1590191 M 78 − 15983516 M 76 + 10357246 M 74 + 20109810 M 72 − 20853023 M 70 − 18934818 M 68 + 28123469 M 66 + 14896044 M 64 − 29905119 M 62 − 10420332 M 60 + 28214631 M 58 + 6919330 M 56 − 23841913 M 54 − 3274819 M 52 + 17493170 M 50 − 502699 M 48 − 10476377 M 46 + 2723155 M 44 + 4610346 M 42 − 2763865 M 40 − 1065893 M 38 + 1543713 M 36 − 174562 M 34 − 466762 M 32 + 217283 M 30 + 8665 M 28 + 1168 M 26 − 5493 M 24 − 28893 M 22 + 26490 M 20 + 2045 M 18 − 17718 M 16 + 15295 M 14 − 7504 M 12 + 2378 M 10 − 482 M 8 + 57 M 6 − 3 M 4 ) + L 5 ( − M 116 + 13 M 114 − 84 M 112 + 378 M 110 − 1281 M 108 + 3072 M 106 − 4340 M 104 + 948 M 102 + 8104 M 100 − 11115 M 98 − 4640 M 96 + 24221 M 94 − 19108 M 92 − 12849 M 90 + 57914 M 88 − 55049 M 86 − 124292 M 84 + 304513 M 82 + 95379 M 80 − 788339 M 78 + 294530 M 76 + 1210406 M 74 − 1095982 M 72 − 1051438 M 70 + 1704365 M 68 + 323498 M 66 − 1468358 M 64 + 305134 M 62 + 705473 M 60 − 260326 M 58 − 137727 M 56 − 29582 M 54 + 62884 M 52 + 70987 M 50 − 123864 M 48 + 58648 M 46 + 48291 M 44 − 80880 M 42 + 31459 M 40 + 15495 M 38 − 23637 M 36 + 13536 M 34 − 4880 M 32 + 1212 M 30 − 204 M 28 + 21 M 26 − M 24 ) + L 16 ( 20 M 116 − 460 M 114 + 4566 M 112 − 25386 M 110 + 84786 M 108 − 162985 M 106 + 121576 M 104 + 179236 M 102 − 520353 M 100 + 367236 M 98 + 411384 M 96 − 1172313 M 94 + 747028 M 92 + 1202888 M 90 − 1245877 M 88 − 2709246 M 86 + 94006 M 84 + 11723416 M 82 − 1112505 M 80 − 32647607 M 78 + 13101174 M 76 + 60243085 M 74 − 41396705 M 72 − 81244328 M 70 + 79399806 M 68 + 83641294 M 66 − 109934011 M 64 − 66196587 M 62 + 118520312 M 60 + 40473581 M 58 − 100664562 M 56 − 16440369 M 54 + 69073556 M 52 + 336681 M 50 − 39703568 M 48 + 6611649 M 46 + 19979099 M 44 − 7679974 M 42 − 8834818 M 40 + 6208315 M 38 + 3033998 M 36 − 4104129 M 34 − 195993 M 32 + 2014736 M 30 − 672526 M 28 − 612025 M 26 + 591671 M 24 − 65837 M 22 − 189156 M 20 + 123959 M 18 + 1149 M 16 − 47428 M 14 + 36047 M 12 − 16162 M 10 + 5163 M 8 − 1219 M 6 + 203 M 4 − 21 M 2 + 1 ) + L 15 ( − 15 M 120 + 355 M 118 − 3664 M 116 + 21598 M 114 − 79591 M 112 + 185944 M 110 − 248929 M 108 + 45299 M 106 + 616739 M 104 − 1424469 M 102 + 714002 M 100 + 3545623 M 98 − 7053526 M 96 − 2496727 M 94 + 19961216 M 92 − 6725496 M 90 − 38978961 M 88 + 28018501 M 86 + 61397036 M 84 − 61289883 M 82 − 84054352 M 80 + 104251335 M 78 + 102547054 M 76 − 152966607 M 74 − 113015296 M 72 + 200936604 M 70 + 112069721 M 68 − 236867202 M 66 − 97574379 M 64 + 247526564 M 62 + 69521945 M 60 − 222692859 M 58 − 27030685 M 56 + 173492598 M 54 − 14845732 M 52 − 116444581 M 50 + 37729333 M 48 + 64353035 M 46 − 37811944 M 44 − 25944559 M 42 + 24500387 M 40 + 5098219 M 38 − 10266966 M 36 + 1652485 M 34 + 1639278 M 32 − 1277583 M 30 + 934267 M 28 − 95463 M 26 − 702437 M 24 + 572830 M 22 − 12492 M 20 − 243228 M 18 + 146512 M 16 + 13152 M 14 − 73735 M 12 + 55457 M 10 − 23666 M 8 + 6450 M 6 − 1115 M 4 + 112 M 2 − 5 ) + L 6 ( 3 M 120 − 49 M 118 + 365 M 116 − 1620 M 114 + 4615 M 112 − 8114 M 110 + 6124 M 108 + 6771 M 106 − 16400 M 104 − 8701 M 102 + 43879 M 100 + 15770 M 98 − 137578 M 96 + 39909 M 94 + 340611 M 92 − 494392 M 90 − 146501 M 88 + 1330983 M 86 − 1327499 M 84 − 