The Proth-Gilbreath Conjecture -display of the G(Pi(x)) function for x E [1.2x10^15,1.3x10^15]- [La conjecture de Proth-Gilbreath -visualisation de la fonction G(Pi(x)) pour x E [1.2x10^15,1.3x10^15]-].
The Proth-Gilbreath Conjecture -display of the G(Pi(x)) function for x E [1.2x10^15,1.3x10^15]- [La conjecture de Proth-Gilbreath -visualisation de la fonction G(Pi(x)) pour x E [1.2x10^15,1.3x10^15]-].
[1197519395806109,1197519470404861] #NP=560794591 G(Pi(x))=532
[1197519470405003,1197538940809949] #NP=560798926 G(Pi(x))=503
[1197538940810131,1197558411214883] #NP=560805742 G(Pi(x))=625
[1197558411214969,1197577881619897] #NP=560806640 G(Pi(x))=545
[1197577881619963,1197597352024907] #NP=560798956 G(Pi(x))=591
[1197597352024933,1197616822429877] #NP=560791433 G(Pi(x))=537
[1197616822429921,1197636292834867] #NP=560805466 G(Pi(x))=536
[1197636292834903,1197655763239753] #NP=560817619 G(Pi(x))=610
[1197655763239939,1197675233644723] #NP=560801694 G(Pi(x))=514
[1197675233644859,1197694704049829] #NP=560813483 G(Pi(x))=505
[1197694704049843,1197714174454817] #NP=560790187 G(Pi(x))=620
[1197714174454843,1197733644859781] #NP=560813314 G(Pi(x))=497
[1197733644859831,1197753115264729] #NP=560823808 G(Pi(x))=533
[1197753115264793,1197772585669769] #NP=560790600 G(Pi(x))=501
[1197772585669783,1197792056074741] #NP=560766987 G(Pi(x))=496
[1197792056074793,1197811526479723] #NP=560781535 G(Pi(x))=631
[1197811526479783,1197830996884699] #NP=560792139 G(Pi(x))=550
[1197830996884733,1197850467289631] #NP=560788149 G(Pi(x))=593
[1197850467289733,1197869937694681] #NP=560811517 G(Pi(x))=501
[1197869937694753,1197889408099669] #NP=560794537 G(Pi(x))=555
[1197889408099757,1197908878504619] #NP=560797009 G(Pi(x))=516
[1197908878504673,1197928348909627] #NP=560794555 G(Pi(x))=601
[1197928348909661,1197947819314583] #NP=560807012 G(Pi(x))=533
[1197947819314633,1197967289719573] #NP=560813262 G(Pi(x))=493
[1197967289719643,1197986760124589] #NP=560772834 G(Pi(x))=486
[1197986760124607,1198006230529489] #NP=560771992 G(Pi(x))=573
[1198006230529601,1198025700934553] #NP=560814879 G(Pi(x))=564
[1198025700934597,1198045171339537] #NP=560800904 G(Pi(x))=569
[1198045171339603,1198064641744489] #NP=560801240 G(Pi(x))=589
[1198064641744541,1198084112149489] #NP=560796401 G(Pi(x))=531
[1198084112149523,1198103582554481] #NP=560797305 G(Pi(x))=590
[1198103582554573,1198123052959457] #NP=560770714 G(Pi(x))=525
[1198123052959531,1198142523364471] #NP=560783221 G(Pi(x))=549
[1198142523364487,1198161993769439] #NP=560793286 G(Pi(x))=534
[1198161993769471,1198181464174403] #NP=560794560 G(Pi(x))=576
[1198181464174481,1198200934579417] #NP=560768026 G(Pi(x))=549
[1198200934579507,1198228193146363] #NP=785122601 G(Pi(x))=566
[1198228193146513,1198255451713349] #NP=785110125 G(Pi(x))=553
[1198255451713381,1198282710280321] #NP=785128778 G(Pi(x))=547
[1198282710280417,1198309968847309] #NP=785100476 G(Pi(x))=504
[1198309968847339,1198337227414307] #NP=785083225 G(Pi(x))=541
[1198337227414331,1198364485981283] #NP=785097068 G(Pi(x))=598
[1198364485981297,1198391744548247] #NP=785094180 G(Pi(x))=545
[1198391744548277,1198419003115241] #NP=785094383 G(Pi(x))=542
[1198419003115421,1198448208722689] #NP=841204077 G(Pi(x))=523
[1198448208722767,1198477414330199] #NP=841183428 G(Pi(x))=577
[1198477414330223,1198506619937663] #NP=841172576 G(Pi(x))=535
[1198506619937689,1198535825545099] #NP=841178850 G(Pi(x))=611
[1198535825545159,1198565031152609] #NP=841191682 G(Pi(x))=621
[1198565031152641,1198594236760073] #NP=841164859 G(Pi(x))=549
[1198594236760159,1198623442367587] #NP=841173828 G(Pi(x))=527
[1198623442367587,1198652647975001] #NP=841176733 G(Pi(x))=625
[1198652647975109,1198681853582527] #NP=841176237 G(Pi(x))=519
[1198681853582557,1198711059190009] #NP=841181585 G(Pi(x))=529
[1198711059190097,1198740264797473] #NP=841160434 G(Pi(x))=545
[1198740264797497,1198769470404967] #NP=841172419 G(Pi(x))=574
