There are exactly 1 terms of the form 2^1 * p * q; 1 418 = 2^1 * 11 * 19 There are exactly 4 terms of the form 2^2 * p * q; 1 3596 = 2^2 * 29 * 31 2 3956 = 2^2 * 23 * 43 3 5396 = 2^2 * 19 * 71 4 8636 = 2^2 * 17 * 127 There are exactly 2 terms of the form 2^3 * p * q; 1 41656 = 2^3 * 41 * 127 2 56536 = 2^3 * 37 * 191 There are exactly 1 terms of the form 2^4 * p * q; 1 393104 = 2^4 * 79 * 311 There are exactly 4 terms of the form 2^5 * p * q; 1 2072608 = 2^5 * 239 * 271 2 2316448 = 2^5 * 191 * 379 3 6543008 = 2^5 * 139 * 1471 4 17434528 = 2^5 * 131 * 4159 There are exactly 0 terms of the form 2^6 * p * q; There are exactly 3 terms of the form 2^7 * p * q; 1 135394432 = 2^7 * 919 * 1151 2 217023616 = 2^7 * 631 * 2687 3 1490909824 = 2^7 * 523 * 22271 There are exactly 4 terms of the form 2^8 * p * q; 1 1264918784 = 2^8 * 1471 * 3359 2 2710540544 = 2^8 * 1151 * 9199 3 17669583104 = 2^8 * 1039 * 66431 4 34797058304 = 2^8 * 1031 * 131839 There are exactly 2 terms of the form 2^9 * p * q; 1 11444858368 = 2^9 * 2729 * 8191 2 37698861568 = 2^9 * 2179 * 33791 There are exactly 6 terms of the form 2^10 * p * q; 1 70572901376 = 2^10 * 7039 * 9791 2 132968907776 = 2^10 * 4831 * 26879 3 226965472256 = 2^10 * 4463 * 49663 4 233356030976 = 2^10 * 4451 * 51199 5 1133317784576 = 2^10 * 4159 * 266111 6 2231890052096 = 2^10 * 4127 * 528127 There are exactly 14 terms of the form 2^11 * p * q; 1 552070776832 = 2^11 * 15359 * 17551 2 596357220352 = 2^11 * 12799 * 22751 3 601188468736 = 2^11 * 12671 * 23167 4 668825946112 = 2^11 * 11519 * 28351 5 1271121577984 = 2^11 * 9343 * 66431 6 1463297902592 = 2^11 * 9151 * 78079 7 1730828281856 = 2^11 * 8971 * 94207 8 2044121319424 = 2^11 * 8831 * 113023 9 2345302685696 = 2^11 * 8737 * 131071 10 4675541272576 = 2^11 * 8447 * 270271 11 12000250628096 = 2^11 * 8287 * 707071 12 15907791161344 = 2^11 * 8263 * 940031 13 27072839727104 = 2^11 * 8233 * 1605631 14 28412672395264 = 2^11 * 8231 * 1685503 There are exactly 0 terms of the form 2^12 * p * q; There are exactly 3 terms of the form 2^13 * p * q; 1 112232123342848 = 2^13 * 35839 * 382271 2 299315189260288 = 2^13 * 33791 * 1081279 3 24034593367564288 = 2^13 * 32779 * 89505791 There are exactly 7 terms of the form 2^14 * p * q; 1 281537252704256 = 2^14 * 129023 * 133183 2 487692537184256 = 2^14 * 79423 * 374783 3 643359104024576 = 2^14 * 74897 * 524287 4 712453336088576 = 2^14 * 73727 * 589807 5 2798976739721216 = 2^14 * 67271 * 2539519 6 5288430646870016 = 2^14 * 66431 * 4858879 7 2305878192512024576 = 2^14 * 65537 * 2147483647 There are exactly 4 terms of the form 2^15 * p * q; 1 2279914454941696 = 2^15 * 235927 * 294911 2 3002365391896576 = 2^15 * 174761 * 524287 3 8375457334460416 = 2^15 * 141311 * 1808767 4 14712719129214976 = 2^15 * 136511 * 3289087 There are exactly 0 terms of the form 2^16 * p * q; There are exactly 10 terms of the form 2^17 * p * q; 1 144114775759126528 = 2^17 * 1047551 * 1049599 2 223070555153235968 = 2^17 * 657439 * 2588671 3 227325657036750848 = 2^17 * 653311 * 2654719 4 567832763575697408 = 2^17 * 562591 * 7700479 5 587995019593515008 = 2^17 * 561079 * 7995391 6 924761044954513408 = 2^17 * 546479 * 12910591 7 1388092986772553728 = 2^17 * 538651 * 19660799 8 16469148502270803968 = 2^17 * 525439 * 239132671 9 20784135172371120128 = 2^17 * 525199 * 301924351 10 295218278048838320128 = 2^17 * 524351 * 4295475199 There are exactly 0 terms of the form 2^18 * p * q; There are exactly 19 terms of the form 2^19 * p * q; 1 9625311514865434624 = 2^19 * 3482623 * 5271551 2 