1549329 M 82 + 4202729 M 80 − 345564 M 78 − 6680722 M 76 + 4206181 M 74 + 6484736 M 72 − 7591117 M 70 − 3704513 M 68 + 7917880 M 66 + 1074976 M 64 − 5393662 M 62 − 296431 M 60 + 2964925 M 58 + 745359 M 56 − 1871028 M 54 − 588952 M 52 + 1266784 M 50 − 151600 M 48 − 459482 M 46 + 406847 M 44 − 151840 M 42 − 91455 M 40 + 170582 M 38 − 101286 M 36 + 3769 M 34 + 45064 M 32 − 42067 M 30 + 20999 M 28 − 6459 M 26 + 1220 M 24 − 130 M 22 + 6 M 20 ) + L 7 ( − 3 M 124 + 57 M 122 − 482 M 120 + 2378 M 118 − 7504 M 116 + 15295 M 114 − 17718 M 112 + 2045 M 110 + 26490 M 108 − 28893 M 106 − 5493 M 104 + 1168 M 102 + 8665 M 100 + 217283 M 98 − 466762 M 96 − 174562 M 94 + 1543713 M 92 − 1065893 M 90 − 2763865 M 88 + 4610346 M 86 + 2723155 M 84 − 10476377 M 82 − 502699 M 80 + 17493170 M 78 − 3274819 M 76 − 23841913 M 74 + 6919330 M 72 + 28214631 M 70 − 10420332 M 68 − 29905119 M 66 + 14896044 M 64 + 28123469 M 62 − 18934818 M 60 − 20853023 M 58 + 20109810 M 56 + 10357246 M 54 − 15983516 M 52 − 1590191 M 50 + 8407400 M 48 − 1902965 M 46 − 2302739 M 44 + 1288144 M 42 + 32002 M 40 − 55776 M 38 − 105543 M 36 − 86204 M 34 + 234773 M 32 − 111825 M 30 − 57619 M 28 + 96135 M 26 − 54241 M 24 + 17143 M 22 − 3214 M 20 + 335 M 18 − 15 M 16 ) + L 14 ( 6 M 124 − 146 M 122 + 1580 M 120 − 10123 M 118 + 43247 M 116 − 130959 M 114 + 280259 M 112 − 343933 M 110 − 170352 M 108 + 1659997 M 106 − 2366689 M 104 − 2141333 M 102 + 10151812 M 100 − 4792671 M 98 − 21500940 M 96 + 27472745 M 94 + 27750997 M 92 − 71441693 M 90 − 11817544 M 88 + 131669683 M 86 − 45082719 M 84 − 193980217 M 82 + 156615045 M 80 + 242778394 M 78 − 319820415 M 76 − 273489000 M 74 + 505511329 M 72 + 289578447 M 70 − 658946437 M 68 − 287739337 M 66 + 725698355 M 64 + 249024952 M 62 − 687062195 M 60 − 156990551 M 58 + 578652941 M 56 + 42256256 M 54 − 437870612 M 52 + 47365083 M 50 + 289923585 M 48 − 87087639 M 46 − 158806199 M 44 + 82335022 M 42 + 66184609 M 40 − 55855220 M 38 − 17132579 M 36 + 28851881 M 34 − 156311 M 32 − 11904737 M 30 + 3085574 M 28 + 4027402 M 26 − 2125001 M 24 − 1199268 M 22 + 1228184 M 20 + 74091 M 18 − 472759 M 16 + 146602 M 14 + 107808 M 12 − 118827 M 10 + 54219 M 8 − 14666 M 6 + 2448 M 4 − 235 M 2 + 10 ) + L 11 ( − 10 M 128 + 243 M 126 − 2629 M 124 + 16496 M 122 − 64930 M 120 + 157498 M 118 − 188333 M 116 − 95298 M 114 + 661686 M 112 − 556747 M 110 − 1150549 M 108 + 2508898 M 106 + 385801 M 104 − 5074854 M 102 + 1777090 M 100 + 7609018 M 98 − 4725667 M 96 − 7997652 M 94 + 3373819 M 92 + 4944366 M 90 + 13194778 M 88 + 2156225 M 86 − 66710730 M 84 − 9662295 M 82 + 187068599 M 80 + 17738229 M 78 − 403699615 M 76 − 46458509 M 74 + 715435249 M 72 + 141226612 M 70 − 1052649490 M 68 − 329611413 M 66 + 1278086334 M 64 + 556760797 M 62 − 1278605854 M 60 − 691487294 M 58 + 1079613563 M 56 + 659313784 M 54 − 795911937 M 52 − 492399331 M 50 + 530242525 M 48 + 284092288 M 46 − 324643922 M 44 − 114825555 M 42 + 178016738 M 40 + 17494649 M 38 − 81090674 M 36 + 17523786 M 34 + 25550322 M 32 − 17456628 M 30 − 1969974 M 28 + 7961068 M 26 − 3332731 M 24 − 1249953 M 22 + 1786594 M 20 − 509424 M 18 − 273922 M 16 + 323230 M 14 − 159542 M 12 + 51662 M 10 − 12294 M 8 + 2223 M 6 − 294 M 4 + 25 M 2 − 1 ) + L 9 ( − 5 M 128 + 112 M 126 − 1115 M 124 + 6450 M 122 − 23666 M 120 + 55457 M 118 − 73735 M 116 + 13152 M 114 + 146512 M 112 − 243228 M 110 − 12492 M 108 + 572830 M 106 − 702437 M 104 − 95463 M 102 + 934267 M 100 − 1277583 M 98 + 1639278 M 96 + 1652485 M 94 − 10266966 M 92 + 5098219 M 90 + 24500387 M 88 − 25944559 M 86 − 37811944 M 84 + 64353035 M 82 + 37729333 M 80 − 116444581 M 78 − 14845732 M 76 + 173492598 M 74 − 27030685 M 72 − 222692859 M 70 + 69521945 M 68 + 247526564 M 66 − 97574379 M 64 − 236867202 M 62 + 112069721 M 60 + 200936604 M 58 − 113015296 M 56 − 152966607 M 54 + 102547054 M 52 + 104251335 M 50 − 84054352 M 48 − 61289883 M 46 + 61397036 M 44 + 28018501 M 42 − 38978961 M 40 − 6725496 M 38 + 19961216 M 36 − 2496727 M 34 − 7053526 M 32 + 3545623 M 30 + 714002 M 28 − 1424469 M 26 + 616739 M 24 + 45299 M 22 − 248929 M 20 + 185944 M 18 − 79591 M 16 + 21598 M 14 − 3664 M 12 + 355 M 10 − 15 M 8 ) + L 13 ( − M 128 + 25 M 126 − 294 M 124 + 2223 M 122 − 12294 M 120 + 51662 M 118 − 159542 M 116 + 323230 M 114 − 273922 M 112 − 509424 M 110 + 1786594 M 108 − 1249953 M 106 − 3332731 M 104 + 7961068 M 102 − 1969974 M 100 − 17456628 M 98 + 25550322 M 96 + 17523786 M 94 − 81090674 M 92 + 17494649 M 90 + 178016738 M 88 − 114825555 M 86 − 324643922 M 84 + 284092288 M 82 + 530242525 M 80 − 492399331 M 78 − 795911937 M 76 + 659313784 M 74 + 1079613563 M 72 − 691487294 M 70 − 1278605854 M 68 + 556760797 M 66 + 1278086334 M 64 − 329611413 M 62 − 1052649490 M 60 + 141226612 M 58 + 715435249 M 56 − 46458509 M 54 − 403699615 M 52 + 17738229 M 50 + 187068599 M 48 − 9662295 M 46 − 66710730 M 44 + 2156225 M 42 + 13194778 M 40 + 4944366 M 38 + 3373819 M 36 − 7997652 M 34 − 4725667 M 32 + 7609018 M 30 + 1777090 M 28 − 5074854 M 26 + 385801 M 24 + 2508898 M 22 − 1150549 M 20 − 556747 M 18 + 661686 M 16 − 95298 M 14 − 188333 M 12 + 157498 M 10 − 64930 M 8 + 16496 M 6 − 2629 M 4 + 243 M 2 − 10 ) + L 8 ( M 128 − 21 M 126 + 203 M 124 − 1219 M 122 + 5163 M 120 − 16162 M 118 + 36047 M 116 − 47428 M 114 + 1149 M 112 + 123959 M 110 − 189156 M 108 − 65837 M 106 + 591671 M 104 − 612025 M 102 − 672526 M 100 + 2014736 M 98 − 195993 M 96 − 4104129 M 94 + 3033998 M 92 + 6208315 M 90 − 8834818 M 88 − 7679974 M 86 + 19979099 M 84 + 6611649 M 82 − 39703568 M 80 + 336681 M 78 + 69073556 M 76 − 16440369 M 74 − 100664562 M 72 + 40473581 M 70 + 118520312 M 68 − 66196587 M 66 − 109934011 M 64 + 83641294 M 62 + 79399806 M 60 − 81244328 M 58 − 41396705 M 56 + 60243085 M 54 + 13101174 M 52 − 32647607 M 50 − 1112505 M 48 + 11723416 M 46 + 94006 M 44 − 2709246 M 42 − 1245877 M 40 + 1202888 M 38 + 747028 M 36 − 1172313 M 34 + 411384 M 32 + 367236 M 30 − 520353 M 28 + 179236 M 26 + 121576 M 24 − 162985 M 22 + 84786 M 20 − 25386 M 18 + 4566 M 16 − 460 M 14 + 20 M 12 ) + L 12 ( 5 M 128 − 124 M 126 + 1384 M 124 − 9191 M 122 + 40354 M 120 − 121829 M 118 + 245438 M 116 − 251634 M 114 − 239506 M 112 + 1363606 M 110 − 1589906 M 108 − 2384872 M 106 + 8753897 M 104 − 2481014 M 102 − 23533106 M 100 + 24428648 M 98 + 46385560 M 96 − 81672790 M 94 − 74217308 M 92 + 193428724 M 90 + 108709363 M 88 − 372432716 M 86 − 165829651 M 84 + 605386736 M 82 + 