[1198769470405097,1198798676012381] #NP=841194377 G(Pi(x))=549
[1198798676012521,1198827881619857] #NP=841172270 G(Pi(x))=511
[1198827881619943,1198857087227347] #NP=841163192 G(Pi(x))=567
[1198857087227407,1198886292834871] #NP=841199502 G(Pi(x))=616
[1198886292834953,1198915498442279] #NP=841141005 G(Pi(x))=556
[1198915498442401,1198944704049797] #NP=841155384 G(Pi(x))=583
[1198944704049839,1198973909657291] #NP=841177334 G(Pi(x))=531
[1198973909657369,1199003115264751] #NP=841159118 G(Pi(x))=575
[1199003115264817,1199034267912739] #NP=897251055 G(Pi(x))=608
[1199034267912787,1199065420560641] #NP=897259226 G(Pi(x))=543
[1199065420560769,1199096573208613] #NP=897240759 G(Pi(x))=503
[1199096573208749,1199127725856649] #NP=897240027 G(Pi(x))=495
[1199127725856689,1199158878504641] #NP=897245693 G(Pi(x))=537
[1199158878504733,1199190031152601] #NP=897240593 G(Pi(x))=527
[1199190031152653,1199221183800599] #NP=897255841 G(Pi(x))=488
[1199221183800637,1199252336448583] #NP=897235577 G(Pi(x))=522
[1199252336448589,1199283489096541] #NP=897271432 G(Pi(x))=564
[1199283489096587,1199314641744449] #NP=897233613 G(Pi(x))=567
[1199314641744539,1199345794392479] #NP=897241964 G(Pi(x))=543
[1199345794392589,1199376947040473] #NP=897238833 G(Pi(x))=579
[1199376947040557,1199408099688431] #NP=897271341 G(Pi(x))=561
[1199408099688493,1199439252336433] #NP=897236655 G(Pi(x))=517
[1199439252336467,1199470404984389] #NP=897255346 G(Pi(x))=565
[1199470404984457,1199501557632383] #NP=897239069 G(Pi(x))=581
[1199501557632397,1199532710280209] #NP=897234008 G(Pi(x))=501
[1199532710280407,1199563862928289] #NP=897205315 G(Pi(x))=545
[1199563862928397,1199595015576193] #NP=897239189 G(Pi(x))=536
[1199595015576317,1199626168224287] #NP=897240036 G(Pi(x))=525
[1199626168224307,1199657320872229] #NP=897214441 G(Pi(x))=579
[1199657320872331,1199688473520217] #NP=897231588 G(Pi(x))=517
[1199688473520253,1199719626168199] #NP=897241126 G(Pi(x))=565
[1199719626168221,1199750778816127] #NP=897234193 G(Pi(x))=698
[1199750778816223,1199781931464079] #NP=897235948 G(Pi(x))=525
[1199781931464223,1199813084112131] #NP=897240091 G(Pi(x))=503
[1199813084112173,1199844236760109] #NP=897213492 G(Pi(x))=497
[1199844236760209,1199875389408067] #NP=897214514 G(Pi(x))=534
[1199875389408121,1199906542056059] #NP=897251556 G(Pi(x))=513
[1199906542056077,1199937694704029] #NP=897241710 G(Pi(x))=501
[1199937694704113,1199968847351999] #NP=897236458 G(Pi(x))=551
[1199968847352047,1199999999999963] #NP=897221328 G(Pi(x))=594
[1200000000000059,1200019470404983] #NP=560764698 G(Pi(x))=579
[1200019470405017,1200038940809911] #NP=560767907 G(Pi(x))=587
[1200038940810019,1200058411214939] #NP=560742154 G(Pi(x))=565
[1200058411214981,1200077881619867] #NP=560760627 G(Pi(x))=603
[1200077881619951,1200097352024891] #NP=560753866 G(Pi(x))=599
[1200097352024929,1200116822429893] #NP=560770024 G(Pi(x))=569
[1200116822429981,1200136292834783] #NP=560756447 G(Pi(x))=553
[1200136292834929,1200155763239857] #NP=560767139 G(Pi(x))=561
[1200155763239891,1200175233644813] #NP=560763995 G(Pi(x))=489
[1200175233644909,1200194704049839] #NP=560759564 G(Pi(x))=543
[1200194704049897,1200214174454819] #NP=560768118 G(Pi(x))=612
[1200214174454851,1200233644859759] #NP=560774956 G(Pi(x))=532
[1200233644859831,1200253115264759] #NP=560786229 G(Pi(x))=585
[1200253115264851,1200272585669747] #NP=560758439 G(Pi(x))=605
[1200272585669851,1200292056074729] #NP=560774833 G(Pi(x))=573
[1200292056074789,1200311526479729] #NP=560734875 G(Pi(x))=535
[1200311526479773,1200330996884713] #NP=560749760 G(Pi(x))=509
[1200330996884729,1200350467289671] #NP=560785638 G(Pi(x))=505
[1200350467289843,1200369937694623] #NP=560758507 G(Pi(x))=601
[1200369937694717,1200389408099659] #NP=560702469 G(Pi(x))=518
[1200389408099711,1200408878504659] #NP=560783306 G(Pi(x))=592
[1200408878504713,1200428348909639] #NP=560765488 G(Pi(x))=541
