L 25 M 68 + M 66 + L ( 10 M 72 − 29 M 70 + 5 M 68 + 86 M 66 − 77 M 64 − 2 M 62 + 66 M 60 − 58 M 58 + 27 M 56 − 9 M 54 + 2 M 52 ) + L 2 ( 45 M 78 − 256 M 76 + 394 M 74 + 502 M 72 − 2076 M 70 + 1417 M 68 + 2116 M 66 − 3611 M 64 + 1271 M 62 + 1996 M 60 − 2621 M 58 + 997 M 56 + 486 M 54 − 817 M 52 + 587 M 50 − 358 M 48 + 207 M 46 − 98 M 44 + 34 M 42 − 8 M 40 + M 38 ) + L 24 ( 2 M 82 − 9 M 80 + 27 M 78 − 58 M 76 + 66 M 74 − 2 M 72 − 77 M 70 + 86 M 68 + 5 M 66 − 29 M 64 + 10 M 62 ) + L 3 ( 120 M 84 − 1005 M 82 + 2891 M 80 − 1369 M 78 − 10107 M 76 + 20334 M 74 − 763 M 72 − 38152 M 70 + 36490 M 68 + 15568 M 66 − 46239 M 64 + 24432 M 62 + 12552 M 60 − 24671 M 58 + 13196 M 56 + 1279 M 54 − 6157 M 52 + 4165 M 50 − 2240 M 48 + 1573 M 46 − 52 M 44 − 1963 M 42 + 2701 M 40 − 2024 M 38 + 1007 M 36 − 350 M 34 + 84 M 32 − 13 M 30 + M 28 ) + L 4 ( 210 M 90 − 2304 M 88 + 9665 M 86 − 16032 M 84 − 9739 M 82 + 79522 M 80 − 93685 M 78 − 64954 M 76 + 242371 M 74 − 123497 M 72 − 183955 M 70 + 219485 M 68 + 17426 M 66 − 80086 M 64 − 52105 M 62 + 39775 M 60 + 145934 M 58 − 180664 M 56 − 20994 M 54 + 186105 M 52 − 133283 M 50 − 18389 M 48 + 96762 M 46 − 72149 M 44 + 9653 M 42 + 29312 M 40 − 27946 M 38 + 6650 M 36 + 9253 M 34 − 12035 M 32 + 7792 M 30 − 3370 M 28 + 1029 M 26 − 219 M 24 + 30 M 22 − 2 M 20 ) + L 23 ( M 96 − 8 M 94 + 34 M 92 − 98 M 90 + 207 M 88 − 358 M 86 + 587 M 84 − 817 M 82 + 486 M 80 + 997 M 78 − 2621 M 76 + 1996 M 74 + 1271 M 72 − 3611 M 70 + 2116 M 68 + 1417 M 66 − 2076 M 64 + 502 M 62 + 394 M 60 − 256 M 58 + 45 M 56 ) + L 5 ( 252 M 96 − 3402 M 94 + 18737 M 92 − 50609 M 90 + 47462 M 88 + 100721 M 86 − 341713 M 84 + 268871 M 82 + 354369 M 80 − 831673 M 78 + 329811 M 76 + 513808 M 74 − 528835 M 72 + 194782 M 70 − 330281 M 68 + 112596 M 66 + 798528 M 64 − 889685 M 62 − 203246 M 60 + 962100 M 58 − 488273 M 56 − 430264 M 54 + 711139 M 52 − 179421 M 50 − 445650 M 48 + 478388 M 46 − 41462 M 44 − 276038 M 42 + 235483 M 40 − 49940 M 38 − 60807 M 36 + 70502 M 34 − 34816 M 32 − 4337 M 30 + 26784 M 28 − 28971 M 26 + 19695 M 24 − 9571 M 22 + 3427 M 20 − 898 M 18 + 165 M 16 − 19 M 14 + M 12 ) + L 6 ( 210 M 102 − 3360 M 100 + 22969 M 98 − 85044 M 96 + 167841 M 94 − 85040 M 92 − 397000 M 90 + 982099 M 88 − 674970 M 86 − 853690 M 84 + 2077500 M 82 − 1435534 M 80 − 358214 M 78 + 1866833 M 76 − 2691492 M 74 + 1564631 M 72 + 2528393 M 70 − 5043985 M 68 + 563550 M 66 + 5716687 M 64 − 3855676 M 62 − 3568854 M 60 + 5337940 M 58 + 170309 M 56 − 3835040 M 54 + 1651893 M 52 + 1231677 M 50 − 1169320 M 48 + 96492 M 46 + 182221 M 44 − 223015 M 42 + 318438 M 40 − 60218 M 38 − 331312 M 36 + 339833 M 34 − 39764 M 32 − 165532 M 30 + 135986 M 28 − 9904 M 26 − 71213 M 24 + 80496 M 22 − 54668 M 20 + 27515 M 18 − 10866 M 16 + 3391 M 14 − 818 M 12 + 145 M 10 − 17 M 8 + M 6 ) + L 22 ( M 106 − 13 M 104 + 84 M 102 − 350 M 100 + 1007 M 98 − 2024 M 96 + 2701 M 94 − 1963 M 92 − 52 M 90 + 1573 M 88 − 2240 M 86 + 4165 M 84 − 6157 M 82 + 1279 M 80 + 13196 M 78 − 24671 M 76 + 12552 M 74 + 24432 M 72 − 46239 M 70 + 15568 M 68 + 36490 M 66 − 38152 M 64 − 763 M 62 + 20334 M 60 − 10107 M 58 − 1369 M 56 + 2891 M 54 − 1005 M 52 + 120 M 50 ) + L 7 ( 120 M 108 − 2226 M 106 + 18289 M 104 − 86205 M 102 + 247993 M 100 − 401535 M 98 + 139970 M 96 + 905735 M 94 − 2141807 M 92 + 1887959 M 90 + 893030 M 88 − 4760867 M 86 + 5949552 M 84 − 787005 M 82 − 8699837 M 80 + 11028521 M 78 + 2103428 M 76 − 16017575 M 74 + 7926492 M 72 + 12723554 M 70 − 13649474 M 68 − 4542023 M 66 + 10407887 M 64 − 524168 M 62 − 2176339 M 60 − 1542299 M 58 − 2062367 M 56 + 5293553 M 54 + 1611688 M 52 − 6593207 M 50 + 234933 M 48 + 6009552 M 46 − 2369541 M 44 − 3702895 M 42 + 3264186 M 40 + 943887 M 38 − 2356470 M 36 + 492215 M 34 + 1102051 M 32 − 863520 M 30 − 49419 M 28 + 422085 M 26 − 221386 M 24 − 69777 M 22 + 189464 M 20 − 163896 M 18 + 95659 M 16 − 42765 M 14 + 15225 M 12 − 4339 M 10 + 971 M 8 − 162 M 6 + 18 M 4 − M 2 ) + L 21 ( − 2 M 114 + 30 M 112 − 219 M 110 + 1029 M 108 − 3370 M 106 + 7792 M 104 − 12035 M 102 + 9253 M 100 + 6650 M 98 − 27946 M 96 + 29312 M 94 + 9653 M 92 − 72149 M 90 + 96762 M 88 − 18389 M 86 − 133283 M 84 + 186105 M 82 − 20994 M 80 − 180664 M 78 + 145934 M 76 + 39775 M 74 − 52105 M 72 − 80086 M 70 + 17426 M 68 + 219485 M 66 − 183955 M 64 − 123497 M 62 + 242371 M 60 − 64954 M 58 − 93685 M 56 + 79522 M 54 − 9739 M 52 − 16032 M 50 + 9665 M 48 − 2304 M 46 + 210 M 44 ) + L 8 ( 45 M 114 − 960 M 112 + 9331 M 110 − 53954 M 108 + 202981 M 106 − 505433 M 104 + 772801 M 102 − 388927 M 100 − 1320629 M 98 + 3924402 M 96 − 4725367 M 94 − 163511 M 92 + 10001075 M 90 − 13627650 M 88 − 411222 M 86 + 20125475 M 84 − 16597646 M 82 − 9291826 M 80 + 22031352 M 78 − 11031788 M 76 − 2803571 M 74 + 19248719 M 72 − 32305508 M 70 + 930631 M 68 + 52870537 M 66 − 33632415 M 64 − 45736943 M 62 + 51387982 M 60 + 27704843 M 58 − 50448665 M 56 − 12910154 M 54 + 40570147 M 52 + 4377101 M 50 − 29726229 M 48 + 355531 M 46 + 21195475 M 44 − 4900848 M 42 − 12531707 M 40 + 7312046 M 38 + 4061504 M 36 − 5368310 M 34 + 469188 M 32 + 2201533 M 30 − 1406722 M 28 − 88789 M 26 + 634136 M 24 − 358519 M 22 − 89315 M 20 + 324589 M 18 − 317361 M 16 + 201460 M 14 − 93576 M 12 + 32815 M 10 − 8702 M 8 + 1715 M 6 − 241 M 4 + 22 M 2 − 1 ) + L 9 ( 10 M 120 − 249 M 118 + 2870 M 116 − 20077 M 114 + 94713 M 112 − 317282 M 110 + 765807 M 108 − 1265928 M 106 + 1028679 M 104 + 1237672 M 102 − 5605779 M 100 + 8089651 M 98 − 1910878 M 96 − 12810790 M 94 + 21408637 M 92 − 6494285 M 90 − 27266587 M 88 + 43578021 M 86 − 2571271 M 84 − 71742650 M 82 + 68794768 M 80 + 56914241 M 78 − 130623839 M 76 − 7227036 M 74 + 148382473 M 72 − 22109627 M 70 − 142588084 M 68 + 6655740 M 66 + 155178764 M 64 + 21080218 M 62 − 190072885 M 60 − 20992605 M 58 + 216267649 M 56 − 17736962 M 54 − 196452363 M 52 + 63935980 M 50 + 131175022 M 48 − 79963028 M 46 − 59090887 M 44 + 63715899 M 42 + 10765193 M 40 − 34985746 M 38 + 8673235 M 36 + 11057494 M 34 − 8653007 M 32 + 108787 M 30 + 3360083 M 28 − 2020399 M 26 − 185853 M 24 + 972505 M 22 − 463721 M 20 − 275950 M 18 + 592084 M 16 − 499146 M 14 + 276216 M 12 − 110086 M 10 + 32230 M 8 − 6838 M 6 + 1004 M 4 − 92 M 2 + 4 ) + L 20 ( M 122 − 19 M 120 + 165 M 118 − 898 M 116 + 3427 M 114 − 9571 M 112 + 19695 M 110 − 28971 M 108 + 26784 M 106 − 4337 M 104 − 34816 M 102 + 70502 M 100 − 60807 M 98 − 49940 M 96 + 235483 M 94 − 276038 M 92 − 41462 M 90 + 478388 M 88 − 445650 M 86 − 179421 M 84 + 711139 M 82 − 430264 M 80 − 488273 M 78 + 962100 M 76 − 203246 M 74 − 889685 M 72 + 798528 M 70 + 112596 M 68 − 330281 M 66 + 194782 M 64 − 528835 M 62 + 513808 M 60 + 329811 M 58 − 831673 M 56 + 354369 M 54 + 268871 M 52 − 341713 M 50 + 100721 M 48 + 47462 M 46 − 50609 M 44 + 18737 M 42 − 3402 M 40 + 252 M 38 ) + L 10 ( M 126 − 32 M 124 + 457 M 122 − 3934 M 120 + 23303 M 118 − 102215 M 116 + 343610 M 114 − 882297 M 112 + 1640893 M 110 − 1823821 M 108 − 200894 M 106 + 5329470 M 104 − 10398822 M 102 + 6723703 M 100 + 12077538 M 98 − 31053146 M 96 + 12330582 M 94 + 46420165 M 92 − 59361071 M 90 − 32019011 M 88 + 96992210 M 86 − 4744421 M 84 − 73471222 M 82 − 13235303 M 80 + 2326637 M 78 + 156887359 M 76 + 32075705 M 74 − 396303073 M 72 + 30409033 M 70 + 623910768 M 68 − 174120763 M 66 − 730579638 M 64 + 318902175 M 62 + 678162796 M 60 − 383422218 M 58 − 523569663 M 56 + 359440141 M 54 + 342084718 M 52 − 284620658 M 50 − 180797948 M 48 + 193029336 M 46 + 67366552 M 44 − 110220399 M 42 − 6138609 M 40 + 49195938 M 38 − 15066873 M 36 − 11660810 M 34 + 12029075 M 32 − 3156115 M 30 − 3262956 M 28 + 3737837 M 26 − 677065 M 24 − 1449659 M 22 + 1127433 M 20 + 163203 M 18 − 898655 M 16 + 850401 M 14 − 490607 M 12 + 198157 M 10 − 57745 M 8 + 12006 M 6 − 1701 M 4 + 148 M 2 − 6 ) + L 19 ( M 128 − 17 M 126 + 145 M 124 − 818 M 122 + 3391 M 120 − 10866 M 118 + 27515 M 116 − 54668 M 114 + 80496 M 112 − 71213 M 110 − 9904 M 108 + 135986 M 106 − 165532 M 104 − 39764 M 102 + 339833 M 100 − 331312 M 98 − 60218 M 96 + 318438 M 94 − 223015 M 92 + 182221 M 90 + 96492 M 88 − 1169320 M 86 + 1231677 M 84 + 1651893 M 82 − 3835040 M 80 + 170309 M 78 + 5337940 M 76 − 3568854 M 74 − 3855676 M 72 + 5716687 M 70 + 563550 M 68 − 5043985 M 66 + 2528393 M 64 + 1564631 M 62 − 2691492 M 60 + 1866833 M 58 − 358214 M 56 − 1435534 M 54 + 2077500 M 52 − 853690 M 50 − 674970 M 48 + 982099 M 46 − 397000 M 44 − 85040 M 42 + 167841 M 40 − 85044 M 38 + 22969 M 36 − 3360 M 34 + 210 M 32 ) + L 11 ( − M 130 + 24 M 128 − 290 M 126 + 2376 M 124 − 14579 M 122 + 68980 M 120 − 252926 M 118 + 715965 M 116 − 1531987 M 114 + 2272846 M 112 − 1455536 M 110 − 2883325 M 108 + 9408425 M 106 − 9283571 M 104 − 6091262 M 102 + 24651507 M 100 − 16623468 M 98 − 22614262 M 96 + 54854951 M 94 − 33324515 M 92 − 67316809 M 90 + 162828366 M 88 − 14375323 M 86 − 323866534 M 84 + 196379242 M 82 + 473875934 M 80 − 416779271 M 78 − 610681284 M 76 + 595861564 M 74 + 753954669 M 72 − 680812419 M 70 − 912909908 M 68 + 687319877 M 66 + 1035908758 M 64 − 662781437 M 62 − 1032465920 M 60 + 613514555 M 58 + 875036369 M 56 − 532503008 M 54 − 615072738 M 52 + 421434101 M 50 + 341625108 M 48 − 290271754 M 46 − 135129519 M 44 + 167019207 M 42 + 21497704 M 40 − 75575221 M 38 + 20482654 M 36 + 19131406 M 34 − 20142993 M 32 + 4496853 M 30 + 7235450 M 28 − 6268546 M 26 − 411370 M 24 + 3260942 M 22 − 1560786 M 20 − 697937 M 18 + 1445493 M 16 − 1095282 M 14 + 544189 M 12 − 195669 M 10 + 51761 M 8 − 9885 M 6 + 1296 M 4 − 105 M 2 + 4 ) + L 12 ( − 2 M 132 + 50 M 130 − 595 M 128 + 4539 M 126 − 25196 M 124 + 108519 M 122 − 369937 M 120 + 978410 M 118 − 1884374 M 116 + 2225640 M 114 − 275500 M 112 − 4529240 M 110 + 8228039 M 108 − 2784172 M 106 − 13674665 M 104 + 21282492 M 102 + 9551086 M 100 − 52970061 M 98 + 17633171 M 96 + 78518815 M 94 − 48013010 M 92 − 84422468 M 90 + 14269283 M 88 + 109192318 M 86 + 138345840 M 84 − 206587054 M 82 − 422981108 M 80 + 406911615 M 78 + 783806083 M 76 − 675118371 M 74 − 1103597939 M 72 + 894677578 M 70 + 1289492072 M 68 − 958110712 M 66 − 1312620486 M 64 + 852983904 M 62 + 1183517910 M 60 − 643903412 M 58 − 959109759 M 56 + 431346706 M 54 + 700433987 M 52 − 281069592 M 50 − 447917252 M 48 + 189263689 M 46 + 240174070 M 44 − 129771077 M 42 − 97928897 M 40 + 84512807 M 38 + 16043170 M 36 − 41655326 M 34 + 13249592 M 32 + 10644329 M 30 − 11694261 M 28 + 1080826 M 26 + 5359690 M 24 − 3792517 M 22 − 93610 M 20 + 1895659 M 18 − 1665985 M 16 + 889053 M 14 − 344571 M 12 + 101573 M 10 − 22716 M 8 + 3734 M 6 − 425 M 4 + 30 M 2 − 1 ) + L 18 ( − M 132 + 18 M 130 − 162 M 128 + 971 M 126 − 4339 M 124 + 15225 M 122 − 42765 M 120 + 95659 M 118 − 163896 M 116 + 189464 M 114 − 69777 M 112 − 221386 M 110 + 422085 M 108 − 49419 M 106 − 863520 M 104 + 1102051 M 102 + 492215 M 100 − 2356470 M 98 + 943887 M 96 + 3264186 M 94 − 3702895 M 92 − 2369541 M 90 + 6009552 M 88 + 234933 M 86 − 6593207 M 84 + 1611688 M 82 + 5293553 M 80 − 2062367 M 78 − 1542299 M 76 − 2176339 M 74 − 524168 M 72 + 10407887 M 70 − 4542023 M 68 − 13649474 M 66 + 12723554 M 64 + 7926492 M 62 − 16017575 M 60 + 2103428 M 58 + 11028521 M 56 − 8699837 M 54 − 787005 M 52 + 5949552 M 50 − 4760867 M 48 + 893030 M 46 + 1887959 M 44 − 2141807 M 42 + 905735 M 40 + 139970 M 38 − 401535 M 36 + 247993 M 34 − 86205 M 32 + 18289 M 30 − 2226 M 28 + 120 M 26 ) + L 15 ( − 6 M 134 + 148 M 132 − 1701 M 130 + 12006 M 128 − 57745 M 126 + 198157 M 124 − 490607 M 122 + 850401 M 120 − 898655 M 118 + 163203 M 116 + 1127433 M 114 − 1449659 M 112 − 677065 M 110 + 3737837 M 108 − 3262956 M 106 − 3156115 M 104 + 12029075 M 102 − 11660810 M 100 − 15066873 M 98 + 49195938 M 96 − 6138609 M 94 − 110220399 M 92 + 67366552 M 90 + 193029336 M 88 − 180797948 M 86 − 284620658 M 84 + 342084718 M 82 + 359440141 M 80 − 523569663 M 78 − 383422218 M 76 + 678162796 M 74 + 318902175 M 72 − 730579638 M 70 − 174120763 M 68 + 623910768 M 66 + 30409033 M 64 − 396303073 M 62 + 32075705 M 60 + 156887359 M 58 + 2326637 M 56 − 13235303 M 54 − 73471222 M 52 − 4744421 M 50 + 96992210 M 48 − 32019011 M 46 − 59361071 M 44 + 46420165 M 42 + 12330582 M 40 − 31053146 M 38 + 12077538 M 36 + 6723703 M 34 − 10398822 M 32 + 5329470 M 30 − 200894 M 28 − 1823821 M 26 + 1640893 M 24 − 882297 M 22 + 343610 M 20 − 102215 M 18 + 23303 M 16 − 3934 M 14 + 457 M 12 − 32 M 10 + M 8 ) + L 17 ( − M 134 + 22 M 132 − 241 M 130 + 1715 M 128 − 8702 M 126 + 32815 M 124 − 93576 M 122 + 201460 M 120 − 317361 M 118 + 324589 M 116 − 89315 M 114 − 358519 M 112 + 634136 M 110 − 88789 M 108 − 1406722 M 106 + 2201533 M 104 + 469188 M 102 − 5368310 M 100 + 4061504 M 98 + 7312046 M 96 − 12531707 M 94 − 4900848 M 92 + 21195475 M 90 + 355531 M 88 − 29726229 M 86 + 4377101 M 84 + 40570147 M 82 − 12910154 M 80 − 50448665 M 78 + 27704843 M 76 + 51387982 M 74 − 45736943 M 72 − 33632415 M 70 + 52870537 M 68 + 930631 M 66 − 32305508 M 64 + 19248719 M 62 − 2803571 M 60 − 11031788 M 58 + 22031352 M 56 − 9291826 M 54 − 16597646 M 52 + 20125475 M 50 − 411222 M 48 − 13627650 M 46 + 10001075 M 44 − 163511 M 42 − 4725367 M 40 + 3924402 M 38 − 1320629 M 36 − 388927 M 34 + 772801 M 32 − 505433 M 30 + 202981 M 28 − 53954 M 26 + 9331 M 24 − 960 M 22 + 45 M 20 ) + L 13 ( − M 134 + 30 M 132 − 425 M 130 + 3734 M 128 − 22716 M 126 + 101573 M 124 − 344571 M 122 + 889053 M 120 − 1665985 M 118 + 1895659 M 116 − 93610 M 114 − 3792517 M 112 + 5359690 M 110 + 1080826 M 108 − 11694261 M 106 + 10644329 M 104 + 13249592 M 102 − 41655326 M 100 + 16043170 M 98 + 84512807 M 96 − 97928897 M 94 − 129771077 M 92 + 240174070 M 90 + 189263689 M 88 − 447917252 M 86 − 281069592 M 84 + 700433987 M 82 + 431346706 M 80 − 959109759 M 78 − 643903412 M 76 + 1183517910 M 74 + 852983904 M 72 − 1312620486 M 70 − 958110712 M 68 + 1289492072 M 66 + 894677578 M 64 − 1103597939 M 62 − 675118371 M 60 + 783806083 M 58 + 406911615 M 56 − 422981108 M 54 − 206587054 M 52 + 138345840 M 50 + 109192318 M 48 + 14269283 M 46 − 84422468 M 44 − 48013010 M 42 + 78518815 M 40 + 17633171 M 38 − 52970061 M 36 + 9551086 M 34 + 21282492 M 32 − 13674665 M 30 − 2784172 M 28 + 8228039 M 26 − 4529240 M 24 − 275500 M 22 + 2225640 M 20 − 1884374 M 18 + 978410 M 16 − 369937 M 14 + 108519 M 12 − 25196 M 10 + 4539 M 8 − 595 M 6 + 50 M 4 − 2 M 2 ) + L 14 ( 4 M 134 − 105 M 132 + 1296 M 130 − 9885 M 128 + 51761 M 126 − 195669 M 124 + 544189 M 122 − 1095282 M 120 + 1445493 M 118 − 697937 M 116 − 1560786 M 114 + 3260942 M 112 − 411370 M 110 − 6268546 M 108 + 7235450 M 106 + 4496853 M 104 − 20142993 M 102 + 19131406 M 100 + 20482654 M 98 − 75575221 M 96 + 21497704 M 94 + 167019207 M 92 − 135129519 M 90 − 290271754 M 88 + 341625108 M 86 + 421434101 M 84 − 615072738 M 82 − 532503008 M 80 + 875036369 M 78 + 613514555 M 76 − 1032465920 M 74 − 662781437 M 72 + 1035908758 M 70 + 687319877 M 68 − 912909908 M 66 − 680812419 M 64 + 753954669 M 62 + 595861564 M 60 − 610681284 M 58 − 416779271 M 56 + 473875934 M 54 + 196379242 M 52 − 323866534 M 50 − 14375323 M 48 + 162828366 M 46 − 67316809 M 44 − 33324515 M 42 + 54854951 M 40 − 22614262 M 38 − 16623468 M 36 + 24651507 M 34 − 6091262 M 32 − 9283571 M 30 + 9408425 M 28 − 2883325 M 26 − 1455536 M 24 + 2272846 M 22 − 1531987 M 20 + 715965 M 18 − 252926 M 16 + 68980 M 14 − 14579 M 12 + 2376 M 10 − 290 M 8 + 24 M 6 − M 4 ) + L 16 ( 4 M 134 − 92 M 132 + 1004 M 130 − 6838 M 128 + 32230 M 126 − 110086 M 124 + 276216 M 122 − 499146 M 120 + 592084 M 118 − 275950 M 116 − 463721 M 114 + 972505 M 112 − 185853 M 110 − 2020399 M 108 + 3360083 M 106 + 108787 M 104 − 8653007 M 102 + 11057494 M 100 + 8673235 M 98 − 34985746 M 96 + 10765193 M 94 + 63715899 M 92 − 59090887 M 90 − 79963028 M 88 + 131175022 M 86 + 63935980 M 84 − 196452363 M 82 − 17736962 M 80 + 216267649 M 78 − 20992605 M 76 − 190072885 M 74 + 21080218 M 72 + 