284212174 M 80 − 830800536 M 78 − 504896861 M 76 + 926857535 M 74 + 819946608 M 72 − 760039417 M 70 − 1124889046 M 68 + 298728874 M 66 + 1256505358 M 64 + 298728874 M 62 − 1124889046 M 60 − 760039417 M 58 + 819946608 M 56 + 926857535 M 54 − 504896861 M 52 − 830800536 M 50 + 284212174 M 48 + 605386736 M 46 − 165829651 M 44 − 372432716 M 42 + 108709363 M 40 + 193428724 M 38 − 74217308 M 36 − 81672790 M 34 + 46385560 M 32 + 24428648 M 30 − 23533106 M 28 − 2481014 M 26 + 8753897 M 24 − 2384872 M 22 − 1589906 M 20 + 1363606 M 18 − 239506 M 16 − 251634 M 14 + 245438 M 12 − 121829 M 10 + 40354 M 8 − 9191 M 6 + 1384 M 4 − 124 M 2 + 5 ) + L 10 ( 10 M 128 − 235 M 126 + 2448 M 124 − 14666 M 122 + 54219 M 120 − 118827 M 118 + 107808 M 116 + 146602 M 114 − 472759 M 112 + 74091 M 110 + 1228184 M 108 − 1199268 M 106 − 2125001 M 104 + 4027402 M 102 + 3085574 M 100 − 11904737 M 98 − 156311 M 96 + 28851881 M 94 − 17132579 M 92 − 55855220 M 90 + 66184609 M 88 + 82335022 M 86 − 158806199 M 84 − 87087639 M 82 + 289923585 M 80 + 47365083 M 78 − 437870612 M 76 + 42256256 M 74 + 578652941 M 72 − 156990551 M 70 − 687062195 M 68 + 249024952 M 66 + 725698355 M 64 − 287739337 M 62 − 658946437 M 60 + 289578447 M 58 + 505511329 M 56 − 273489000 M 54 − 319820415 M 52 + 242778394 M 50 + 156615045 M 48 − 193980217 M 46 − 45082719 M 44 + 131669683 M 42 − 11817544 M 40 − 71441693 M 38 + 27750997 M 36 + 27472745 M 34 − 21500940 M 32 − 4792671 M 30 + 10151812 M 28 − 2141333 M 26 − 2366689 M 24 + 1659997 M 22 − 170352 M 20 − 343933 M 18 + 280259 M 16 − 130959 M 14 + 43247 M 12 − 10123 M 10 + 1580 M 8 − 146 M 6 + 6 M 4 ) {\displaystyle L^{24}M^{64}+M^{64}+L^{23}\left(-5M^{72}+21M^{70}-34M^{68}+6M^{66}+59M^{64}-28M^{62}+M^{60}+14M^{58}-18M^{56}+11M^{54}-3M^{52}\right)+L\left(-3M^{76}+11M^{74}-18M^{72}+14M^{70}+M^{68}-28M^{66}+59M^{64}+6M^{62}-34M^{60}+21M^{58}-5M^{56}\right)+L^{22}\left(10M^{80}-84M^{78}+288M^{76}-422M^{74}-52M^{72}+968M^{70}-916M^{68}-689M^{66}+1480M^{64}+540M^{62}-965M^{60}-530M^{58}+763M^{56}+284M^{54}-572M^{52}+103M^{50}+164M^{48}-148M^{46}+73M^{44}-22M^{42}+3M^{40}\right)+L^{21}\left(-10M^{88}+126M^{86}-666M^{84}+1778M^{82}-2081M^{80}-770M^{78}+5090M^{76}-4759M^{74}-680M^{72}+5926M^{70}-8970M^{68}+634M^{66}+14863M^{64}-3558M^{62}-13330M^{60}+4312M^{58}+11480M^{56}-4963M^{54}-7271M^{52}+5077M^{50}+1392M^{48}-2213M^{46}+762M^{44}-189M^{42}-143M^{40}+429M^{38}-378M^{36}+183M^{34}-57M^{32}+11M^{30}-M^{28}\right)+L^{2}\left(3M^{88}-22M^{86}+73M^{84}-148M^{82}+164M^{80}+103M^{78}-572M^{76}+284M^{74}+763M^{72}-530M^{70}-965M^{68}+540M^{66}+1480M^{64}-689M^{62}-916M^{60}+968M^{58}-52M^{56}-422M^{54}+288M^{52}-84M^{50}+10M^{48}\right)+L^{20}\left(5M^{96}-84M^{94}+610M^{92}-2444M^{90}+5749M^{88}-7397M^{86}+1769M^{84}+12847M^{82}-27058M^{80}+17199M^{78}+24741M^{76}-49859M^{74}+31369M^{72}-5061M^{70}-71459M^{68}+135903M^{66}+23826M^{64}-206303M^{62}+93339M^{60}+162866M^{58}-150632M^{56}-54836M^{54}+116356M^{52}-19803M^{50}-47458M^{48}+31069M^{46}+2912M^{44}-15490M^{42}+10182M^{40}+540M^{38}-5524M^{36}+3079M^{34}+605M^{32}-1727M^{30}+1158M^{28}-475M^{26}+134M^{24}-24M^{22}+2M^{20}\right)+L^{3}\left(-M^{100}+11M^{98}-57M^{96}+183M^{94}-378M^{92}+429M^{