[1200428348909731,1200447819314617] #NP=560733206 G(Pi(x))=547
[1200447819314633,1200467289719603] #NP=560746084 G(Pi(x))=529
[1200467289719629,1200486760124549] #NP=560770372 G(Pi(x))=527
[1200486760124653,1200506230529581] #NP=560738714 G(Pi(x))=500
[1200506230529621,1200525700934473] #NP=560774039 G(Pi(x))=537
[1200525700934591,1200545171339551] #NP=560756238 G(Pi(x))=541
[1200545171339581,1200564641744491] #NP=560771773 G(Pi(x))=645
[1200564641744537,1200584112149503] #NP=560764969 G(Pi(x))=542
[1200584112149531,1200603582554501] #NP=560752526 G(Pi(x))=544
[1200603582554533,1200623052959453] #NP=560742525 G(Pi(x))=570
[1200623052959497,1200642523364443] #NP=560762456 G(Pi(x))=497
[1200642523364491,1200661993769429] #NP=560762394 G(Pi(x))=590
[1200661993769533,1200681464174393] #NP=560753781 G(Pi(x))=542
[1200681464174471,1200700934579407] #NP=560768997 G(Pi(x))=507
[1200700934579539,1200728193146369] #NP=785083101 G(Pi(x))=533
[1200728193146431,1200755451713371] #NP=785054834 G(Pi(x))=613
[1200755451713387,1200782710280357] #NP=785050920 G(Pi(x))=531
[1200782710280407,1200809968847303] #NP=785048483 G(Pi(x))=684
[1200809968847351,1200837227414261] #NP=785049117 G(Pi(x))=511
[1200837227414399,1200864485981287] #NP=785049340 G(Pi(x))=587
[1200864485981297,1200891744548261] #NP=785060428 G(Pi(x))=609
[1200891744548329,1200919003115179] #NP=785064791 G(Pi(x))=519
[1200919003115281,1200948208722707] #NP=841139163 G(Pi(x))=509
[1200948208722761,1200977414330171] #NP=841121619 G(Pi(x))=508
[1200977414330209,1201006619937667] #NP=841112660 G(Pi(x))=499
[1201006619937737,1201035825545081] #NP=841128636 G(Pi(x))=553
[1201035825545177,1201065031152611] #NP=841135713 G(Pi(x))=537
[1201065031152671,1201094236760087] #NP=841116008 G(Pi(x))=538
[1201094236760153,1201123442367547] #NP=841103813 G(Pi(x))=534
[1201123442367601,1201152647975057] #NP=841144761 G(Pi(x))=541
[1201152647975081,1201181853582523] #NP=841125696 G(Pi(x))=597
[1201181853582577,1201211059190011] #NP=841130285 G(Pi(x))=593
[1201211059190059,1201240264797439] #NP=841107119 G(Pi(x))=557
[1201240264797511,1201269470404961] #NP=841114853 G(Pi(x))=595
[1201269470404979,1201298676012371] #NP=841105781 G(Pi(x))=539
[1201298676012473,1201327881619903] #NP=841104398 G(Pi(x))=517
[1201327881619939,1201357087227389] #NP=841121089 G(Pi(x))=629
[1201357087227439,1201386292834873] #NP=841100279 G(Pi(x))=569
[1201386292834907,1201415498442337] #NP=841120406 G(Pi(x))=571
[1201415498442373,1201444704049819] #NP=841110546 G(Pi(x))=521
[1201444704049901,1201473909657193] #NP=841117876 G(Pi(x))=497
[1201473909657337,1201503115264687] #NP=841121460 G(Pi(x))=511
[1201503115264799,1201534267912711] #NP=897201863 G(Pi(x))=600
[1201534267912777,1201565420560693] #NP=897186492 G(Pi(x))=490
[1201565420560777,1201596573208579] #NP=897179074 G(Pi(x))=528
[1201596573208727,1201627725856681] #NP=897199718 G(Pi(x))=545
[1201627725856693,1201658878504663] #NP=897190920 G(Pi(x))=502
[1201658878504663,1201690031152631] #NP=897209376 G(Pi(x))=529
[1201690031152727,1201721183800607] #NP=897190538 G(Pi(x))=566
[1201721183800637,1201752336448553] #NP=897200221 G(Pi(x))=619
[1201752336448711,1201783489096559] #NP=897199068 G(Pi(x))=561
[1201783489096639,1201814641744391] #NP=897189831 G(Pi(x))=589
[1201814641744571,1201845794392417] #NP=897183064 G(Pi(x))=532
[1201845794392559,1201876947040487] #NP=897190558 G(Pi(x))=631
[1201876947040493,1201908099688399] #NP=897191091 G(Pi(x))=542
[1201908099688529,1201939252336393] #NP=897182653 G(Pi(x))=571
[1201939252336499,1201970404984399] #NP=897160148 G(Pi(x))=541
[1201970404984463,1202001557632373] #NP=897173967 G(Pi(x))=616
[1202001557632397,1202032710280277] #NP=897218662 G(Pi(x))=502
[1202032710280459,1202063862928321] #NP=897181611 G(Pi(x))=555
[1202063862928427,1202095015576291] #NP=897204078 G(Pi(x))=563
[1202095015576327,1202126168224283] #NP=897169736 G(Pi(x))=522