155178764 M 70 + 6655740 M 68 − 142588084 M 66 − 22109627 M 64 + 148382473 M 62 − 7227036 M 60 − 130623839 M 58 + 56914241 M 56 + 68794768 M 54 − 71742650 M 52 − 2571271 M 50 + 43578021 M 48 − 27266587 M 46 − 6494285 M 44 + 21408637 M 42 − 12810790 M 40 − 1910878 M 38 + 8089651 M 36 − 5605779 M 34 + 1237672 M 32 + 1028679 M 30 − 1265928 M 28 + 765807 M 26 − 317282 M 24 + 94713 M 22 − 20077 M 20 + 2870 M 18 − 249 M 16 + 10 M 14 ) {\displaystyle L^{25}M^{68}+M^{66}+L\left(10M^{72}-29M^{70}+5M^{68}+86M^{66}-77M^{64}-2M^{62}+66M^{60}-58M^{58}+27M^{56}-9M^{54}+2M^{52}\right)+L^{2}\left(45M^{78}-256M^{76}+394M^{74}+502M^{72}-2076M^{70}+1417M^{68}+2116M^{66}-3611M^{64}+1271M^{62}+1996M^{60}-2621M^{58}+997M^{56}+486M^{54}-817M^{52}+587M^{50}-358M^{48}+207M^{46}-98M^{44}+34M^{42}-8M^{40}+M^{38}\right)+L^{24}\left(2M^{82}-9M^{80}+27M^{78}-58M^{76}+66M^{74}-2M^{72}-77M^{70}+86M^{68}+5M^{66}-29M^{64}+10M^{62}\right)+L^{3}\left(120M^{84}-1005M^{82}+2891M^{80}-1369M^{78}-10107M^{76}+20334M^{74}-763M^{72}-38152M^{70}+36490M^{68}+15568M^{66}-46239M^{64}+24432M^{62}+12552M^{60}-24671M^{58}+13196M^{56}+1279M^{54}-6157M^{52}+4165M^{50}-2240M^{48}+1573M^{46}-52M^{44}-1963M^{42}+2701M^{40}-2024M^{38}+1007M^{36}-350M^{34}+84M^{32}-13M^{30}+M^{28}\right)+L^{4}\left(210M^{90}-2304M^{88}+9665M^{86}-16032M^{84}-9739M^{82}+79522M^{80}-93685M^{78}-64954M^{76}+242371M^{74}-123497M^{72}-183955M^{70}+219485M^{68}+17426M^{66}-80086M^{64}-52105M^{62}+39775M^{60}+145934M^{58}-180664M^{56}-20994M^{54}+186105M^{52}-133283M^{50}-18389M^{48}+96762M^{46}-72149M^{44}+9653M^{42}+29312M^{40}-27946M^{38}+6650M^{36}+9253M^{34}-12035M^{32}+7792M^{30}-3370M^{28}+1029M^{26}-219M^{24}+30M^{22}-2M^{20}\right)+L^{23}\left(M^{96}-8M^{94}+34M^{92}-98M^{90}+207M^{88}-358M^{86}+587M^{84}-817M^{82}+486M^{80}+997M^{78}-2621M^{76}+1996M^{74}+1271M^{72}-3611M^{70}+2116M^{68}+1417M^{66}-2076M^{64}+502M^{62}+394M^{60}-256M^{58}+45M^{56}\right)+L^{5}\left(252M^{96}-3402M^{94}+18737M^{92}-50609M^{90}+47462M^{88}+100721M^{86}-341713M^{84}+268871M^{82}+354369M^{80}-831673M^{78}+329811M^{76}+513808M^{74}-528835M^{72}+194782M^{70}-330281M^{68}+112596M^{66}+798528M^{64}-889685M^{62}-203246M^{60}+962100M^{58}-488273M^{56}-430264M^{54}+711139M^{52}-179421M^{50}-445650M^{48}+478388M^{46}-41462M^{44}-276038M^{42}+235483M^{40}-49940M^{38}-60807M^{36}+70502M^{34}-34816M^{32}-4337M^{30}+26784M^{28}-28971M^{26}+19695M^{24}-9571M^{22}+3427M^{20}-898M^{18}+165M^{16}-19M^{14}+M^{12}\right)+L^{6}\left(210M^{102}-3360M^{100}+22969M^{98}-85044M^{96}+167841M^{94}-85040M^{92}-397000M^{90}+982099M^{88}-674970M^{86}-853690M^{84}+2077500M^{82}-1435534M^{80}-358214M^{78}+1866833M^{76}-2691492M^{74}+1564631M^{72}+2528393M^{70}-5043985M^{68}+563550M^{66}+5716687M^{64}-3855676M^{62}-3568854M^{60}+5337940M^{58}+170309M^{56}-3835040M^{54}+1651893M^{52}+1231677M^{50}-1169320M^{48}+96492M^{46}+182221M^{44}-223015M^{42}+318438M^{40}-60218M^{38}-331312M^{36}+339833M^{34}-39764M^{32}-165532M^{30}+135986M^{28}-9904M^{26}-71213M^{24}+80496M^{22}-54668M^{20}+27515M^{18}-10866M^{16}+3391M^{14}-818M^{12}+145M^{10}-17M^{8}+M^{6}\right)+L^{22}\left(M^{106}-13M^{104}+84M^{102}-350M^{100}+1007M^{98}-2024M^{96}+2701M^{94}-1963M^{92}-52M^{90}+1573M^{88}-2240M^{86}+4165M^{84}-6157M^{82}+1279M^{80}+13196M^{78}-24671M^{76}+12552M^{74}+24432M^{72}-46239M^{70}+15568M^{68}+36490M^{66}-38152M^{64}-763M^{62}+20334M^{60}-10107M^{58}-1369M^{56}+2891M^{54}-1005M^{52}+120M^{50}\right)+L^{7}\left(120M^{108}-2226M^{106}+18289M^{104}-86205M^{102}+247993M^{100}-401535M^{98}+139970M^{96}+905735M^{94}-2141807M^{92}+1887959M^{90}+893030M^{88}-4760867M^{86}+5949552M^{84}-787005M^{82}-8699837M^{80}+11028521M^{78}+2103428M^{76}-16017575M^{74}+7926492M^{72}+12723554M^{70}-13649474M^{68}-4542023M^{66}+10407887M^{64}-524168M^{62}-2176339M^{60}-1542299M^{58}-2062367M^{56}+5293553M^{54}+1611688M^{52}-6593207M^{50}+234933M^{48}+6009552M^{46}-2369541M^{44}-3702895M^{42}+3264