90}-143M^{88}-189M^{86}+762M^{84}-2213M^{82}+1392M^{80}+5077M^{78}-7271M^{76}-4963M^{74}+11480M^{72}+4312M^{70}-13330M^{68}-3558M^{66}+14863M^{64}+634M^{62}-8970M^{60}+5926M^{58}-680M^{56}-4759M^{54}+5090M^{52}-770M^{50}-2081M^{48}+1778M^{46}-666M^{44}+126M^{42}-10M^{40}\right)+L^{19}\left(-M^{104}+21M^{102}-204M^{100}+1212M^{98}-4880M^{96}+13536M^{94}-23637M^{92}+15495M^{90}+31459M^{88}-80880M^{86}+48291M^{84}+58648M^{82}-123864M^{80}+70987M^{78}+62884M^{76}-29582M^{74}-137727M^{72}-260326M^{70}+705473M^{68}+305134M^{66}-1468358M^{64}+323498M^{62}+1704365M^{60}-1051438M^{58}-1095982M^{56}+1210406M^{54}+294530M^{52}-788339M^{50}+95379M^{48}+304513M^{46}-124292M^{44}-55049M^{42}+57914M^{40}-12849M^{38}-19108M^{36}+24221M^{34}-4640M^{32}-11115M^{30}+8104M^{28}+948M^{26}-4340M^{24}+3072M^{22}-1281M^{20}+378M^{18}-84M^{16}+13M^{14}-M^{12}\right)+L^{4}\left(2M^{108}-24M^{106}+134M^{104}-475M^{102}+1158M^{100}-1727M^{98}+605M^{96}+3079M^{94}-5524M^{92}+540M^{90}+10182M^{88}-15490M^{86}+2912M^{84}+31069M^{82}-47458M^{80}-19803M^{78}+116356M^{76}-54836M^{74}-150632M^{72}+162866M^{70}+93339M^{68}-206303M^{66}+23826M^{64}+135903M^{62}-71459M^{60}-5061M^{58}+31369M^{56}-49859M^{54}+24741M^{52}+17199M^{50}-27058M^{48}+12847M^{46}+1769M^{44}-7397M^{42}+5749M^{40}-2444M^{38}+610M^{36}-84M^{34}+5M^{32}\right)+L^{18}\left(6M^{108}-130M^{106}+1220M^{104}-6459M^{102}+20999M^{100}-42067M^{98}+45064M^{96}+3769M^{94}-101286M^{92}+170582M^{90}-91455M^{88}-151840M^{86}+406847M^{84}-459482M^{82}-151600M^{80}+1266784M^{78}-588952M^{76}-1871028M^{74}+745359M^{72}+2964925M^{70}-296431M^{68}-5393662M^{66}+1074976M^{64}+7917880M^{62}-3704513M^{60}-7591117M^{58}+6484736M^{56}+4206181M^{54}-6680722M^{52}-345564M^{50}+4202729M^{48}-1549329M^{46}-1327499M^{44}+1330983M^{42}-146501M^{40}-494392M^{38}+340611M^{36}+39909M^{34}-137578M^{32}+15770M^{30}+43879M^{28}-8701M^{26}-16400M^{24}+6771M^{22}+6124M^{20}-8114M^{18}+4615M^{16}-1620M^{14}+365M^{12}-49M^{10}+3M^{8}\right)+L^{17}\left(-15M^{112}+335M^{110}-3214M^{108}+17143M^{106}-54241M^{104}+96135M^{102}-57619M^{100}-111825M^{98}+234773M^{96}-86204M^{94}-105543M^{92}-55776M^{90}+32002M^{88}+1288144M^{86}-2302739M^{84}-1902965M^{82}+8407400M^{80}-1590191M^{78}-15983516M^{76}+10357246M^{74}+20109810M^{72}-20853023M^{70}-18934818M^{68}+28123469M^{66}+14896044M^{64}-29905119M^{62}-10420332M^{60}+28214631M^{58}+6919330M^{56}-23841913M^{54}-3274819M^{52}+17493170M^{50}-502699M^{48}-10476377M^{46}+2723155M^{44}+4610346M^{42}-2763865M^{40}-1065893M^{38}+1543713M^{36}-174562M^{34}-466762M^{32}+217283M^{30}+8665M^{28}+1168M^{26}-5493M^{24}-28893M^{22}+26490M^{20}+2045M^{18}-17718M^{16}+15295M^{14}-7504M^{12}+2378M^{10}-482M^{8}+57M^{6}-3M^{4}\right)+L^{5}\left(-M^{116}+13M^{114}-84M^{112}+378M^{110}-1281M^{108}+3072M^{106}-4340M^{104}+948M^{102}+8104M^{100}-11115M^{98}-4640M^{96}+24221M^{94}-19108M^{92}-12849M^{90}+57914M^{88}-55049M^{86}-124292M^{84}+304513M^{82}+95379M^{80}-788339M^{78}+294530M^{76}+1210406M^{74}-1095982M^{72}-1051438M^{70}+1704365M^{68}+323498M^{66}-1468358M^{64}+305134M^{62}+705473M^{60}-260326M^{58}-137727M^{56}-29582M^{54}+62884M^{52}+70987M^{50}-123864M^{48}+58648M^{46}+48291M^{44}-80880