[1202126168224321,1202157320872253] #NP=897184347 G(Pi(x))=579
[1202157320872327,1202188473520213] #NP=897154474 G(Pi(x))=501
[1202188473520241,1202219626168123] #NP=897172558 G(Pi(x))=502
[1202219626168217,1202250778816163] #NP=897199832 G(Pi(x))=563
[1202250778816193,1202281931464147] #NP=897146935 G(Pi(x))=581
[1202281931464217,1202313084112117] #NP=897172588 G(Pi(x))=550
[1202313084112181,1202344236760109] #NP=897186607 G(Pi(x))=584
[1202344236760127,1202375389408009] #NP=897146080 G(Pi(x))=545
[1202375389408091,1202406542056037] #NP=897178035 G(Pi(x))=585
[1202406542056079,1202437694704009] #NP=897204220 G(Pi(x))=530
[1202437694704069,1202468847352013] #NP=897172531 G(Pi(x))=539
[1202468847352013,1202499999999929] #NP=897148922 G(Pi(x))=530
[1202500000000001,1202519470404983] #NP=560725268 G(Pi(x))=582
[1202519470405009,1202538940809953] #NP=560727897 G(Pi(x))=637
[1202538940810019,1202558411214929] #NP=560734050 G(Pi(x))=554
[1202558411214991,1202577881619899] #NP=560732525 G(Pi(x))=586
[1202577881619971,1202597352024869] #NP=560711843 G(Pi(x))=521
[1202597352024923,1202616822429889] #NP=560727684 G(Pi(x))=533
[1202616822429973,1202636292834857] #NP=560718668 G(Pi(x))=496
[1202636292834901,1202655763239863] #NP=560715892 G(Pi(x))=540
[1202655763239881,1202675233644851] #NP=560695835 G(Pi(x))=523
[1202675233644883,1202694704049821] #NP=560732246 G(Pi(x))=589
[1202694704049863,1202714174454809] #NP=560732586 G(Pi(x))=515
[1202714174454851,1202733644859757] #NP=560739074 G(Pi(x))=481
[1202733644859821,1202753115264791] #NP=560720481 G(Pi(x))=517
[1202753115264821,1202772585669763] #NP=560730917 G(Pi(x))=519
[1202772585669833,1202792056074743] #NP=560717950 G(Pi(x))=511
[1202792056074769,1202811526479691] #NP=560723059 G(Pi(x))=510
[1202811526479769,1202830996884683] #NP=560743937 G(Pi(x))=537
[1202830996884767,1202850467289643] #NP=560725420 G(Pi(x))=497
[1202850467289727,1202869937694683] #NP=560745680 G(Pi(x))=505
[1202869937694779,1202889408099653] #NP=560725631 G(Pi(x))=521
[1202889408099737,1202908878504653] #NP=560709705 G(Pi(x))=514
[1202908878504701,1202928348909587] #NP=560708115 G(Pi(x))=527
[1202928348909659,1202947819314623] #NP=560725774 G(Pi(x))=556
[1202947819314767,1202967289719571] #NP=560744395 G(Pi(x))=545
[1202967289719617,1202986760124599] #NP=560717387 G(Pi(x))=545
[1202986760124691,1203006230529583] #NP=560692760 G(Pi(x))=536
[1203006230529629,1203025700934521] #NP=560723646 G(Pi(x))=573
[1203025700934593,1203045171339509] #NP=560725765 G(Pi(x))=557
[1203045171339563,1203064641744503] #NP=560741726 G(Pi(x))=580
[1203064641744547,1203084112149497] #NP=560717970 G(Pi(x))=508
[1203084112149523,1203103582554493] #NP=560736562 G(Pi(x))=554
[1203103582554521,1203123052959473] #NP=560729225 G(Pi(x))=659
[1203123052959493,1203142523364449] #NP=560722682 G(Pi(x))=517
[1203142523364479,1203161993769451] #NP=560732708 G(Pi(x))=545
[1203161993769493,1203181464174439] #NP=560701683 G(Pi(x))=563
[1203181464174449,1203200934579409] #NP=560733627 G(Pi(x))=554
[1203200934579433,1203228193146389] #NP=785011903 G(Pi(x))=517
[1203228193146403,1203255451713349] #NP=785011989 G(Pi(x))=517
[1203255451713463,1203282710280341] #NP=785011496 G(Pi(x))=517
[1203282710280401,1203309968847281] #NP=785014269 G(Pi(x))=530
[1203309968847353,1203337227414251] #NP=784997233 G(Pi(x))=554
[1203337227414319,1203364485981191] #NP=785017069 G(Pi(x))=517
[1203364485981311,1203391744548061] #NP=784996209 G(Pi(x))=561
[1203391744548313,1203419003115233] #NP=785007939 G(Pi(x))=545
[1203419003115271,1203448208722699] #NP=841076765 G(Pi(x))=524
[1203448208722777,1203477414330193] #NP=841069772 G(Pi(x))=563
[1203477414330259,1203506619937663] #NP=841099932 G(Pi(x))=540
[1203506619937717,1203535825545149] #NP=841069591 G(Pi(x))=545
[1203535825545197,1203565031152577] #NP=841098066 G(Pi(x))=541
[1203565031152663,1203594236760089] #NP=841063153 G(Pi(x))=572
