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

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2017-11-05 15:47:01 +01:00
{"lower":[5832705,14024706,14548993,16711682,19005442,22478850,23396354,32440322,38797314,40697857,40894465],"likely":[13172737,36503553,37552129],"limb":[3407873,4521986,5701636,5832719,6488066,6553601,6684673,6881281,9043970,11730946,12386305,12845057,13500417,14155777,14549010,16449538,18087938,18153473,18612226,19529732,21102593,22544387,22937602,23068673,23527425,24051713,24313857,24641538,26411009,27983873,28114945,28180483,28377089,28770305,29491201,29753345,30867458,31784962,33161217,34799617,35913731,37814273,38207490,38993921,39387138,40042503,40697858,41091073],"logical":[2621441,3866625,5832712,5898241,14549000,16384001,22020097,29818881,31195137,36306945,38273025,39976961],"logic":[2424833,5046273,9633793,10682369,11141121,12976129,13303809,17629185,21954561,26804225,37683201,38731777],"lot":[23396353],"locale":[9568257,23396353,38797313],"locate":[22020097],"long":[983044,2555908,4390915,4521985,5570562,5832709,6488065,8192003,8716292,8912898,9961474,10354690,10878978,11993089,12189699,13172737,14548997,15925250,16449537,16515076,17235972,17825794,17956866,18481156,19922948,20316162,20447233,21037058,21168131,22413316,23199746,23330819,23855106,24969218,28901378,29556738,30736388,32702466,33423361,33816580,34406402,35454980,36503553,37158914,37552129,37945348,39059460,39911428,40697858],"location":[1638402,6553601,11403265,11993089,21168129,28770305,40697857],"loads":[21168129],"let":[8847361,10485761,10813441,12582913,17367041,19529732,20840449,25100289,28311553,30408705,30605313,30670849,31522817,32636929,33619969,38010881,38076417],"letters":[14024708,16711681,19005444,22478849,23396353,32440324,38797316],"large":[14024705,20971521,25886722,34078721,39452673],"limbs":[262145,1245186,1769475,2031619,2097155,2621441,3342337,3407875,3538946,3866625,4063235,4521985,4718596,5701635,5832730,5898241,5963777,6225922,6488065,6553601,6881284,7667714,8060933,8126465,9043970,10420226,11403268,11730954,11796482,11993092,12189698,12386311,13500418,14090241,14549018,15007745,15269890,15335427,16252929,16384001,16449537,17039361,17104898,17170434,17563649,18087950,18153474,18612228,18808833,19267585,19529735,20971521,21626882,22544387,22806531,22937616,23068673,23134209,23527426,23724037,23920643,24117251,24313859,24641550,25427970,26214404,26411009,26869762,27394052,27983874,28114947,28246018,28377090,28704769,28770305,29097985,29425665,29491201,29818881,30277636,30474241,31195137,31391747,31653892,31784965,33095682,33161218,34078721,34799618,35323905,35520514,36306945,36503557,36569091,36962306,37158916,37552130,37814275,38207490,38273026,39190529,39387138,39583745,39976961,40042500,40304641,40697860,41156610,41353217],"lucas":[2293766,5832705,14548993,16842755,26738694,31129603],"link":[1],"libraries":[21168130],"like":[5832706,6553601,8323074,9568257,14548994,23396353,28770305,31784961,32243713,34603009,35848193,36044802],"leave":[17170434],"lets":[8257537,8781825,12320769,32178177,38404097],"leading":[6488065,8323074,9568257,14286849,16711681,17170433,22478849,23396353,33226753,36044801],"lnsub1":[2293784,5832705,14548993],"libgmp":[21168133],"loop":[10616833],"linear":[5439491,5832706,14548994,39124995],"list":[327681,655361,786433,1114113,1966081,3145729,4128769,4915201,5832710,7077889,7208961,8060929,13107201,14417921,14548998,17891329,20512769,23789569,24576001,25231361,29622273,31719426,32505857,34471937,35651585,36110337,36175873,39256065,40763394],"library":[7602177,13369345,15073281,21168143,32178177,34013185,38404097],"little":[40042498],"lsb":[23330818,32243714],"language":[196610,262146,524290,655362,720898,851970,1179650,1245186,1310722,1376258,1572866,1769474,2097154,2293762,2424834,2555906,2621442,2686978,2752514,2883586,2949122,3014658,3211266,3276802,3407874,3473410,3604482,3670018,3735554,3866626,3997698,4259842,4521986,4653058,4784130,5046274,5177346,5308418,5439490,5701634,5767170,5898242,5963778,6029314,6094850,6225922,6422530,6488066,6553602,6619138,6684674,6881282,7012354,7274498,7340034,7536642,7602178,7667714,7733250,7798786,7864322,7929858,8126466,8192002,8257538,8323074,8454146,8519682,85