M^{42}+31459M^{40}+15495M^{38}-23637M^{36}+13536M^{34}-4880M^{32}+1212M^{30}-204M^{28}+21M^{26}-M^{24}\right)+L^{16}\left(20M^{116}-460M^{114}+4566M^{112}-25386M^{110}+84786M^{108}-162985M^{106}+121576M^{104}+179236M^{102}-520353M^{100}+367236M^{98}+411384M^{96}-1172313M^{94}+747028M^{92}+1202888M^{90}-1245877M^{88}-2709246M^{86}+94006M^{84}+11723416M^{82}-1112505M^{80}-32647607M^{78}+13101174M^{76}+60243085M^{74}-41396705M^{72}-81244328M^{70}+79399806M^{68}+83641294M^{66}-109934011M^{64}-66196587M^{62}+118520312M^{60}+40473581M^{58}-100664562M^{56}-16440369M^{54}+69073556M^{52}+336681M^{50}-39703568M^{48}+6611649M^{46}+19979099M^{44}-7679974M^{42}-8834818M^{40}+6208315M^{38}+3033998M^{36}-4104129M^{34}-195993M^{32}+2014736M^{30}-672526M^{28}-612025M^{26}+591671M^{24}-65837M^{22}-189156M^{20}+123959M^{18}+1149M^{16}-47428M^{14}+36047M^{12}-16162M^{10}+5163M^{8}-1219M^{6}+203M^{4}-21M^{2}+1\right)+L^{15}\left(-15M^{120}+355M^{118}-3664M^{116}+21598M^{114}-79591M^{112}+185944M^{110}-248929M^{108}+45299M^{106}+616739M^{104}-1424469M^{102}+714002M^{100}+3545623M^{98}-7053526M^{96}-2496727M^{94}+19961216M^{92}-6725496M^{90}-38978961M^{88}+28018501M^{86}+61397036M^{84}-61289883M^{82}-84054352M^{80}+104251335M^{78}+102547054M^{76}-152966607M^{74}-113015296M^{72}+200936604M^{70}+112069721M^{68}-236867202M^{66}-97574379M^{64}+247526564M^{62}+69521945M^{60}-222692859M^{58}-27030685M^{56}+173492598M^{54}-14845732M^{52}-116444581M^{50}+37729333M^{48}+64353035M^{46}-37811944M^{44}-25944559M^{42}+24500387M^{40}+5098219M^{38}-10266966M^{36}+1652485M^{34}+1639278M^{32}-1277583M^{30}+934267M^{28}-95463M^{26}-702437M^{24}+572830M^{22}-12492M^{20}-243228M^{18}+146512M^{16}+13152M^{14}-73735M^{12}+55457M^{10}-23666M^{8}+6450M^{6}-1115M^{4}+112M^{2}-5\right)+L^{6}\left(3M^{120}-49M^{118}+365M^{116}-1620M^{114}+4615M^{112}-8114M^{110}+6124M^{108}+6771M^{106}-16400M^{104}-8701M^{102}+43879M^{100}+15770M^{98}-137578M^{96}+39909M^{94}+340611M^{92}-494392M^{90}-146501M^{88}+1330983M^{86}-1327499M^{84}-1549329M^{82}+4202729M^{80}-345564M^{78}-6680722M^{76}+4206181M^{74}+6484736M^{72}-7591117M^{70}-3704513M^{68}+7917880M^{66}+1074976M^{64}-5393662M^{62}-296431M^{60}+2964925M^{58}+745359M^{56}-1871028M^{54}-588952M^{52}+1266784M^{50}-151600M^{48}-459482M^{46}+406847M^{44}-151840M^{42}-91455M^{40}+170582M^{38}-101286M^{36}+3769M^{34}+45064M^{32}-42067M^{30}+20999M^{28}-6459M^{26}+1220M^{24}-130M^{22}+6M^{20}\right)+L^{7}\left(-3M^{124}+57M^{122}-482M^{120}+2378M^{118}-7504M^{116}+15295M^{114}-17718M^{112}+2045M^{110}+26490M^{108}-28893M^{106}-5493M^{104}+1168M^{102}+8665M^{100}+217283M^{98}-466762M^{96}-174562M^{94}+1543713M^{92}-1065893M^{90}-2763865M^{88}+4610346M^{86}+2723155M^{84}-10476377M^{82}-502699M^{80}+17493170M^{78}-3274819M^{76}-23841913M^{74}+6919330M^{72}+28214631M^{70}-10420332M^{68}-29905119M^{66}+14896044M^{64}+28123469M^{62}-18934818M^{60}-20853023M^{58}+20109810M^{56}+10357246M^{54}-15983516M^{52}-1590191M^{50}+8407400M^{48}-1902965M^{46}-2302739M^{44}+1288144M^{42}+32002M^{40}-55776M^{38}-105543M^{36}-86204M^{34}+234773M^{32}-111825M^{30}-57619M^{28}+96135M^{26}-54241M^{24}+17143M^{22}-3214M^{20}+335M^{18}-15M^{16}\right)+L^