[1203594236760121,1203623442367579] #NP=841068517 G(Pi(x))=563
[1203623442367597,1203652647974929] #NP=841071009 G(Pi(x))=489
[1203652647975077,1203681853582531] #NP=841062818 G(Pi(x))=575
[1203681853582561,1203711059190007] #NP=841087641 G(Pi(x))=515
[1203711059190019,1203740264797339] #NP=841109672 G(Pi(x))=559
[1203740264797501,1203769470404953] #NP=841059427 G(Pi(x))=593
[1203769470404983,1203798676012421] #NP=841077618 G(Pi(x))=580
[1203798676012523,1203827881619843] #NP=841063441 G(Pi(x))=514
[1203827881619939,1203857087227393] #NP=841066516 G(Pi(x))=514
[1203857087227433,1203886292834843] #NP=841069816 G(Pi(x))=561
[1203886292834891,1203915498442343] #NP=841056986 G(Pi(x))=546
[1203915498442387,1203944704049827] #NP=841068935 G(Pi(x))=582
[1203944704049851,1203973909657301] #NP=841070809 G(Pi(x))=541
[1203973909657373,1204003115264783] #NP=841066028 G(Pi(x))=515
[1204003115264809,1204034267912731] #NP=897148905 G(Pi(x))=557
[1204034267912779,1204065420560669] #NP=897124425 G(Pi(x))=560
[1204065420560753,1204096573208707] #NP=897132524 G(Pi(x))=613
[1204096573208761,1204127725856687] #NP=897132282 G(Pi(x))=560
[1204127725856743,1204158878504651] #NP=897142367 G(Pi(x))=564
[1204158878504677,1204190031152543] #NP=897123250 G(Pi(x))=547
[1204190031152657,1204221183800611] #NP=897123969 G(Pi(x))=570
[1204221183800653,1204252336448537] #NP=897094053 G(Pi(x))=545
[1204252336448633,1204283489096561] #NP=897121119 G(Pi(x))=596
[1204283489096591,1204314641744483] #NP=897123248 G(Pi(x))=522
[1204314641744579,1204345794392513] #NP=897122978 G(Pi(x))=525
[1204345794392513,1204376947040483] #NP=897129130 G(Pi(x))=543
[1204376947040503,1204408099688461] #NP=897130870 G(Pi(x))=545
[1204408099688501,1204439252336423] #NP=897122831 G(Pi(x))=535
[1204439252336527,1204470404984411] #NP=897117616 G(Pi(x))=567
[1204470404984459,1204501557632369] #NP=897159353 G(Pi(x))=558
[1204501557632393,1204532710280303] #NP=897113230 G(Pi(x))=535
[1204532710280369,1204563862928333] #NP=897115209 G(Pi(x))=537
[1204563862928357,1204595015576291] #NP=897139461 G(Pi(x))=519
[1204595015576317,1204626168224287] #NP=897141854 G(Pi(x))=516
[1204626168224299,1204657320872251] #NP=897120772 G(Pi(x))=491
[1204657320872267,1204688473520209] #NP=897124740 G(Pi(x))=620
[1204688473520281,1204719626168207] #NP=897116251 G(Pi(x))=609
[1204719626168237,1204750778816183] #NP=897107102 G(Pi(x))=503
[1204750778816191,1204781931464149] #NP=897119681 G(Pi(x))=543
[1204781931464201,1204813084112129] #NP=897124276 G(Pi(x))=583
[1204813084112189,1204844236760089] #NP=897121104 G(Pi(x))=529
[1204844236760119,1204875389408057] #NP=897115165 G(Pi(x))=571
[1204875389408129,1204906542056039] #NP=897131184 G(Pi(x))=566
[1204906542056083,1204937694703973] #NP=897132490 G(Pi(x))=501
[1204937694704113,1204968847352003] #NP=897119247 G(Pi(x))=553
[1204968847352027,1204999999999969] #NP=897129590 G(Pi(x))=525
[1205000000000003,1205019470404963] #NP=560695701 G(Pi(x))=531
[1205019470405011,1205038940809889] #NP=560692630 G(Pi(x))=549
[1205038940809999,1205058411214913] #NP=560686609 G(Pi(x))=493
[1205058411214967,1205077881619897] #NP=560695262 G(Pi(x))=537
[1205077881619951,1205097352024913] #NP=560691255 G(Pi(x))=601
[1205097352024981,1205116822429867] #NP=560685187 G(Pi(x))=613
[1205116822429921,1205136292834781] #NP=560702181 G(Pi(x))=533
[1205136292834909,1205155763239859] #NP=560683791 G(Pi(x))=493
[1205155763239877,1205175233644853] #NP=560682561 G(Pi(x))=567
[1205175233644909,1205194704049811] #NP=560689873 G(Pi(x))=543
[1205194704049841,1205214174454793] #NP=560685461 G(Pi(x))=526
[1205214174454841,1205233644859789] #NP=560689330 G(Pi(x))=519
[1205233644859813,1205253115264739] #NP=560704222 G(Pi(x))=581
[1205253115264811,1205272585669741] #NP=560682015 G(Pi(x))=505
[1205272585669783,1205292056074723] #NP=560707116 G(Pi(x))=543
[1205292056074807,1205311526479679] #NP=560701827 G(Pi(x))=533
[1205311526479807,1205330996884697] #NP=560687028 G(Pi(x))=494