10518712664937988096 = 2^19 * 3104767 * 6461951 3 14403065491340394496 = 2^19 * 2621951 * 10477567 4 16948372123293319168 = 2^19 * 2503871 * 12910591 5 26324650970285867008 = 2^19 * 2322431 * 21619711 6 26474905759644123136 = 2^19 * 2320847 * 21757951 7 31615445623737155584 = 2^19 * 2277551 * 26476543 8 39110927165369614336 = 2^19 * 2237951 * 33333247 9 68106182853940215808 = 2^19 * 2173411 * 59768831 10 81467261463705419776 = 2^19 * 2160127 * 71933951 11 103048219112480702464 = 2^19 * 2146303 * 91575551 12 152077512686151663616 = 2^19 * 2129951 * 136183807 13 152365672556153798656 = 2^19 * 2129887 * 136445951 14 240982973362020548608 = 2^19 * 2117611 * 217055231 15 817067211282056740864 = 2^19 * 2103103 * 741015551 16 2935338563045028265984 = 2^19 * 2098801 * 2667577343 17 3904368174797769146368 = 2^19 * 2098391 * 3548905471 18 13003795856583909965824 = 2^19 * 2097523 * 11824791551 19 14747588752417608957952 = 2^19 * 2097479 * 13410762751 There are exactly 6 terms of the form 2^20 * p * q; 1 77186885339640233984 = 2^20 * 6933439 * 10616831 2 136799049069655752704 = 2^20 * 4997119 * 26107391 3 152032471177304735744 = 2^20 * 4884479 * 29683711 4 1397014292215154868224 = 2^20 * 4251199 * 313393151 5 302268133327364412145664 = 2^20 * 4194559 * 68723638271 6 4835736713235476595605504 = 2^20 * 4194319 * 1099515297791 There are exactly 0 terms of the form 2^21 * p * q; There are exactly 2 terms of the form 2^22 * p * q; 1 16333609541204449427456 = 2^22 * 18205063 * 213909503 2 21324432485635636330496 = 2^22 * 17825791 * 285212639 There are exactly 33 terms of the form 2^23 * p * q; 1 38564646156080714350592 = 2^23 * 58726399 * 78282751 2 38914846052668273590272 = 2^23 * 57316351 * 80936959 3 40143896368747636588544 = 2^23 * 54001663 * 88618111 4 43649318070238025089024 = 2^23 * 49101823 * 105971711 5 54907307996833478868992 = 2^23 * 43059199 * 152010751 6 77348059724090762592256 = 2^23 * 39124991 * 235670527 7 96808797681126832340992 = 2^23 * 37683199 * 306250751 8 168279840773582903836672 = 2^23 * 35684351 * 562165759 9 234224643028777021997056 = 2^23 * 35028991 * 797104127 10 249492300174113713946624 = 2^23 * 34931023 * 851443711 11 272089466415367686455296 = 2^23 * 34807807 * 931848191 12 300187732149713086971904 = 2^23 * 34682311 * 1031798783 13 447154538834672331259904 = 2^23 * 34294783 * 1554317311 14 587952479315292414017536 = 2^23 * 34111487 * 2054715391 15 721468446192645443682304 = 2^23 * 34005583 * 2529165311 16 875107027030145232797696 = 2^23 * 33924607 * 3075080191 17 2106218124372432350347264 = 2^23 * 33706261 * 7449083903 18 2579627449168820275511296 = 2^23 * 33678191 * 9130999807 19 2966395749482072744394752 = 2^23 * 33661951 * 10505093119 20 3646576848905457543151616 = 2^23 * 33641791 * 12921602047 21 4440123671663158119890944 = 2^23 * 33626111 * 15740862463 22 4715301785986871049846784 = 2^23 * 33621911 * 16718495743 23 4931367657465235200016384 = 2^23 * 33618943 * 17486118911 24 6280761479920965455446016 = 2^23 * 33605041 * 22280142847 25 16947987774768001488781312 = 2^23 * 33573151 * 60177776639 26 24292225073172530421825536 = 2^23 * 33567487 * 86269755391 27 44831196563266890643800064 = 2^23 * 33561503 * 159238848511 28 63502989772744929862221824 = 2^23 * 33559423 * 225574387711 29 126987087972999718246547456 = 2^23 * 33556927 * 451115220991 30 194205545391610849598111744 = 2^23 * 33556063 * 689923162111 31 221946496115252545005289472 = 2^23 * 33555859 * 788478820351 32 412665532549284364908756992 = 2^23 * 33555199 * 1466048970751 33 1035681052043940239597633536 = 2^23 * 33554737 * 3679444795391 There are exactly 1 terms of the form 2^24 * p * q; 1 868697371372056366546944 = 2^24 * 74255231 * 697303039 There are exactly 1 terms of the form 2^25 * p * q; 1 20570627948879476506492928 = 2^25 * 138412031 * 4429184959 There are exactly 3 terms of the form 2^26 * p * q; 1 20897146176016829860806656 = 2^26 * 421827143 * 738197503 2 21746506759945905017716736 = 2^26 * 402915839 * 804257791 3 98187961027658586590806016 = 2^26 * 283144247 * 5167382527 There are exactly 10 terms of the form 2^27 * p * q; 1 206323339304435960403460096 = 2^27 * 715827881 * 2147483647 2 219287809445964281622298624 = 2^27 * 696090623 * 2347139071 3 339355194534390943178555392 = 2^27 * 617955839 * 4091543551 4 501634735552956288269811712 = 2^27 * 586238351 * 6375342079 5 2058830882591519668871102464 = 2^27 * 547356671 * 28024661503 6 2321667654829231941452038144 = 2^27 * 546127871 * 31673483263 7 4991050236838325829033263104 = 2^27 * 541097983 * 68723638271 8 39693908063772973635318317056 = 2^27 * 537395167 * 550326239231 9 208268911300320243645430104064 = 2^27 * 536970671 * 2889774792703 10 534374228294865960512996245504 = 2^27 * 536909783 * 7415395254271 There are exactly 3 terms of the form 2^28 * p * q; 1 2959190672927632557766344704 = 2^28 * 1218314239 * 9048440831 2 20042197931888090537435070464 = 2^28 * 1090854911 * 68444487679 3 37398382285711934323051986944 = 2^28 * 1082777599 * 128668925951 There are exactly 13 terms of the form 2^29 * p * q; 1 11556472537720348461265584128 = 2^29 * 3116367871 * 6907274239 2 12388712891483234683781644288 = 2^29 * 2966372351 * 7779123199 3 14451477987988767384763629568 = 2^29 * 2751444991 * 9783214079 4 27612347386215538808909201408 = 2^29 * 2384986111 * 21564907519 5 40141777356395639694476443648 = 2^29 * 2299330559 * 32518111231 6 51769660341750912142014414848 = 2^29 * 2261368831 * 42641653759 7 824450536353458309691351236608 = 2^29 * 2153971711 * 712942878719 8 1126530900741740529608680275968 = 2^29 * 2152224229 * 974957576191 9 6765755858619384635682946285568 = 2^29 * 2148270079 * 5866209492991 10 21595245289178502047200610091008 = 2^29 * 2147729911 * 18728741765119 11 47332018539537691096914033901568 = 2^29 * 2147595991 * 41051834286079 12 550182101575932531525330097143808 = 2^29 * 2147493311 * 477204756561919 13 3956040647976005075837139254509568 = 2^29 * 2147484991 * 3431316146094079 There are exactly 0 terms of the form 2^30 * p * q; There are exactly 11 terms of the form 2^31 * p * q; 1 1140885540028317718242427666432 = 2^31 * 10307921509 * 51539607551 2 1191711169114872283301322686464 = 2^31 * 10200571903 * 54402220031 3 3691617590249354014558856937472 = 2^31 * 8994160639 * 191128829951 4 4379522467882446719161533988864 = 2^31 * 8925484031 * 228488904703 5 5730115026973734517286272761856 = 2^31 * 8841596671 * 301788561407 6 16544140191668590860032039452672 = 2^31 * 8673821951 * 888185815039 7 25671301844778351266207465734144 = 2^31 * 8643620863 * 1383000440831 8 692623196480616374490737416339456 = 2^31 * 8591900671 * 37538586820607 9 865686546625955605898136955912192 = 2^31 * 8591507479 * 46920370225151 10 3461795339748888652853611010719744 = 2^31 * 8590327813 * 187655711096831 11 3909811022956779210469772992970752 = 2^31 * 8590282751 * 211942689996799 There are exactly 0 terms of the form 2^32 * p * q; There are exactly 1 terms of the form 2^33 * p * q; 1 664629209835060514571008922424967168 = 2^33 * 34360262659 * 2251816993554431 There are exactly 9 terms of the form 2^34 * p * q; 1 