1 - L*M^16 + L*M^18 - 2*L*M^20 + 2*L*M^22 - 3*L*M^24 + 3*L*M^26 - 4*L*M^28 + 4*L*M^30 - 5*L*M^32 + 5*L*M^34 - 6*L*M^36 + 6*L*M^38 - 7*L*M^40 + 7*L*M^42 - 8*L*M^44 + 8*L*M^46 - 9*L*M^48 + 9*L*M^50 - 10*L*M^52 + 10*L*M^54 - 11*L*M^56 + 11*L*M^58 - 12*L*M^60 + 35*L*M^62 - 12*L*M^64 - 24*L^2*M^80 + 33*L^2*M^82 - 41*L^2*M^84 + 34*L^2*M^86 - 29*L^2*M^88 + 9*L^2*M^90 + 6*L^2*M^92 - 36*L^2*M^94 + 58*L^2*M^96 - 95*L^2*M^98 + 121*L^2*M^100 - 162*L^2*M^102 + 189*L^2*M^104 - 231*L^2*M^106 + 256*L^2*M^108 - 296*L^2*M^110 + 316*L^2*M^112 - 351*L^2*M^114 + 363*L^2*M^116 - 390*L^2*M^118 + 391*L^2*M^120 - 407*L^2*M^122 + 647*L^2*M^124 - 386*L^2*M^126 + 66*L^2*M^128 - 11*L^3*M^142 - 195*L^3*M^144 + 352*L^3*M^146 - 269*L^3*M^148 + 15*L^3*M^150 + 272*L^3*M^152 - 580*L^3*M^154 + 782*L^3*M^156 - 923*L^3*M^158 + 877*L^3*M^160 - 746*L^3*M^162 + 395*L^3*M^164 + 17*L^3*M^166 - 644*L^3*M^168 + 1270*L^3*M^170 - 2078*L^3*M^172 + 2795*L^3*M^174 - 3643*L^3*M^176 + 4292*L^3*M^178 - 5013*L^3*M^180 + 5419*L^3*M^182 - 5840*L^3*M^184 + 7603*L^3*M^186 - 5852*L^3*M^188 + 1936*L^3*M^190 - 220*L^3*M^192 + 12*L^4*M^204 - 216*L^4*M^206 - 293*L^4*M^208 + 1227*L^4*M^210 - 234*L^4*M^212 - 2009*L^4*M^214 + 3663*L^4*M^216 - 3830*L^4*M^218 + 2326*L^4*M^220 + 442*L^4*M^222 - 3978*L^4*M^224 + 7315*L^4*M^226 - 9982*L^4*M^228 + 10927*L^4*M^230 - 10174*L^4*M^232 + 6826*L^4*M^234 - 1672*L^4*M^236 - 5990*L^4*M^238 + 14501*L^4*M^240 - 24493*L^4*M^242 + 33462*L^4*M^244 - 42225*L^4*M^246 + 56408*L^4*M^248 - 52604*L^4*M^250 + 25577*L^4*M^252 - 5830*L^4*M^254 + 495*L^4*M^256 + 12*L^5*M^266 + 186*L^5*M^268 - 1428*L^5*M^270 + 3665*L^5*M^272 - 1990*L^5*M^274 + 2294*L^5*M^276 - 5495*L^5*M^278 + 3192*L^5*M^280 + 8256*L^5*M^282 - 22390*L^5*M^284 + 32109*L^5*M^286 - 30872*L^5*M^288 + 16991*L^5*M^290 + 7842*L^5*M^292 - 38162*L^5*M^294 + 65944*L^5*M^296 - 83790*L^5*M^298 + 83066*L^5*M^300 - 61294*L^5*M^302 + 14390*L^5*M^304 + 50169*L^5*M^306 - 129962*L^5*M^308 + 239816*L^5*M^310 - 289739*L^5*M^312 + 193090*L^5*M^314 - 67670*L^5*M^316 + 11715*L^5*M^318 - 792*L^5*M^320 + 11*L^6*M^328 + 318*L^6*M^330 + 643*L^6*M^332 - 2098*L^6*M^334 + 12697*L^6*M^336 - 15027*L^6*M^338 - 7156*L^6*M^340 + 35028*L^6*M^342 - 56078*L^6*M^344 + 65084*L^6*M^346 - 37037*L^6*M^348 - 