[1205330996884757,1205350467289711] #NP=560684402 G(Pi(x))=549
[1205350467289729,1205369937694693] #NP=560692796 G(Pi(x))=583
[1205369937694753,1205389408099603] #NP=560702189 G(Pi(x))=538
[1205389408099741,1205408878504661] #NP=560700782 G(Pi(x))=521
[1205408878504667,1205428348909549] #NP=560690623 G(Pi(x))=507
[1205428348909657,1205447819314631] #NP=560686767 G(Pi(x))=555
[1205447819314633,1205467289719549] #NP=560684365 G(Pi(x))=544
[1205467289719661,1205486760124573] #NP=560669763 G(Pi(x))=501
[1205486760124663,1205506230529553] #NP=560701684 G(Pi(x))=607
[1205506230529603,1205525700934553] #NP=560700849 G(Pi(x))=515
[1205525700934589,1205545171339541] #NP=560689850 G(Pi(x))=527
[1205545171339631,1205564641744511] #NP=560693557 G(Pi(x))=725
[1205564641744537,1205584112149517] #NP=560680032 G(Pi(x))=509
[1205584112149561,1205603582554477] #NP=560699727 G(Pi(x))=563
[1205603582554507,1205623052959463] #NP=560686483 G(Pi(x))=541
[1205623052959499,1205642523364441] #NP=560665887 G(Pi(x))=566
[1205642523364501,1205661993769451] #NP=560728191 G(Pi(x))=496
[1205661993769487,1205681464174427] #NP=560694930 G(Pi(x))=551
[1205681464174469,1205700934579411] #NP=560693246 G(Pi(x))=531
[1205700934579499,1205728193146391] #NP=784936470 G(Pi(x))=529
[1205728193146447,1205755451713361] #NP=784978126 G(Pi(x))=496
[1205755451713399,1205782710280327] #NP=784965381 G(Pi(x))=543
[1205782710280411,1205809968847331] #NP=784954396 G(Pi(x))=553
[1205809968847343,1205837227414297] #NP=784961925 G(Pi(x))=543
[1205837227414447,1205864485981273] #NP=784959279 G(Pi(x))=577
[1205864485981327,1205891744548259] #NP=784957449 G(Pi(x))=563
[1205891744548277,1205919003115231] #NP=784953763 G(Pi(x))=529
[1205919003115327,1205948208722693] #NP=841046081 G(Pi(x))=581
[1205948208722743,1205977414330189] #NP=841034392 G(Pi(x))=535
[1205977414330211,1206006619937657] #NP=841004663 G(Pi(x))=573
[1206006619937767,1206035825545141] #NP=841011944 G(Pi(x))=541
[1206035825545193,1206065031152623] #NP=841008571 G(Pi(x))=559
[1206065031152659,1206094236760067] #NP=841027581 G(Pi(x))=494
[1206094236760121,1206123442367573] #NP=841021731 G(Pi(x))=524
[1206123442367681,1206152647975001] #NP=841016909 G(Pi(x))=571
[1206152647975073,1206181853582477] #NP=841009512 G(Pi(x))=512
[1206181853582551,1206211059189911] #NP=841068008 G(Pi(x))=596
[1206211059190043,1206240264797489] #NP=841000650 G(Pi(x))=513
[1206240264797549,1206269470404913] #NP=841002845 G(Pi(x))=583
[1206269470404983,1206298676012449] #NP=841028962 G(Pi(x))=553
[1206298676012449,1206327881619893] #NP=841002146 G(Pi(x))=557
[1206327881620013,1206357087227381] #NP=841016867 G(Pi(x))=489
[1206357087227407,1206386292834869] #NP=841025495 G(Pi(x))=525
[1206386292834893,1206415498442281] #NP=841007644 G(Pi(x))=548
[1206415498442389,1206444704049817] #NP=841033031 G(Pi(x))=516
[1206444704049857,1206473909657297] #NP=840996194 G(Pi(x))=491
[1206473909657323,1206503115264787] #NP=841044483 G(Pi(x))=553
[1206503115264847,1206534267912703] #NP=897095956 G(Pi(x))=535
[1206534267912767,1206565420560737] #NP=897103779 G(Pi(x))=567
[1206565420560761,1206596573208701] #NP=897088471 G(Pi(x))=507
[1206596573208751,1206627725856667] #NP=897100889 G(Pi(x))=809
[1206627725856691,1206658878504637] #NP=897082449 G(Pi(x))=535
[1206658878504671,1206690031152629] #NP=897086007 G(Pi(x))=582
[1206690031152689,1206721183800593] #NP=897079958 G(Pi(x))=533
[1206721183800619,1206752336448563] #NP=897088881 G(Pi(x))=516
[1206752336448671,1206783489096547] #NP=897078081 G(Pi(x))=509
[1206783489096593,1206814641744499] #NP=897086628 G(Pi(x))=539
[1206814641744541,1206845794392457] #NP=897116512 G(Pi(x))=591
[1206845794392559,1206876947040487] #NP=897080931 G(Pi(x))=524
[1206876947040503,1206908099688461] #NP=897081254 G(Pi(x))=553
[1206908099688479,1206939252336317] #NP=897064862 G(Pi(x))=522
[1206939252336439,1206970404984403] #NP=897050767 G(Pi(x))=591