377712750096002877780668476030976 = 2^34 * 99935510527 * 219999633407 2 816446838538753803488572762750976 = 2^34 * 77377048607 * 614180323327 3 842057357144910881839876633788416 = 2^34 * 77040975871 * 636209349119 4 2740680560652692660944490259808256 = 2^34 * 70883869703 * 2250562863103 5 5523277618693796778547087174270976 = 2^34 * 69759664127 * 4608638455807 6 149934471756302919756044414543200256 = 2^34 * 68756701183 * 126930680807423 7 1339856622087864309209716493612220416 = 2^34 * 68723638271 * 1134833979883519 8 2658618253206479436657376098019966976 = 2^34 * 68721573887 * 2251868533096447 9 1405037032065044329174936634117907808256 = 2^34 * 68719480703 * 1190112589569327103 There are exactly 130 terms of the form 2^35 * p * q; 1 2597278281638676670119541836087296 = 2^35 * 269261914111 * 280733155327 2 2602183077445542115018562110226432 = 2^35 * 262248857599 * 288784842751 3 2628671638307981273044717156696064 = 2^35 * 247363272703 * 309279598591 4 2629209881097089460472676819664896 = 2^35 * 247161946111 * 309594902527 5 2633363846927320671407989468430336 = 2^35 * 245672542207 * 311963942911 6 2655509820517450437998095206711296 = 2^35 * 239125594111 * 323200483327 7 2664397301544425339401415145029632 = 2^35 * 236954058751 * 327254015999 8 2678674219814384189704539316682752 = 2^35 * 233834493439 * 333396836351 9 2713011593743070783948556213420032 = 2^35 * 227633610751 * 346868940799 10 2839624021440079962241729587838976 = 2^35 * 212619235711 * 388694540287 11 2840605686735024282988636654272512 = 2^35 * 212530626559 * 388991025151 12 2849006347841553750679959438884864 = 2^35 * 211784302591 * 391516258303 13 2892787760812490462126443449024512 = 2^35 * 208205250559 * 404366385151 14 3003872646755028022443071781208064 = 2^35 * 200872558591 * 435222216703 15 3108854913845821564750018056814592 = 2^35 * 195489431551 * 462836203519 16 3146373797453341624066669398720512 = 2^35 * 193824165151 * 472446402559 17 3461953905245539415649116972122112 = 2^35 * 183240753151 * 549856501759 18 3628619900442760029089344050429952 = 2^35 * 179258212351 * 589131939839 19 3736531477303645693051318405431296 = 2^35 * 177060994111 * 614180323327 20 3834344335247320626372520133525504 = 2^35 * 175275425791 * 636678569983 21 4117489191937589549326568418967552 = 2^35 * 170959831039 * 700952420351 22 4296839120777235881299847847870464 = 2^35 * 168727150591 * 741163925503 23 4591164316875350685526602538811392 = 2^35 * 165669765119 * 806547095551 24 4806016160960748436269821887250432 = 2^35 * 163803545599 * 853909962751 25 4836375479855214664350241969405952 = 2^35 * 163560292351 * 860582051839 26 5259349996771887393504088096243712 = 2^35 * 160597041151 * 953113640959 27 5544914612786311320626107214987264 = 2^35 * 158958447103 * 1015222894591 28 5654797756346463145721222945308672 = 2^35 * 158389501951 * 1039060500479 29 5682055261730017511513981569728512 = 2^35 * 158253105151 * 1044968898559 30 5775228334498026183328160007847936 = 2^35 * 157800279911 * 1065151889407 31 5834774972615386552363926551527424 = 2^35 * 157521281023 * 1078040379391 32 6187505367368409863179752351727616 = 2^35 * 156016320511 * 1154238906367 33 6492906059991591052411037487726592 = 2^35 * 154887191551 * 1220039147519 34 8472619775638070153404867479076864 = 2^35 * 149975662591 * 1644171362303 35 11424080517019659825537012293697536 = 2^35 * 146284740607 * 2272858406911 36 12410308662951654780005215555813376 = 2^35 * 145493983711 * 2482491097087 37 16326069140103540639061628338307072 = 2^35 * 143385853951 * 3313793761279 38 