186M^{40}+943887M^{38}-2356470M^{36}+492215M^{34}+1102051M^{32}-863520M^{30}-49419M^{28}+422085M^{26}-221386M^{24}-69777M^{22}+189464M^{20}-163896M^{18}+95659M^{16}-42765M^{14}+15225M^{12}-4339M^{10}+971M^{8}-162M^{6}+18M^{4}-M^{2}\right)+L^{21}\left(-2M^{114}+30M^{112}-219M^{110}+1029M^{108}-3370M^{106}+7792M^{104}-12035M^{102}+9253M^{100}+6650M^{98}-27946M^{96}+29312M^{94}+9653M^{92}-72149M^{90}+96762M^{88}-18389M^{86}-133283M^{84}+186105M^{82}-20994M^{80}-180664M^{78}+145934M^{76}+39775M^{74}-52105M^{72}-80086M^{70}+17426M^{68}+219485M^{66}-183955M^{64}-123497M^{62}+242371M^{60}-64954M^{58}-93685M^{56}+79522M^{54}-9739M^{52}-16032M^{50}+9665M^{48}-2304M^{46}+210M^{44}\right)+L^{8}\left(45M^{114}-960M^{112}+9331M^{110}-53954M^{108}+202981M^{106}-505433M^{104}+772801M^{102}-388927M^{100}-1320629M^{98}+3924402M^{96}-4725367M^{94}-163511M^{92}+10001075M^{90}-13627650M^{88}-411222M^{86}+20125475M^{84}-16597646M^{82}-9291826M^{80}+22031352M^{78}-11031788M^{76}-2803571M^{74}+19248719M^{72}-32305508M^{70}+930631M^{68}+52870537M^{66}-33632415M^{64}-45736943M^{62}+51387982M^{60}+27704843M^{58}-50448665M^{56}-12910154M^{54}+40570147M^{52}+4377101M^{50}-29726229M^{48}+355531M^{46}+21195475M^{44}-4900848M^{42}-12531707M^{40}+7312046M^{38}+4061504M^{36}-5368310M^{34}+469188M^{32}+2201533M^{30}-1406722M^{28}-88789M^{26}+634136M^{24}-358519M^{22}-89315M^{20}+324589M^{18}-317361M^{16}+201460M^{14}-93576M^{12}+32815M^{10}-8702M^{8}+1715M^{6}-241M^{4}+22M^{2}-1\right)+L^{9}\left(10M^{120}-249M^{118}+2870M^{116}-20077M^{114}+94713M^{112}-317282M^{110}+765807M^{108}-1265928M^{106}+1028679M^{104}+1237672M^{102}-5605779M^{100}+8089651M^{98}-1910878M^{96}-12810790M^{94}+21408637M^{92}-6494285M^{90}-27266587M^{88}+43578021M^{86}-2571271M^{84}-71742650M^{82}+68794768M^{80}+56914241M^{78}-130623839M^{76}-7227036M^{74}+148382473M^{72}-22109627M^{70}-142588084M^{68}+6655740M^{66}+155178764M^{64}+21080218M^{62}-190072885M^{60}-20992605M^{58}+216267649M^{56}-17736962M^{54}-196452363M^{52}+63935980M^{50}+131175022M^{48}-79963028M^{46}-59090887M^{44}+63715899M^{42}+10765193M^{40}-34985746M^{38}+8673235M^{36}+11057494M^{34}-8653007M^{32}+108787M^{30}+3360083M^{28}-2020399M^{26}-185853M^{24}+972505M^{22}-463721M^{20}-275950M^{18}+592084M^{16}-499146M^{14}+276216M^{12}-110086M^{10}+32230M^{8}-6838M^{6}+1004M^{4}-92M^{2}+4\right)+L^{20}\left(M^{122}-19M^{120}+165M^{118}-898M^{116}+3427M^{114}-9571M^{112}+19695M^{110}-28971M^{108}+26784M^{106}-4337M^{104}-34816M^{102}+70502M^{100}-60807M^{98}-49940M^{96}+235483M^{94}-276038M^{92}-41462M^{90}+478388M^{88}-445650M^{86}-179421M^{84}+711139M^{82}-430264M^{80}-488273M^{78}+962100M^{76}-203246M^{74}-889685M^{72}+798528M^{70}+112596M^{68}-330281M^{66}+194782M^{64}-528835M^{62}+513808M^{60}+329811M^{58}-831673M^{56}+354369M^{54}+268871M^{52}-341713M^{50}+100721M^{48}+47462M^{46}-50609M^{44}+18737M^{42}-3402M^{40}+252M^{38}\right)+L^{10}\left(M^{126}-32M^{124}+457M^{122}-3934M^{120}+23303M^{118}-102215M^{116}+343610M^{114}-882297M^{112}+1640893M^{110}-1823821M^{108}-200894M^{106}+5329470M^{104}-10398822M^{102}+6723703M^{100}+12077538M^{98}-31053146M^{96}+12330582M^{94}+46420165M^{92}-59361071M^{90}-32019011M^{88}+96992210M^{86}-4744421M^{84}-73471222M^{82}-13235303M^{80}+2326637M^{78}+156887359M^{76}+32075705M^{74}-396303073M^{72}+30409033M^{70}+623910768M^{68}-174120763M^{66}-730579638M^{64}+318902175M^{62}+678162796M^{60}-383422218M^{58}-523569663M^{56}+359440141M^{54}+342084718M^{52}-284620658M^{50}-180797948M^{48}+193029336M^{46}+67366552M^{44}-110220399M^{42}-6138609M^{40}+49195938M^{38}-15066873M^{36}-11660810M^{34}+12029075M^{32}-3156115M^{30}-3262956M^{28}+3737837M^{26}-677065M^{24}-1449659M^{22}+1127433M^{20}+163203M^{18}-898655M^{16}+850401M^{14}-490607M^{12}+198157M^{10}-57745M^{8}+12006M^{6}-1701M^{4}+148M^{2}-6\right)+L^{19}\left(M^{128}-17M^{126}+145M^{124}-818M^{122}+3391M^{120}-10866M^{118}+27515M^{116}-54668M^{114