33672*L^6*M^350 + 127724*L^6*M^352 - 198984*L^6*M^354 + 208359*L^6*M^356 - 129562*L^6*M^358 - 27034*L^6*M^360 + 223452*L^6*M^362 - 396002*L^6*M^364 + 471886*L^6*M^366 - 396566*L^6*M^368 + 134638*L^6*M^370 + 381107*L^6*M^372 - 895578*L^6*M^374 + 868901*L^6*M^376 - 437819*L^6*M^378 + 118824*L^6*M^380 - 16500*L^6*M^382 + 924*L^6*M^384 + 11*L^7*M^390 + 209*L^7*M^392 + 2462*L^7*M^394 - 3399*L^7*M^396 + 12331*L^7*M^398 - 26125*L^7*M^400 + 18093*L^7*M^402 - 43071*L^7*M^404 + 74411*L^7*M^406 - 2889*L^7*M^408 - 174090*L^7*M^410 + 355851*L^7*M^412 - 401363*L^7*M^414 + 208653*L^7*M^416 + 217338*L^7*M^418 - 705123*L^7*M^420 + 1008465*L^7*M^422 - 889601*L^7*M^424 + 285403*L^7*M^426 + 656677*L^7*M^428 - 1554583*L^7*M^430 + 1913975*L^7*M^432 - 1066704*L^7*M^434 - 901123*L^7*M^436 + 2142587*L^7*M^438 - 1653250*L^7*M^440 + 658272*L^7*M^442 - 144384*L^7*M^444 + 16632*L^7*M^446 - 792*L^7*M^448 + 10*L^8*M^452 + 118*L^8*M^454 + 1235*L^8*M^456 + 3097*L^8*M^458 - 21858*L^8*M^460 + 26463*L^8*M^462 - 87465*L^8*M^464 + 71799*L^8*M^466 + 135731*L^8*M^468 - 379149*L^8*M^470 + 506367*L^8*M^472 - 374181*L^8*M^474 - 216636*L^8*M^476 + 1118431*L^8*M^478 - 1766268*L^8*M^480 + 1500413*L^8*M^482 - 78412*L^8*M^484 - 1971795*L^8*M^486 + 3500827*L^8*M^488 - 3266003*L^8*M^490 + 819777*L^8*M^492 + 2956899*L^8*M^494 - 5255344*L^8*M^496 + 3022375*L^8*M^498 + 1593060*L^8*M^500 - 3360975*L^8*M^502 + 2091683*L^8*M^504 - 677088*L^8*M^506 + 123114*L^8*M^508 - 12012*L^8*M^510 + 495*L^8*M^512 + 10*L^9*M^514 + 35*L^9*M^516 - 529*L^9*M^518 + 296*L^9*M^520 - 30295*L^9*M^522 + 11045*L^9*M^524 - 75415*L^9*M^526 + 243458*L^9*M^528 - 245942*L^9*M^530 + 219214*L^9*M^532 - 25100*L^9*M^534 - 841099*L^9*M^536 + 1955168*L^9*M^538 - 2157056*L^9*M^540 + 461895*L^9*M^542 + 2779368*L^9*M^544 - 5585657*L^9*M^546 + 5264024*L^9*M^548 - 693594*L^9*M^550 - 5997123*L^9*M^552 + 9876401*L^9*M^554 - 6311420*L^9*M^556 - 3570247*L^9*M^558 + 9633169*L^9*M^560 - 5079026*L^9*M^562 - 2001258*L^9*M^564 + 3541711*L^9*M^566 - 1795537*L^9*M^568 + 479151*L^9*M^570 - 73104*L^9*M^572 + 6105*L^9*M^574 - 220*L^9*M^576 + 9*L^10*M^576 - 30*L^10*M^578 - 1492*L^10*M^580 - 8045*L^10*M^582 - 12814*L^10*M^584 - 43400*L^10*M^586 + 176472*L^10*M^588 - 43543*L^10*M^590 + 92000*L^10*M^592 + 