[1206970404984439,1207001557632379] #NP=897089792 G(Pi(x))=606
[1207001557632389,1207032710280311] #NP=897069564 G(Pi(x))=509
[1207032710280379,1207063862928251] #NP=897073899 G(Pi(x))=552
[1207063862928367,1207095015576269] #NP=897067531 G(Pi(x))=592
[1207095015576343,1207126168224271] #NP=897071523 G(Pi(x))=539
[1207126168224307,1207157320872241] #NP=897076317 G(Pi(x))=543
[1207157320872289,1207188473520229] #NP=897061948 G(Pi(x))=535
[1207188473520241,1207219626168079] #NP=897069474 G(Pi(x))=536
[1207219626168221,1207250778816167] #NP=897080607 G(Pi(x))=533
[1207250778816191,1207281931464149] #NP=897072011 G(Pi(x))=544
[1207281931464173,1207313084112061] #NP=897072660 G(Pi(x))=569
[1207313084112151,1207344236760107] #NP=897053916 G(Pi(x))=601
[1207344236760217,1207375389408059] #NP=897088878 G(Pi(x))=545
[1207375389408091,1207406542056061] #NP=897045632 G(Pi(x))=545
[1207406542056079,1207437694704023] #NP=897060699 G(Pi(x))=553
[1207437694704067,1207468847351999] #NP=897048850 G(Pi(x))=541
[1207468847352023,1207499999999983] #NP=897060151 G(Pi(x))=511
[1207500000000059,1207519470404977] #NP=560665444 G(Pi(x))=493
[1207519470405029,1207538940809953] #NP=560663559 G(Pi(x))=529
[1207538940809969,1207558411214899] #NP=560657475 G(Pi(x))=487
[1207558411214963,1207577881619933] #NP=560668448 G(Pi(x))=497
[1207577881620073,1207597352024893] #NP=560660743 G(Pi(x))=548
[1207597352024941,1207616822429893] #NP=560644339 G(Pi(x))=479
[1207616822429939,1207636292834869] #NP=560659804 G(Pi(x))=553
[1207636292834903,1207655763239867] #NP=560675796 G(Pi(x))=509
[1207655763239897,1207675233644813] #NP=560646990 G(Pi(x))=633
[1207675233644861,1207694704049809] #NP=560684403 G(Pi(x))=554
[1207694704049849,1207714174454813] #NP=560666117 G(Pi(x))=524
[1207714174454831,1207733644859801] #NP=560678244 G(Pi(x))=497
[1207733644859879,1207753115264771] #NP=560655404 G(Pi(x))=498
[1207753115264807,1207772585669743] #NP=560672161 G(Pi(x))=558
[1207772585669791,1207792056074749] #NP=560644062 G(Pi(x))=534
[1207792056074789,1207811526479711] #NP=560670868 G(Pi(x))=522
[1207811526479773,1207830996884719] #NP=560648098 G(Pi(x))=596
[1207830996884741,1207850467289597] #NP=560668488 G(Pi(x))=531
[1207850467289723,1207869937694683] #NP=560643534 G(Pi(x))=560
[1207869937694699,1207889408099617] #NP=560666708 G(Pi(x))=495
[1207889408099711,1207908878504639] #NP=560660265 G(Pi(x))=492
[1207908878504677,1207928348909599] #NP=560641632 G(Pi(x))=552
[1207928348909713,1207947819314617] #NP=560645800 G(Pi(x))=535
[1207947819314641,1207967289719587] #NP=560663519 G(Pi(x))=481
[1207967289719647,1207986760124597] #NP=560664603 G(Pi(x))=512
[1207986760124671,1208006230529563] #NP=560655213 G(Pi(x))=521
[1208006230529671,1208025700934531] #NP=560666874 G(Pi(x))=559
[1208025700934659,1208045171339551] #NP=560645082 G(Pi(x))=547
[1208045171339621,1208064641744533] #NP=560659039 G(Pi(x))=529
[1208064641744573,1208084112149479] #NP=560653650 G(Pi(x))=742
[1208084112149581,1208103582554443] #NP=560636527 G(Pi(x))=547
[1208103582554507,1208123052959477] #NP=560639712 G(Pi(x))=532
[1208123052959491,1208142523364389] #NP=560668176 G(Pi(x))=553
[1208142523364479,1208161993769449] #NP=560665279 G(Pi(x))=537
[1208161993769483,1208181464174423] #NP=560653992 G(Pi(x))=611
[1208181464174459,1208200934579399] #NP=560633135 G(Pi(x))=553
[1208200934579437,1208228193146393] #NP=784915961 G(Pi(x))=547
[1208228193146411,1208255451713339] #NP=784904164 G(Pi(x))=527
[1208255451713437,1208282710280339] #NP=784942122 G(Pi(x))=537
[1208282710280413,1208309968847327] #NP=784910452 G(Pi(x))=562
[1208309968847347,1208337227414269] #NP=784915965 G(Pi(x))=692
[1208337227414341,1208364485981251] #NP=784899651 G(Pi(x))=613
[1208364485981309,1208391744548251] #NP=784926184 G(Pi(x))=567
[1208391744548357,1208419003115239] #NP=784932792 G(Pi(x))=613
[1208419003115251,1208448208722679] #NP=840957267 G(Pi(x))=501