}+80496M^{112}-71213M^{110}-9904M^{108}+135986M^{106}-165532M^{104}-39764M^{102}+339833M^{100}-331312M^{98}-60218M^{96}+318438M^{94}-223015M^{92}+182221M^{90}+96492M^{88}-1169320M^{86}+1231677M^{84}+1651893M^{82}-3835040M^{80}+170309M^{78}+5337940M^{76}-3568854M^{74}-3855676M^{72}+5716687M^{70}+563550M^{68}-5043985M^{66}+2528393M^{64}+1564631M^{62}-2691492M^{60}+1866833M^{58}-358214M^{56}-1435534M^{54}+2077500M^{52}-853690M^{50}-674970M^{48}+982099M^{46}-397000M^{44}-85040M^{42}+167841M^{40}-85044M^{38}+22969M^{36}-3360M^{34}+210M^{32}\right)+L^{11}\left(-M^{130}+24M^{128}-290M^{126}+2376M^{124}-14579M^{122}+68980M^{120}-252926M^{118}+715965M^{116}-1531987M^{114}+2272846M^{112}-1455536M^{110}-2883325M^{108}+9408425M^{106}-9283571M^{104}-6091262M^{102}+24651507M^{100}-16623468M^{98}-22614262M^{96}+54854951M^{94}-33324515M^{92}-67316809M^{90}+162828366M^{88}-14375323M^{86}-323866534M^{84}+196379242M^{82}+473875934M^{80}-416779271M^{78}-610681284M^{76}+595861564M^{74}+753954669M^{72}-680812419M^{70}-912909908M^{68}+687319877M^{66}+1035908758M^{64}-662781437M^{62}-1032465920M^{60}+613514555M^{58}+875036369M^{56}-532503008M^{54}-615072738M^{52}+421434101M^{50}+341625108M^{48}-290271754M^{46}-135129519M^{44}+167019207M^{42}+21497704M^{40}-75575221M^{38}+20482654M^{36}+19131406M^{34}-20142993M^{32}+4496853M^{30}+7235450M^{28}-6268546M^{26}-411370M^{24}+3260942M^{22}-1560786M^{20}-697937M^{18}+1445493M^{16}-1095282M^{14}+544189M^{12}-195669M^{10}+51761M^{8}-9885M^{6}+1296M^{4}-105M^{2}+4\right)+L^{12}\left(-2M^{132}+50M^{130}-595M^{128}+4539M^{126}-25196M^{124}+108519M^{122}-369937M^{120}+978410M^{118}-1884374M^{116}+2225640M^{114}-275500M^{112}-4529240M^{110}+8228039M^{108}-2784172M^{106}-13674665M^{104}+21282492M^{102}+9551086M^{100}-52970061M^{98}+17633171M^{96}+78518815M^{94}-48013010M^{92}-84422468M^{90}+14269283M^{88}+109192318M^{86}+138345840M^{84}-206587054M^{82}-422981108M^{80}+406911615M^{78}+783806083M^{76}-675118371M^{74}-1103597939M^{72}+894677578M^{70}+1289492072M^{68}-958110712M^{66}-1312620486M^{64}+852983904M^{62}+1183517910M^{60}-643903412M^{58}-959109759M^{56}+431346706M^{54}+700433987M^{52}-281069592M^{50}-447917252M^{48}+189263689M^{46}+240174070M^{44}-129771077M^{42}-97928897M^{40}+84512807M^{38}+16043170M^{36}-41655326M^{34}+13249592M^{32}+10644329M^{30}-11694261M^{28}+1080826M^{26}+5359690M^{24}-3792517M^{22}-93610M^{20}+1895659M^{18}-1665985M^{16}+889053M^{14}-344571M^{12}+101573M^{10}-22716M^{8}+3734M^{6}-425M^{4}+30M^{2}-1\right)+L^{18}\left(-M^{132}+18M^{130}-162M^{128}+971M^{126}-4339M^{124}+15225M^{122}-42765M^{120}+95659M^{118}-163896M^{116}+189464M^{114}-69777M^{112}-221386M^{110}+422085M^{108}-49419M^{106}-863520M^{104}+1102051M^{102}+492215M^{100}-2356470M^{98}+943887M^{96}+3264186M^{94}-3702895M^{92}-2369541M^{90}+6009552M^{88}+234933M^{86}-6593207M^{84}+1611688M^{82}+5293553M^{80}-2062367M^{78}-1542299M^{76}-2176339M^{74}-524168M^{72}+10407887M^{70}-4542023M^{68}-13649474M^{66}+12723554M^{64}+7926492M^{62}-16017575M^{60}+2103428M^{58}+11028521M^{56}-8699837M^{54}-787005M^{52}+5949552M^{50}-4760867M^{48}+893030M^{46}+1887959M^{44}-2141807M^{42}+905735M^{40}+139970M^{38}-401535M^{36}+247993M^{34}-86205M^{32}+18289M^{30}-2226M^{28}+120M^{26}\right)+L^{15}\left(-6M^{134}+148M^{132}-1701M^{130}+12006M^{128}-57745M^{126}+198157M^{124}-490607M^{122}+850401M^{120}-898655M^{118}+163203M^{116}+1127433M^{114}-1449659M^{112}-677065M^{110}+3737837M^{108}-3262956M^{106}-3156115M^{104}+12029075M^{102}-11660810M^{100}-15066873M^{98}+49195938M^{96}-6138609M^{94}-110220399M^{92}+67366552M^{90}+193029336M^{88}-180797948M^{86}-284620658M^{84}+342084718M^{82}+359440141M^{80}-523569663M^{78}-383422218M^{76}+678162796M^{74}+318902175M^{72}-730579638M^{70}-174120763M^{68}+623910768M^{66}+30409033M^{64}-396303073M^{62}+32075705M^{60}+156887359M^{58}+2326637M^{56}-13235303M^{54}-73471222M^{52}-4744421M^{50}+96992210M^{48}-32019011M^