104998*L^10*M^594 - 1214670*L^10*M^596 + 2055914*L^10*M^598 - 1125563*L^10*M^600 - 1954867*L^10*M^602 + 5827142*L^10*M^604 - 7019870*L^10*M^606 + 2192401*L^10*M^608 + 7377114*L^10*M^610 - 14583374*L^10*M^612 + 11040352*L^10*M^614 + 3885020*L^10*M^616 - 18129089*L^10*M^618 + 14885802*L^10*M^620 + 3298058*L^10*M^622 - 12467390*L^10*M^624 + 5532607*L^10*M^626 + 1812591*L^10*M^628 - 2547584*L^10*M^630 + 1046173*L^10*M^632 - 229517*L^10*M^634 + 29295*L^10*M^636 - 2090*L^10*M^638 + 9*L^11*M^638 + 66*L^10*M^640 - 90*L^11*M^640 - 1851*L^11*M^642 - 9344*L^11*M^644 - 1548*L^11*M^646 + 21453*L^11*M^648 + 252966*L^11*M^650 - 154667*L^11*M^652 + 340945*L^11*M^654 - 1286210*L^11*M^656 + 953714*L^11*M^658 + 1154318*L^11*M^660 - 3845082*L^11*M^662 + 5912837*L^11*M^664 - 3816645*L^11*M^666 - 4745807*L^11*M^668 + 14963710*L^11*M^670 - 15683654*L^11*M^672 + 191816*L^11*M^674 + 21765002*L^11*M^676 - 27059667*L^11*M^678 + 3566123*L^11*M^680 + 24365949*L^11*M^682 - 20683909*L^11*M^684 - 3562772*L^11*M^686 + 11587045*L^11*M^688 - 3882014*L^11*M^690 - 1262517*L^11*M^692 + 1267575*L^11*M^694 - 407948*L^11*M^696 + 71483*L^11*M^698 - 7412*L^11*M^700 + 8*L^12*M^700 + 440*L^11*M^702 - 132*L^12*M^702 - 12*L^11*M^704 - 1760*L^12*M^704 - 4464*L^12*M^706 + 18219*L^12*M^708 + 121220*L^12*M^710 + 121653*L^12*M^712 - 31187*L^12*M^714 - 696844*L^12*M^716 - 530057*L^12*M^718 + 2175784*L^12*M^720 - 2413354*L^12*M^722 + 2273056*L^12*M^724 + 1204050*L^12*M^726 - 9332245*L^12*M^728 + 14605549*L^12*M^730 - 6006767*L^12*M^732 - 16014407*L^12*M^734 + 31727912*L^12*M^736 - 16848542*L^12*M^738 - 22547004*L^12*M^740 + 40825986*L^12*M^742 - 9347956*L^12*M^744 - 26611221*L^12*M^746 + 18504093*L^12*M^748 + 4606079*L^12*M^750 - 7682761*L^12*M^752 + 1588015*L^12*M^754 + 721072*L^12*M^756 - 446085*L^12*M^758 + 104554*L^12*M^760 - 13540*L^12*M^762 + 8*L^13*M^762 + 1037*L^12*M^764 - 172*L^13*M^764 - 46*L^12*M^766 - 1350*L^13*M^766 + L^12*M^768 + 2532*L^13*M^768 + 43381*L^13*M^770 + 130729*L^13*M^772 - 51597*L^13*M^774 - 425599*L^13*M^776 - 1197706*L^13*M^778 + 1521687*L^13*M^780 + 244773*L^13*M^782 - 158372*L^13*M^784 + 2323106*L^13*M^786 - 8074814*L^13*M^788 + 7406004*L^13*M^790 + 6078233*L^13*M^792 - 23584231*L^13*M^794 + 23260585*L^13*M^796 + 7607499*L^13*M^798 - 42782295*L^13*M^800 + 33034633*L^13*M^802 + 21435938*L^13*M^804 - 45408839*L^13*M^806 + 6404538*L^13*M^808 + 24106978*L^13*M^810 - 10224387*L^13*M^812 - 4714709*L^13*M^814 + 3519764*L^13*M^816 - 215787*L^13*M^818 - 328696*L^13*M^820 + 114476*L^13*M^822 - 17673*L^13*M^824 + 7*L^14*M^824 + 1460*L^13*M^826 - 194*L^14*M^826 - 62*L^13*M^828 - 757*L^14*M^828 + L^13*M^830 + 8576*L^14*M^830 + 53059*L^14*M^832 + 44014*L^14*M^834 - 329419*L^14*M^836 - 873867*L^14*M^838 - 115971*L^14*M^840 + 2359897*L^14*M^842 - 67250*L^14*M^844 + 928667*L^14*M^846 - 5390131*L^14*M^848 + 545454*L^14*M^850 + 11900451*L^14*M^852 - 17900630*L^14*M^854 + 4072420*L^14*M^856 + 25824443*L^14*M^858 - 38837388*L^14*M^860 + 3292641*L^14*M^862 + 48197270*L^14*M^864 - 38271657*L^14*M^866 - 24276500*L^14*M^868 + 38324348*L^14*M^870 + 2665397*L^14*M^872 - 16821600*L^14*M^874 + 2437644*L^14*M^876 + 3181017*L^14*M^878 - 1009564*L^14*M^880 - 122780*L^14*M^882 + 105911*L^14*M^884 - 20936*L^14*M^886 + 7*L^15*M^886 + 1999*L^14*M^888 - 217*L^15*M^888 - 97*L^14*M^890 - 46*L^15*M^890 + 2*L^14*M^892 + 12379*L^15*M^892 + 37436*L^15*M^894 - 95565*L^15*M^896 - 573831*L^15*M^898 - 545567*L^15*M^900 + 1662721*L^15*M^902 + 2508687*L^15*M^904 - 663310*L^15*M^906 - 3950679*L^15*M^908 - 3523504*L^15*M^910 + 11065298*L^15*M^912 - 4914929*L^15*M^914 - 11163106*L^15*M^916 + 25021971*L^15*M^918 - 15598409*L^15*M^920 - 23780838*L^15*M^922 + 47601761*L^15*M^924 - 6682584*L^15*M^926 - 50152697*L^15*M^928 + 28679497*L^15*M^930 + 28321043*L^15*M^932 - 22330546*L^15*M^934 - 8731634*L^15*M^936 + 7840635*L^15*M^938 + 950744*L^15*M^940 - 1318554*L^15*M^942 + 109471*L^15*M^944 + 76874*L^15*M^946 - 21499*L^15*M^948 + 6*L^16*M^948 + 2323*L^15*M^950 - 222*L^16*M^950 - 114*L^15*M^952 + 655*L^16*M^952 + 2*L^15*M^954 + 13147*L^16*M^954 + 4742*L^16*M^956 - 222541*L^16*M^958 - 507233*L^16*M^960 + 594265*L^16*M^962 + 3002003*L^16*M^964 + 971873*L^16*M^966 - 4734923*L^16*M^968 - 5511535*L^16*M^970 + 6917564*L^16*M^972 + 6883467*L^16*M^974 - 13423564*L^16*M^976 + 8479016*L^16*M^978 + 7403551*L^16*M^980 - 28301672*L^16*M^982 + 22547903*L^16*M^984 + 23526001*L^16*M^986 - 48446164*L^16*M^988 - 1546589*L^16*M^990 + 46347694*L^16*M^992 - 9594981*L^16*M^994 - 25543373*L^16*M^996 + 6017395*L^16*M^998 + 7613844*L^16*M^1000 - 1723568*L^16*M^1002 - 1033285*L^16*M^1004 + 289040*L^16*M^1006 + 36841*L^16*M^1008 - 20413*L^16*M^1010 + 6*L^17*M^1010 + 2670*L^16*M^1012 - 231*L^17*M^1012 - 147*L^16*M^1014 + 1347*L^17*M^1014 + 3*L^16*M^1016 + 11105*L^17*M^1016 - 33746*L^17*M^1018 - 261908*L^17*M^1020 - 59246*L^17*M^1022 + 1817854*L^17*M^1024 + 2495302*L^17*M^1026 - 3504815*L^17*M^1028 - 7886257*L^17*M^1030 + 2109855*L^17*M^1032 + 13258124*L^17*M^1034 - 5098613*L^17*M^1036 - 8933771*L^17*M^1038 + 12171857*L^17*M^1040 - 10535586*L^17*M^1042 - 4110074*L^17*M^1044 + 29832466*L^17*M^1046 - 22405510*L^17*M^1048 - 27688807*L^17*M^1050 + 39767871*L^17*M^1052 + 15262596*L^17*M^1054 - 32943398*L^17*M^1056 - 6824872*L^17*M^1058 + 14649833*L^17*M^1060 + 2401459*L^17*M^1062 - 3266817*L^17*M^1064 - 320698*L^17*M^1066 + 364943*L^17*M^1068 - 7881*L^17*M^1070 - 16834*L^17*M^1072 + 5*L^18*M^1072 + 2775*L^17*M^1074 - 222*L^18*M^1074 - 162*L^17*M^1076 + 1900*L^18*M^1076 + 3*L^17*M^1078 + 6733*L^18*M^1078 - 64102*L^18*M^1080 - 187773*L^18*M^1082 + 558376*L^18*M^1084 + 2159696*L^18*M^1086 - 611278*L^18*M^1088 - 8050958*L^18*M^1090 - 3344109*L^18*M^1092 + 13617013*L^18*M^1094 + 7516531*L^18*M^1096 - 16778597*L^18*M^1098 - 651958*L^18*M^1100 + 9042403*L^18*M^1102 - 9251427*L^18*M^1104 + 11298981*L^18*M^1106 + 4314761*L^18*M^1108 - 30086226*L^18*M^1110 + 14409492*L^18*M^1112 + 31942270*L^18*M^1114 - 21821609*L^18*M^1116 - 23005523*L^18*M^1118 + 13566208*L^18*M^1120 + 11339606*L^18*M^1122 - 3650363*L^18*M^1124 - 2903351*L^18*M^1126 + 469301*L^18*M^1128 + 318927*L^18*M^1130 - 46796*L^18*M^1132 - 11889*L^18*M^1134 + 5*L^19*M^1134 + 2834*L^18*M^1136 - 220*L^19*M^1136 - 190*L^18*M^1138 + 2381*L^19*M^1138 + 4*L^18*M^1140 + 810*L^19*M^1140 - 78515*L^19*M^1142 - 21308*L^19*M^1144 + 994282*L^19*M^1146 + 1057022*L^19*M^1148 - 4659942*L^19*M^1150 - 7248142*L^19*M^1152 + 8740566*L^19*M^1154 + 16927474*L^19*M^1156 - 11004454*L^19*M^1158 - 19667873*L^19*M^1160 + 14046918*L^19*M^1162 + 6514017*L^19*M^1164 - 8150401*L^19*M^1166 + 7639519*L^19*M^1168 - 10165248*L^19*M^1170 - 8457175*L^19*M^1172 + 27591893*L^19*M^1174 - 719378*L^19*M^1176 - 28891998*L^19*M^1178 + 2188130*L^19*M^1180 + 18556100*L^19*M^1182 + 952518*L^19*M^1184 - 6408852*L^19*M^1186 - 1044106*L^19*M^1188 + 980580*L^19*M^1190 + 170458*L^19*M^1192 - 72133*L^19*M^1194 - 5610*L^19*M^1196 + 4*L^20*M^1196 + 2648*L^19*M^1198 - 200*L^20*M^1198 - 200*L^19*M^1200 + 2648*L^20*M^1200 + 4*L^19*M^1202 - 5610*L^20*M^1202 - 72133*L^20*M^1204 + 170458*L^20*M^1206 + 980580*L^20*M^1208 - 1044106*L^20*M^1210 - 6408852*L^20*M^1212 + 952518*L^20*M^1214 + 18556100*L^20*M^1216 + 2188130*L^20*M^1218 - 28891998*L^20*M^1220 - 719378*L^20*M^1222 + 27591893*L^20*M^1224 - 8457175*L^20*M^1226 - 10165248*L^20*M^1228 + 7639519*L^20*M^1230 - 8150401*L^20*M^1232 + 6514017*L^20*M^1234 + 14046918*L^20*M^1236 - 19667873*L^20*M^1238 - 11004454*L^20*M^1240 + 16927474*L^20*M^1242 + 8740566*L^20*M^1244 - 7248142*L^20*M^1246 - 4659942*L^20*M^1248 + 1057022*L^20*M^1250 + 994282*L^20*M^1252 - 21308*L^20*M^1254 - 78515*L^20*M^1256 + 810*L^20*M^1258 + 4*L^21*M^1258 + 2381*L^20*M^1260 - 190*L^21*M^1260 - 220*L^20*M^1262 + 2834*L^21*M^1262 + 5*L^20*M^1264 - 11889*L^21*M^1264 - 46796*L^21*M^1266 + 318927*L^21*M^1268 + 469301*L^21*M^1270 - 2903351*L^21*M^1272 - 3650363*L^21*M^1274 + 11339606*L^21*M^1276 + 13566208*L^21*M^1278 - 23005523*L^21*M^1280 - 21821609*L^21*M^1282 + 31942270*L^21*M^1284 + 14409492*L^21*M^1286 - 30086226*L^21*M^1288 + 4314761*L^21*M^1290 + 11298981*L^21*M^1292 - 9251427*L^21*M^1294 + 9042403*L^21*M^1296 - 651958*L^21*M^1298 - 16778597*L^21*M^1300 + 7516531*L^21*M^1302 + 13617013*L^21*M^1304 - 3344109*L^21*M^1306 - 8050958*L^21*M^1308 - 611278*L^21*M^1310 + 2159696*L^21*M^1312 + 558376*L^21*M^1314 - 187773*L^21*M^1316 - 64102*L^21*M^1318 + 6733*L^21*M^1320 + 3*L^22*M^1320 + 1900*L^21*M^1322 - 162*L^22*M^1322 - 222*L^21*M^1324 + 2775*L^22*M^1324 + 5*L^21*M^1326 - 16834*L^22*M^1326 - 7881*L^22*M^1328 + 364943*L^22*M^1330 - 320698*L^22*M^1332 - 3266817*L^22*M^1334 + 2401459*L^22*M^1336 + 14649833*L^22*M^1338 - 6824872*L^22*M^1340 - 32943398*L^22*M^1342 + 15262596*L^22*M^1344 + 39767871*L^22*M^1346 - 27688807*L^22*M^1348 - 22405510*L^22*M^1350 + 29832466*L^22*M^1352 - 4110074*L^22*M^1354 - 10535586*L^22*M^1356 + 12171857*L^22*M^1358 - 8933771*L^22*M^1360 - 5098613*L^22*M^1362 + 13258124*L^22*M^1364 + 2109855*L^22*M^1366 - 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