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Project deep sieving - Factors proven composite by other methods

A factor of a double Mersenne number MMp has form 2*k*Mp+1. We are testing the small k.
All k < 10,000 have been tested up to 20G except for MM34 ad MM35 where k < 500,000.

On this page we insert the K values of factors Q = 2 * k * Mp + 1 proven composite after being tested with pfgw,
and for this reason not suitable of being proper factors of MMp.

100,000,000,000149,966,614,771164,331,338,833276,988,150,163314,740,194,617400,000,000,000411,773,061,611480,498,109,451500,000,000,000800,000,000,000809,802,472,277814,113,011,773815,899,699,093824,891,758,7591,000,000,000,0001,500,000,000,0001,539,930,278,8872,000,000,000,0003,000,000,000,0004,000,000,000,0006,000,000,000,0006,000,000,000,0136,000,001,786,2479,000,000,000,0009,000,000,031,3819,000,001,368,97312,000,000,000,00013,000,000,000,00013,000,001,368,97320,000,000,000,00024,000,000,000,00024,000,000,000,01332,000,000,000,00050,000,000,000,00065,000,000,000,00075,000,000,000,000100,000,000,000,000125,000,000,000,000150,000,000,000,000230,000,000,000,000280,000,000,000,000300,000,000,000,000330,000,000,000,000352,000,000,000,000400,000,000,000,000425,000,000,000,000450,000,000,000,000500,000,000,000,000576,173,064,771,347598,471,970,474,023750,000,000,000,0001,000,000,000,000,0002,500,000,000,000,0005,000,000,000,000,000

MM( 34 )MM( 35 )MM( 36 )MM( 37 )MM( 38 )MM( 39 )MM( 40 )MM( 41 )MM( 42 )MM( 43 )MM( 44 )MM( 45 )MM( 46 )MM( 47 )MM( 48 )
1257787139826929762213021377697259313466917 209960112403658325964951304024573258265737156667 426438014311260957885161
85840589848454160243318545
294496442412524965688914044345201248
48681446089168300681689627648624233545
53931531049620433312517711330577873273593
92140164105153209348152257116324808766841469
9329624524516823347720930515635316810051316
11335624824946526448530533217335623313881404
21245326426452132456440436930941330814931424
2285212963415934535694733893204293241448
348545381345720473608485429389513332
5695494654407495246454884444565281232
5725605015488405406805335374686001272
5736085096098606299005735524766081368
6656845366539296441008593608525761
8097136686699486601365617672533849
81272068188810537286691425573
8497287569411124804672608
88875378010641125821768629
89390995611691160876824644
10059681064117311698961409701
100810611068118511859441040
102910891133124812089601056
109711131173129312369841373
110012481260134912481013
112512691265135313011029
116412931316142813761064
129313201320144514761089
1313132813411101
1328138813491104
1388142513761188
1457148114331196
14451224
14931233
1269
1349
1356
1416
1481

 

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