{46}-59361071M^{44}+46420165M^{42}+12330582M^{40}-31053146M^{38}+12077538M^{36}+6723703M^{34}-10398822M^{32}+5329470M^{30}-200894M^{28}-1823821M^{26}+1640893M^{24}-882297M^{22}+343610M^{20}-102215M^{18}+23303M^{16}-3934M^{14}+457M^{12}-32M^{10}+M^{8}\right)+L^{17}\left(-M^{134}+22M^{132}-241M^{130}+1715M^{128}-8702M^{126}+32815M^{124}-93576M^{122}+201460M^{120}-317361M^{118}+324589M^{116}-89315M^{114}-358519M^{112}+634136M^{110}-88789M^{108}-1406722M^{106}+2201533M^{104}+469188M^{102}-5368310M^{100}+4061504M^{98}+7312046M^{96}-12531707M^{94}-4900848M^{92}+21195475M^{90}+355531M^{88}-29726229M^{86}+4377101M^{84}+40570147M^{82}-12910154M^{80}-50448665M^{78}+27704843M^{76}+51387982M^{74}-45736943M^{72}-33632415M^{70}+52870537M^{68}+930631M^{66}-32305508M^{64}+19248719M^{62}-2803571M^{60}-11031788M^{58}+22031352M^{56}-9291826M^{54}-16597646M^{52}+20125475M^{50}-411222M^{48}-13627650M^{46}+10001075M^{44}-163511M^{42}-4725367M^{40}+3924402M^{38}-1320629M^{36}-388927M^{34}+772801M^{32}-505433M^{30}+202981M^{28}-53954M^{26}+9331M^{24}-960M^{22}+45M^{20}\right)+L^{13}\left(-M^{134}+30M^{132}-425M^{130}+3734M^{128}-22716M^{126}+101573M^{124}-344571M^{122}+889053M^{120}-1665985M^{118}+1895659M^{116}-93610M^{114}-3792517M^{112}+5359690M^{110}+1080826M^{108}-11694261M^{106}+10644329M^{104}+13249592M^{102}-41655326M^{100}+16043170M^{98}+84512807M^{96}-97928897M^{94}-129771077M^{92}+240174070M^{90}+189263689M^{88}-447917252M^{86}-281069592M^{84}+700433987M^{82}+431346706M^{80}-959109759M^{78}-643903412M^{76}+1183517910M^{74}+852983904M^{72}-1312620486M^{70}-958110712M^{68}+1289492072M^{66}+894677578M^{64}-1103597939M^{62}-675118371M^{60}+783806083M^{58}+406911615M^{56}-422981108M^{54}-206587054M^{52}+138345840M^{50}+109192318M^{48}+14269283M^{46}-84422468M^{44}-48013010M^{42}+78518815M^{40}+17633171M^{38}-52970061M^{36}+9551086M^{34}+21282492M^{32}-13674665M^{30}-2784172M^{28}+8228039M^{26}-4529240M^{24}-275500M^{22}+2225640M^{20}-1884374M^{18}+978410M^{16}-369937M^{14}+108519M^{12}-25196M^{10}+4539M^{8}-595M^{6}+50M^{4}-2M^{2}\right)+L^{14}\left(4M^{134}-105M^{132}+1296M^{130}-9885M^{128}+51761M^{126}-195669M^{124}+544189M^{122}-1095282M^{120}+1445493M^{118}-697937M^{116}-1560786M^{114}+3260942M^{112}-411370M^{110}-6268546M^{108}+7235450M^{106}+4496853M^{104}-20142993M^{102}+19131406M^{100}+20482654M^{98}-75575221M^{96}+21497704M^{94}+167019207M^{92}-135129519M^{90}-290271754M^{88}+341625108M^{86}+421434101M^{84}-615072738M^{82}-532503008M^{80}+875036369M^{78}+613514555M^{76}-1032465920M^{74}-662781437M^{72}+1035908758M^{70}+687319877M^{68}-912909908M^{66}-680812419M^{64}+753954669M^{62}+595861564M^{60}-610681284M^{58}-416779271M^{56}+473875934M^{54}+196379242M^{52}-323866534M^{50}-14375323M^{48}+162828366M^{46}-67316809M^{44}-33324515M^{42}+54854951M^{40}-22614262M^{38}-16623468M^{36}+24651507M^{34}-6091262M^{32}-9283571M^{30}+9408425M^{28}-2883325M^{26}-1455536M^{24}+2272846M^{22}-1531987M^{20}+715965M^{18}-252926M^{16}+68980M^{14}-14579M^{12}+2376M^{10}-290M^{8}+24M^{6}-M^{4}\right)+L^{16}\left(4M^{134}-92M^{132}+1004M^{130}-6838M^{128}+32230M^{126}-110086M^{124}+276216M^{122}-499146M^{120}+592084M^{118}-275950M^{116}-463721M^{114}+972505M^{112}-185853M^{110}-2020399M^{108}+3360083M^{106}+108787M^{104}-8653007M^{102}+11057494M^{100}+8673235M^{98}-34985746M^{96}+10765193M^{94}+63715899M^{92}-59090887M^{90}-79963028M^{88}+131175022M^{86}+63935980M^{84}-196452363M^{82}-17736962M^{80}+216267649M^{78}-20992605M^{76}-190072885M^{74}+21080218M^{72}+155178764M^{70}+6655740M^{68}-142588084M^{66}-22109627M^{64}+148382473M^{62}-7227036M^{60}-130623839M^{58}+56914241M^{56}+68794768M^{54}-71742650M^{52}-2571271M^{50}+43578021M^{48}-27266587M^{46}-6494285M^{44}+21408637M^{42}-12810790M^{40}-1910878M^{38}+8089651M^{36}-5605779M^{34}+1237672M^{32}+1028679M^{30}-1265928M^{28}+765807M^{26}-317282M^{24}+94713M^{22}-20077M^{20}+2870M^{18}-249M^{16}+10M^{14}\right)}