{14}\left(6M^{124}-146M^{122}+1580M^{120}-10123M^{118}+43247M^{116}-130959M^{114}+280259M^{112}-343933M^{110}-170352M^{108}+1659997M^{106}-2366689M^{104}-2141333M^{102}+10151812M^{100}-4792671M^{98}-21500940M^{96}+27472745M^{94}+27750997M^{92}-71441693M^{90}-11817544M^{88}+131669683M^{86}-45082719M^{84}-193980217M^{82}+156615045M^{80}+242778394M^{78}-319820415M^{76}-273489000M^{74}+505511329M^{72}+289578447M^{70}-658946437M^{68}-287739337M^{66}+725698355M^{64}+249024952M^{62}-687062195M^{60}-156990551M^{58}+578652941M^{56}+42256256M^{54}-437870612M^{52}+47365083M^{50}+289923585M^{48}-87087639M^{46}-158806199M^{44}+82335022M^{42}+66184609M^{40}-55855220M^{38}-17132579M^{36}+28851881M^{34}-156311M^{32}-11904737M^{30}+3085574M^{28}+4027402M^{26}-2125001M^{24}-1199268M^{22}+1228184M^{20}+74091M^{18}-472759M^{16}+146602M^{14}+107808M^{12}-118827M^{10}+54219M^{8}-14666M^{6}+2448M^{4}-235M^{2}+10\right)+L^{11}\left(-10M^{128}+243M^{126}-2629M^{124}+16496M^{122}-64930M^{120}+157498M^{118}-188333M^{116}-95298M^{114}+661686M^{112}-556747M^{110}-1150549M^{108}+2508898M^{106}+385801M^{104}-5074854M^{102}+1777090M^{100}+7609018M^{98}-4725667M^{96}-7997652M^{94}+3373819M^{92}+4944366M^{90}+13194778M^{88}+2156225M^{86}-66710730M^{84}-9662295M^{82}+187068599M^{80}+17738229M^{78}-403699615M^{76}-46458509M^{74}+715435249M^{72}+141226612M^{70}-1052649490M^{68}-329611413M^{66}+1278086334M^{64}+556760797M^{62}-1278605854M^{60}-691487294M^{58}+1079613563M^{56}+659313784M^{54}-795911937M^{52}-492399331M^{50}+530242525M^{48}+284092288M^{46}-324643922M^{44}-114825555M^{42}+178016738M^{40}+17494649M^{38}-81090674M^{36}+17523786M^{34}+25550322M^{32}-17456628M^{30}-1969974M^{28}+7961068M^{26}-3332731M^{24}-1249953M^{22}+1786594M^{20}-509424M^{18}-273922M^{16}+323230M^{14}-159542M^{12}+51662M^{10}-12294M^{8}+2223M^{6}-294M^{4}+25M^{2}-1\right)+L^{9}\left(-5M^{128}+112M^{126}-1115M^{124}+6450M^{122}-23666M^{120}+55457M^{118}-73735M^{116}+13152M^{114}+146512M^{112}-243228M^{110}-12492M^{108}+572830M^{106}-702437M^{104}-95463M^{102}+934267M^{100}-1277583M^{98}+1639278M^{96}+1652485M^{94}-10266966M^{92}+5098219M^{90}+24500387M^{88}-25944559M^{86}-37811944M^{84}+64353035M^{82}+37729333M^{80}-116444581M^{78}-14845732M^{76}+173492598M^{74}-27030685M^{72}-222692859M^{70}+69521945M^{68}+247526564M^{66}-97574379M^{64}-236867202M^{62}+112069721M^{60}+200936604M^{58}-113015296M^{56}-152966607M^{54}+102547054M^{52}+104251335M^{50}-84054352M^{48}-61289883M^{46}+61397036M^{44}+28018501M^{42}-38978961M^{40}-6725496M^{38}+19961216M^{36}-2496727M^{34}-7053526M^{32}+3545623M^{30}+714002M^{28}-1424469M^{26}+616739M^{24}+45299M^{22}-248929M^{20}+185944M^{18}-79591M^{16}+21598M^{14}-3664M^{12}+355M^{10}-15M^{8}\right)+L^{13}\left(-M^{128}+25M^{126}-294M^{124}+2223M^{122}-12294M^{120}+51662M^{118}-159542M^{116}+323230M^{114}-273922M^{112}-509424M^{110}+1786594M^{108}-1249953M^{106}-3332731M^{104}+7961068M^{102}-1969974M^{100}-17456628M^{98}+25550322M^{96}+17523786M^{94}-81090674M^{92}+17494649M^{90}+178016738M^{88}-114825555M^{86}-324643922M^{84}+284092288M^{82}+530242525M^{80}-492399331M^{78}-795911937M^{76}+659313784M^{74}+1079613563M^{72}-691487294M^{70}-1278605854