16902067320870850986042148756914176 = 2^35 * 143165554687 * 3435986419711 39 17872015005594576627338346795892736 = 2^35 * 142829355007 * 3641717030911 40 18098362592998452142781951570345984 = 2^35 * 142756511743 * 3689720840191 41 19534252416776467918927878019874816 = 2^35 * 142336704511 * 3994202144767 42 23179561741267868900455531902140416 = 2^35 * 141519187967 * 4766943936511 43 23786324840377826510938709700902912 = 2^35 * 141408911359 * 4895541297151 44 24277443894465909702307624666529792 = 2^35 * 141323927551 * 4999624785919 45 26186316146820939766385276547497984 = 2^35 * 141025535743 * 5404142600191 46 27282120273800882642935763494240256 = 2^35 * 140874088447 * 5636339597311 47 28154051947548272053394923033985024 = 2^35 * 140762427391 * 5821089972223 48 30109010358622693992945137590730752 = 2^35 * 140536676351 * 6235294269439 49 37664615063458386945721086777491456 = 2^35 * 139892621311 * 7835899854847 50 45905470799802677455802206869520384 = 2^35 * 139439112191 * 9581422444543 51 51404034513178310609394377125003264 = 2^35 * 139219539103 * 10746008174591 52 51862788296346690090290117431263232 = 2^35 * 139203379199 * 10843169226751 53 56182344997447378140355123925221376 = 2^35 * 139064473087 * 11758009843711 54 57555231190326972836020853179154432 = 2^35 * 139024793599 * 12048769482751 55 57887737484386623278906517185626112 = 2^35 * 139015473151 * 12119189749759 56 59732888186454185158134246928285696 = 2^35 * 138965680127 * 12509965402111 57 63597187163567636069381296101523456 = 2^35 * 138870958847 * 13328357261311 58 63898419703616092973226055027392512 = 2^35 * 138864066559 * 13392152625151 59 72373835831069828276827873643331584 = 2^35 * 138694098943 * 15187061768191 60 73171643427113905637716662369124352 = 2^35 * 138680164351 * 15356018032639 61 73483935481688093737452611877994496 = 2^35 * 138674793727 * 15422153818111 62 76303248313241589889923429712265216 = 2^35 * 138628333567 * 16019212992511 63 81977161875456488793004554787487744 = 2^35 * 138544676863 * 17220794580991 64 84359613381607239246802822275006464 = 2^35 * 138512957503 * 17725330030591 65 103525539486798020395599660534726656 = 2^35 * 138311581747 * 21784074125311 66 104019903387000873236684028470362112 = 2^35 * 138307381759 * 21888763953151 67 133443339406256773938925333016215552 = 2^35 * 138114007039 * 28119612260351 68 137899027279063280917138346117955584 = 2^35 * 138091986943 * 29063162888191 69 154673866900935474355361517651623936 = 2^35 * 138020561407 * 32615444774911 70 165649002379708509416331190533619712 = 2^35 * 137981721151 * 34939558952959 71 215178053060372881821598695821410304 = 2^35 * 137856027583 * 45427869089791 72 219856592350936525206694532873191424 = 2^35 * 137847099391 * 46418597249023 73 238661085570232892625644408100880384 = 2^35 * 137814764543 * 50400635912191 74 307969481043104275001046479713337344 = 2^35 * 137729829563 * 65077344468991 75 351094785111711467380581908082589696 = 2^35 * 137693968127 * 74209518682111 76 409495077898495906534380053614034944 = 2^35 * 137657483263 * 86576298196991 77 532860257578350669443070560464535552 = 2^35 * 137606766601 * 112699941847039 78 570828875524436971925416603404992512 = 2^35 * 137595579059 * 120740120625151 79 621526916257715579861503650134228992 = 2^35 * 137582776319 * 131475861143551 80 626891924685887869268781306096910336 = 2^35 * 137581542911 * 132611947102207 81 668963938025678043854994714681933824 = 2^35 * 137572557823 * 141521051451391 82 680285315016161504494141144192516096 = 2^35 * 137570330111 * 143918448508927 83 