Math.Gmp.Native/docs/fti/FTI_108.json

1 line
8.3 KiB
JSON
Raw Normal View History

2017-11-05 15:50:00 +01:00
{"lower":[4849665,13697026,16056322,16646145,20709378,22806530,22872066,35389442,38993921,39714817,41156610],"likely":[14024705,36831233,37617665],"limb":[1900546,3014657,4849679,5046276,6094849,7405569,7602178,8519681,11337730,11599873,11796482,11862017,13107201,14155778,15007745,16646162,18219010,18743297,19922946,19988482,20119553,20447236,20840451,22478849,22937601,23330818,23396353,23986177,26804225,27131905,28180481,28835841,29163522,29425665,29753347,29818881,30146561,30736385,32243714,32309251,34406401,35717127,36503553,36896770,38993922,40304641,41222145,41353218],"logical":[3932161,4194305,4849672,5767169,15728641,16646152,20905985,30015489,31916033,37158913,38141953,38535169],"logic":[4063233,5308417,9764865,10092545,11534337,12320769,12713985,18087937,21168129,24117249,38731777,40894465],"lot":[22872065],"locale":[8716289,22872065,41156609],"locate":[20905985],"long":[983044,1900545,2097156,3997699,4849669,5636098,5898244,6356994,7602177,8912897,9568259,10682370,11272194,12189698,12386307,13500420,14024705,16646149,16777218,16908290,17104898,17301508,18219009,18874372,19333124,19595265,19791874,20381699,22151172,22675458,23461890,23527426,23658499,26607618,27590658,28049410,32636932,32899074,32964609,33357828,34144258,34537476,35454980,36569090,36831233,37617665,38993922,40960004,41287684],"location":[1572866,8519681,8912897,14090241,20381697,30736385,38993921],"loads":[20381697],"let":[8126465,10158081,11010049,11665409,17760257,20447236,21561345,24510465,27328513,28573697,28901377,29949953,30343169,31457281,33554433,37748737,37945345],"letters":[13697028,16056321,20709380,22806529,22872065,35389444,41156612],"large":[13697025,21495809,25886722,35979265,39649281],"limbs":[262145,1048579,1441794,1900545,2031619,2228227,3014659,3080194,3538945,3932161,4194305,4390915,4849690,5046275,5177345,5242884,5767169,6094852,6160386,7602177,7667713,7864322,8454149,8519681,8912900,8978434,9240577,11337730,11599879,11730946,11796490,12386306,13107202,13238273,14090244,14155790,14352386,15073281,15728641,16580611,16646170,17367042,17432578,18219009,18415617,18743298,18939905,19070977,19529729,19922948,19988496,20447239,20840451,21299202,21495809,22347779,22478849,22544385,22740995,22937602,23003139,23265285,23330830,23396355,24641538,25100292,26738692,26804225,27131907,27459585,27656193,27787266,27852802,28180481,28508161,28835842,29818882,29884420,30015489,30146562,30736385,31391746,31522817,31916033,32243717,33292290,33685507,33947652,34406402,34734081,34996225,35586051,35717124,35979265,36503555,36569092,36831237,36896770,37158913,37224450,37617666,38141953,38273025,38535170,38993924,39190529,40370178,40632321,41353218],"lucas":[4325382,4849665,16646145,17629187,25755654,33882115],"link":[1],"libraries":[20381698],"like":[4849666,8519681,8716289,9961474,16646146,22872065,30736385,32243713,32768001,34078721,34930690,39780353],"leave":[17367042],"lets":[9502721,11075585,13041665,29687809,41025537],"leading":[7602177,8716289,9961474,15335425,16056321,17367041,22806529,22872065,34930689,38469633],"lnsub1":[4325400,4849665,16646145],"libgmp":[20381701],"loop":[12451841],"linear":[4849666,5439491,16646146,39059459],"list":[393217,720897,851969,1114113,1769473,2818049,3670017,4849670,5570561,6291457,6881281,8454145,12779521,14614529,16646150,18612225,21364737,23592961,24051713,24182785,30408705,30539778,32702465,33226753,36241409,37552129,38207489,38404098,39256065],"library":[7733249,12845057,15597569,20381711,29687809,32505857,41025537],"little":[35717122],"lsb":[23658498,32768002],"language":[196610,262146,327682,655362,720898,786434,917506,1048578,1245186,1376258,1441794,1703938,1900546,2097154,2228226,2359298,2424834,2490370,2686978,2883586,3014658,3145730,3211266,3276802,3342338,3473410,3735554,3866626,3932162,4063234,4194306,4259842,4325378,4587522,4718594,4784130,4915202,5046274,5177346,5308418,5373954,5439490,5701634,5767170,5832706,5963778,6029314,6094850,6160386,6356994,6684674,7208962,7340034,7405570,7536642,7602178,7667714,7733250,7798786,7864322,7929858,7995394,8060930,8192002,8257538,8323074,8388610,8519682,8650