M^{68}+556760797M^{66}+1278086334M^{64}-329611413M^{62}-1052649490M^{60}+141226612M^{58}+715435249M^{56}-46458509M^{54}-403699615M^{52}+17738229M^{50}+187068599M^{48}-9662295M^{46}-66710730M^{44}+2156225M^{42}+13194778M^{40}+4944366M^{38}+3373819M^{36}-7997652M^{34}-4725667M^{32}+7609018M^{30}+1777090M^{28}-5074854M^{26}+385801M^{24}+2508898M^{22}-1150549M^{20}-556747M^{18}+661686M^{16}-95298M^{14}-188333M^{12}+157498M^{10}-64930M^{8}+16496M^{6}-2629M^{4}+243M^{2}-10\right)+L^{8}\left(M^{128}-21M^{126}+203M^{124}-1219M^{122}+5163M^{120}-16162M^{118}+36047M^{116}-47428M^{114}+1149M^{112}+123959M^{110}-189156M^{108}-65837M^{106}+591671M^{104}-612025M^{102}-672526M^{100}+2014736M^{98}-195993M^{96}-4104129M^{94}+3033998M^{92}+6208315M^{90}-8834818M^{88}-7679974M^{86}+19979099M^{84}+6611649M^{82}-39703568M^{80}+336681M^{78}+69073556M^{76}-16440369M^{74}-100664562M^{72}+40473581M^{70}+118520312M^{68}-66196587M^{66}-109934011M^{64}+83641294M^{62}+79399806M^{60}-81244328M^{58}-41396705M^{56}+60243085M^{54}+13101174M^{52}-32647607M^{50}-1112505M^{48}+11723416M^{46}+94006M^{44}-2709246M^{42}-1245877M^{40}+1202888M^{38}+747028M^{36}-1172313M^{34}+411384M^{32}+367236M^{30}-520353M^{28}+179236M^{26}+121576M^{24}-162985M^{22}+84786M^{20}-25386M^{18}+4566M^{16}-460M^{14}+20M^{12}\right)+L^{12}\left(5M^{128}-124M^{126}+1384M^{124}-9191M^{122}+40354M^{120}-121829M^{118}+245438M^{116}-251634M^{114}-239506M^{112}+1363606M^{110}-1589906M^{108}-2384872M^{106}+8753897M^{104}-2481014M^{102}-23533106M^{100}+24428648M^{98}+46385560M^{96}-81672790M^{94}-74217308M^{92}+193428724M^{90}+108709363M^{88}-372432716M^{86}-165829651M^{84}+605386736M^{82}+284212174M^{80}-830800536M^{78}-504896861M^{76}+926857535M^{74}+819946608M^{72}-760039417M^{70}-1124889046M^{68}+298728874M^{66}+1256505358M^{64}+298728874M^{62}-1124889046M^{60}-760039417M^{58}+819946608M^{56}+926857535M^{54}-504896861M^{52}-830800536M^{50}+284212174M^{48}+605386736M^{46}-165829651M^{44}-372432716M^{42}+108709363M^{40}+193428724M^{38}-74217308M^{36}-81672790M^{34}+46385560M^{32}+24428648M^{30}-23533106M^{28}-2481014M^{26}+8753897M^{24}-2384872M^{22}-1589906M^{20}+1363606M^{18}-239506M^{16}-251634M^{14}+245438M^{12}-121829M^{10}+40354M^{8}-9191M^{6}+1384M^{4}-124M^{2}+5\right)+L^{10}\left(10M^{128}-235M^{126}+2448M^{124}-14666M^{122}+54219M^{120}-118827M^{118}+107808M^{116}+146602M^{114}-472759M^{112}+74091M^{110}+1228184M^{108}-1199268M^{106}-2125001M^{104}+4027402M^{102}+3085574M^{100}-11904737M^{98}-156311M^{96}+28851881M^{94}-17132579M^{92}-55855220M^{90}+66184609M^{88}+82335022M^{86}-158806199M^{84}-87087639M^{82}+289923585M^{80}+47365083M^{78}-437870612M^{76}+42256256M^{74}+578652941M^{72}-156990551M^{70}-687062195M^{68}+249024952M^{66}+725698355M^{64}-287739337M^{62}-658946437M^{60}+289578447M^{58}+505511329M^{56}-273489000M^{54}-319820415M^{52}+242778394M^{50}+156615045M^{48}-193980217M^{46}-45082719M^{44}+131669683M^{42}-11817544M^{40}-71441693M^{38}+27750997M^{36}+27472745M^{34}-21500940M^{32}-4792671M^{30}+10151812M^{28}-2141333M^{26}-2366689M^{24}+1659997M^{22}-170352M^{20}-343933M^{18}+280259M^{16}-130959M^{14}+43247M^{12}-10123M^{10}+1580M^{8}-146M^{6}+6M^{4}\right)}