702008826047698536672498134036774912 = 2^35 * 137566257151 * 148518584975359 84 755728210796731292979666644690272256 = 2^35 * 137557192447 * 159894116237311 85 950743464446048526185596933900337152 = 2^35 * 137532906239 * 201190226788351 86 1050945259926456336333272842420355072 = 2^35 * 137523937279 * 222408791293951 87 1138133841289455635435626751529582592 = 2^35 * 137517419519 * 240871698071551 88 1169148686016814004332109586363318272 = 2^35 * 137515335679 * 247439348989951 89 1621690557579693652278110658416869376 = 2^35 * 137494003711 * 343268839129087 90 1658685808018805667640398706362023936 = 2^35 * 137492774911 * 351102889361407 91 2401284086853770974677899981914898432 = 2^35 * 137476121599 * 508354208202751 92 2588535716387029047404482200277614592 = 2^35 * 137473431551 * 548006285803519 93 3108899734093348873708147525290033152 = 2^35 * 137467658239 * 658197658468351 94 4540014658460746666099019176808022016 = 2^35 * 137458607261 * 961248040583167 95 4654732242188700849050062398980882432 = 2^35 * 137458122751 * 985540434329599 96 5134370378735131859374456724114112512 = 2^35 * 137456331559 * 1087107762225151 97 5246656331844572864905362299202568192 = 2^35 * 137455959551 * 1110885238046719 98 5902015203780541438005884482595323904 = 2^35 * 137454070783 * 1249662879137791 99 6295396336530461077375724580579049472 = 2^35 * 137453125951 * 1332964575150079 100 6545189810001166537268338701434355712 = 2^35 * 137452584959 * 1385860401201151 101 7092245299258899169289484623524397056 = 2^35 * 137451533311 * 1501703908098047 102 10247391496868433432667741566997102592 = 2^35 * 137447659519 * 2169832107671551 103 12935958618405545135146872499142131712 = 2^35 * 137445849901 * 2739158342696959 104 20694223668450792746119470654282530816 = 2^35 * 137443264267 * 4382034873024511 105 21788561077585350590902141254300073984 = 2^35 * 137443047743 * 4613769833480191 106 22244611057123725868025491121380524032 = 2^35 * 137442963799 * 4710342173130751 107 25025025175515836206982003747335438336 = 2^35 * 137442518207 * 5299117764902911 108 28043237870295401040690187534541520896 = 2^35 * 137442134527 * 5938249163866111 109 44059985451493118998216510516018282496 = 2^35 * 137440978111 * 9329927392329727 110 45996631049671531847758874778999455744 = 2^35 * 137440892863 * 9740028049620991 111 49951003317658844377609416365672759296 = 2^35 * 137440739327 * 10577398948954111 112 66600905060554065429082818007210655744 = 2^35 * 137440292863 * 14103152785620991 113 84683116581524787771833042272042090496 = 2^35 * 137440006861 * 17932210015305727 114 98100719170692019718648213498079739904 = 2^35 * 137439862783 * 20773497882017791 115 117950973848896456629525628353702264832 = 2^35 * 137439709751 * 24976952813158399 116 121783436555414180855979519119533801472 = 2^35 * 137439685951 * 25788508358574079 117 122880572938065643669606921650135105536 = 2^35 * 137439679411 * 26020836024516607 118 400380931426742444508102625255349026816 = 2^35 * 137439176267 * 84783822654144511 119 465764564533845970413034971397351276544 = 2^35 * 137439144991 * 98629345517502463 120 478352760924598573144523674973238198272 = 2^35 * 137439139951 * 101294999789895679 121 535948070438467207538834677777024679936 = 2^35 * 137439119911 * 113491280981393407 122 680732225976049713057445934720998178816 = 2^35 * 137439084511 * 144150518476832767 123 1244462525643964124708227674047367872512 = 2^35 * 137439025151 * 263525052773826559 124 2152582880897175301098624969320679079936 = 2^35 * 137438994911 * 455827018018193407 125 14749171402600595894638632673189499502592 = 2^35 * 137438959519 * 3123258393259671551 126 81837598355115853931189345530962358829056 = 2^35 * 137438954561 * 17329785395424002047 127 141592034301527203691815876915759312535552 = 2^35 * 137438954101 * 29983279393317847039 128 165190706468769367617120818715308553404416 = 2^35 * 137438954011 * 34980492602630995967 129 371679087932138304265692719843566080229376 = 2^35 * 137438953711 * 78706108184121049087 130 929197717883234436361932930458161529225216 = 2^35 * 137438953567 * 196765270254144192511 There are at least 0 terms of the form 2^36 * p * q; There are at least 2 terms of the form 2^37 * p * q; 1 2722336820449260186216342749692819406848 = 2^37 * 549764202511 * 36029278055301119 2 2722347205042974819130494654346594091008 = 2^37 * 549764202479 * 36029415494254591 There are at least 6 terms of the form 2^38 * p * q; 1 11308822557858621984716107403447238656 = 2^38 * 1133871366143 * 36283883716543 2 1103351877832447681621588773170950701056 = 2^38 * 1099842977791 * 3649585285693439 3 35286653855212492137822493416980171718656 = 2^38 * 1099521982463 * 116752644281729023 4 282323041699866307355011946486257109958656 = 2^38 * 1099512921953 * 934127486772445183 5 2787934138333125589205368424896485241389056 = 2^38 * 1099511758831 * 9224499173712199679 6 2312502591371758355876236553527926805973958656 = 2^38 * 1099511627933 * 7651429239152867016703 There are at least 10 terms of the form 2^39 * p * q; 1 1916168931233391588073054809774679392256 = 2^39 * 2202082633151 * 1582815707660287 2 6763119533097970781399058336035658268672 = 2^39 * 2199888330751 * 5592121469829119 3 46465158586752496484020319460466704252928 = 2^39 * 2199149084791 * 38432879193096191 4 50887587735515043589781418147349836857344 = 2^39 * 2199138148351 * 42091026856280063 5 76739063923656452768661326358310096470016 = 2^39 * 2199099441151 * 63474866803703807 6 135417811528122767504181965681883168636928 = 2^39 * 2199066427391 * 112012789224046591 7 157968778133737678412129895130827876990976 = 2^39 * 2199060264151 * 130666511600713727 8 4355623767337124180290149281364405152382976 = 2^39 * 2199024597727 * 3602885336893489151 9 4884703302638393467255413908762912477937664 = 2^39 * 2199024452351 * 4040529670993608703 10 95149851497179575393652545384783541518204928 = 2^39 * 2199023316991 * 78706110246779092991 There are at least 1 terms of the form 2^40 * p * q; 1 365375409375011795168047479390926245808952049664 = 2^40 * 4398046511359 * 75557863730278010191871 There are at least 3 terms of the form 2^41 * p * q; 1 66902543976911977158945017120217176408588288 = 2^41 * 8796115391839 * 3458771660646121471 2 234855175141947750009885281734521576969207808 = 2^41 * 8796099394559 * 12141719181099794431 3 409827150307470653538823721830065545452453888 = 2^41 * 8796096673939 * 21187558280917942271 There are at least 1 terms of the form 2^42 * p * q; 1 2858188129658231516158949575853422680479891456 = 2^42 * 17592194422193 * 36941198155971559423 There are at least 7 terms of the form 2^43 * p * q; 1 5890204699323969111782367994306943519675121664 = 2^43 * 35184437133311 * 19032242672006856703 2 8857740569090638365916699617480658931213664256 = 2^43 * 35184415341941 * 28620868213148745727 3 21221639714861725683632530757008018521104318464 = 2^43 * 35184390142303 * 68570780982482829311 4 68474476235737790974917806059232232616625176576 = 2^43 * 35184377683967 * 221252930428618145791 5 112950345960505724136179717725672417110305800192 = 2^43 * 35184375480799 * 364962216220664266751 6 131306840812994719766201844585176781460231684096 = 2^43 * 35184375006607 * 424275250034761531391 7 985421237277463430982700153792809207763434471424 = 2^43 * 35184372477623 * 3184067709635775168511 There are at least 1 terms of the form 2^44 * p * q; 1 112570900496043827013967989599826643733681537024 = 2^44 * 70368798632159 * 90933978877260726271 There are at least 0 terms of the form 2^45 * p * q; There are at least 1 terms of the form 2^46 * p * q; 1 47890485663208889000062232641883088765569337871302656 = 2^46 * 281474976743423 * 2417851639510716146253823 There are at least 24 terms of the form 2^47 * p * q; 1 43363040813251845033641563419739215769305092194304 = 2^47 * 562950532450321 * 547317959114709008383 2 53658896656305006182723915787995582893178079936512 = 2^47 * 562950421348351 * 677269929680835706879 3 58387544564232553996068129769606227795656208023552 = 2^47 * 562950383452159 * 736953857186780413951 4 74940321073264671347328754859224421217627489173504 = 2^47 * 562950288467071 * 945879269360254582783 5 162000775194881100470928083908073708811260216213504 = 2^47 * 562950108410821 * 2044736687717727862783 6 186064677242058644859717785080299360330063875670016 = 2^47 * 562950088365887 * 2348465832551128236031 7 250715436571386865327337803026010131906982693568512 = 2^47 * 562950053568379 * 3164473136995318628351 8 280676928189412916695581862061488061711225980977152 = 2^47 * 562950042877951 * 3542640327388414607359 9 423926933149287199407775779684011235918344370520064 = 2^47 * 562950012649471 * 5350709584757421768703 10 640593885166057976621852570469261646616859661828096 = 2^47 * 562949992616831 * 8085430991148283854847 11 669902098053257308341308327909200521747536319348736 = 2^47 * 562949990902027 * 8455352644725985247231 12 736776791542349211223052151519952806737100371132416 = 2^47 * 562949987500031 * 9299429944600914034687 13 1841941845051396166886197378538959533729290829955072 = 2^47 * 562949967052799 * 23248574017077354954751 14 2504077770356381411389250114935812201035098784530432 = 2^47 * 562949963448319 * 31605904343724460081151 15 5275478408898885335645764020025959467921083262304256 = 2^47 * 562949958180767 * 66585898206936204050431 16 51678701065514046767526340298765901845678109497491456 = 2^47 * 562949953907167 * 652276909888050856722431 17 85138641248418574794239785107836024922434532146151424 = 2^47 * 562949953716223 * 1074600729109283179855871 18 502972895552876643676121446432660669498617482901979136 = 2^47 * 562949953471231 * 6348410458436672398819327 19 1221226018646916465760340917435986125621537822237261824 = 2^47 * 562949953441871 * 15414039400225217680769023 20 2331761417394792621477735938724596559183762297676890112 = 2^47 * 562949953432079 * 29430966759204872731492351 21 3081542334594184479429029693983597280170377574143229952 = 2^47 * 562949953429459 * 38894532408154533713149951 22 5448873034279000995306632768846296213666106444697567232 = 2^47 * 562949953425919 * 68774446627528276445233151 23 6538647641116960598209001023581472792405642980236460032 = 2^47 * 562949953425151 * 82529335952921341743595519 24 17364043528129721134924227409874049144087151471310667776 = 2^47 * 562949953422757 * 219165041533796853462597631 There are exactly 0 terms of the form 2^48 * p * q; given by Kevin Broughan, Okt 16 2019; There are at least 0 terms of the form 2^49 * p * q; There are at least 0 terms of the form 2^50 * p * q; There are at least 1 terms of the form 2^51 * p * q; 1 58840646438571665495833926841411512375284054651803009024 = 2^51 * 9007199282706431 * 2901067841825372817588223