[1208448208722731,1208477414330093] #NP=840995098 G(Pi(x))=589
[1208477414330317,1208506619937679] #NP=840987641 G(Pi(x))=554
[1208506619937679,1208535825545137] #NP=840980231 G(Pi(x))=525
[1208535825545171,1208565031152631] #NP=840981742 G(Pi(x))=548
[1208565031152659,1208594236760059] #NP=840983075 G(Pi(x))=543
[1208594236760129,1208623442367541] #NP=840982301 G(Pi(x))=525
[1208623442367623,1208652647975029] #NP=840980573 G(Pi(x))=541
[1208652647975117,1208681853582521] #NP=840962401 G(Pi(x))=529
[1208681853582551,1208711059190009] #NP=840980885 G(Pi(x))=509
[1208711059190027,1208740264797437] #NP=840960897 G(Pi(x))=567
[1208740264797553,1208769470404927] #NP=840963201 G(Pi(x))=630
[1208769470405149,1208798676012439] #NP=840992230 G(Pi(x))=515
[1208798676012547,1208827881619873] #NP=840962966 G(Pi(x))=580
[1208827881620033,1208857087227353] #NP=840956415 G(Pi(x))=558
[1208857087227409,1208886292834873] #NP=840967570 G(Pi(x))=543
[1208886292834963,1208915498442343] #NP=840969075 G(Pi(x))=617
[1208915498442359,1208944704049793] #NP=840982581 G(Pi(x))=533
[1208944704049843,1208973909657289] #NP=840970647 G(Pi(x))=585
[1208973909657313,1209003115264757] #NP=840995791 G(Pi(x))=545
[1209003115264811,1209034267912747] #NP=897027351 G(Pi(x))=541
[1209034267912789,1209065420560651] #NP=897035422 G(Pi(x))=520
[1209065420560741,1209096573208679] #NP=897008629 G(Pi(x))=499
[1209096573208717,1209127725856667] #NP=897031913 G(Pi(x))=561
[1209127725856703,1209158878504657] #NP=897041726 G(Pi(x))=599
[1209158878504769,1209190031152633] #NP=897049180 G(Pi(x))=579
[1209190031152669,1209221183800607] #NP=897031071 G(Pi(x))=587
[1209221183800631,1209252336448487] #NP=897049891 G(Pi(x))=577
[1209252336448619,1209283489096523] #NP=897031420 G(Pi(x))=555
[1209283489096601,1209314641744537] #NP=897037262 G(Pi(x))=546
[1209314641744549,1209345794392481] #NP=897018325 G(Pi(x))=540
[1209345794392529,1209376947040487] #NP=897023174 G(Pi(x))=504
[1209376947040511,1209408099688457] #NP=897030621 G(Pi(x))=541
[1209408099688469,1209439252336423] #NP=897025902 G(Pi(x))=541
[1209439252336439,1209470404984397] #NP=897024383 G(Pi(x))=530
[1209470404984421,1209501557632349] #NP=897036541 G(Pi(x))=569
[1209501557632547,1209532710280361] #NP=897024300 G(Pi(x))=535
[1209532710280369,1209563862928303] #NP=897014353 G(Pi(x))=517
[1209563862928339,1209595015576291] #NP=896988720 G(Pi(x))=593
[1209595015576393,1209626168224259] #NP=897030550 G(Pi(x))=640
[1209626168224337,1209657320872243] #NP=897006058 G(Pi(x))=529
[1209657320872289,1209688473520169] #NP=897031491 G(Pi(x))=491
[1209688473520301,1209719626168213] #NP=897026331 G(Pi(x))=667
[1209719626168213,1209750778816171] #NP=897041891 G(Pi(x))=615
[1209750778816189,1209781931464159] #NP=897025926 G(Pi(x))=596
[1209781931464217,1209813084112103] #NP=897018997 G(Pi(x))=561
[1209813084112169,1209844236760111] #NP=897002625 G(Pi(x))=517
[1209844236760139,1209875389408067] #NP=896997428 G(Pi(x))=505
[1209875389408121,1209906542056063] #NP=897047550 G(Pi(x))=541
[1209906542056063,1209937694704027] #NP=897036414 G(Pi(x))=582
[1209937694704073,1209968847352009] #NP=897040638 G(Pi(x))=553
[1209968847352021,1209999999999941] #NP=896984429 G(Pi(x))=549
[1210000000000009,1210019470404881] #NP=560641934 G(Pi(x))=525
[1210019470405001,1210038940809967] #NP=560601943 G(Pi(x))=651
[1210038940809983,1210058411214943] #NP=560628550 G(Pi(x))=517
[1210058411214979,1210077881619923] #NP=560638852 G(Pi(x))=506
[1210077881620169,1210097352024887] #NP=560640056 G(Pi(x))=483
[1210097352025019,1210116822429881] #NP=560609371 G(Pi(x))=525
[1210116822429929,1210136292834803] #NP=560623422 G(Pi(x))=573
[1210136292834893,1210155763239859] #NP=560635011 G(Pi(x))=493
[1210155763239911,1210175233644829] #NP=560629722 G(Pi(x))=592
[1210175233644869,1210194704049769] #NP=560618867 G(Pi(x))=666
[1210194704049893,1210214174454823] #NP=560628137 G(Pi(x))=607
[1210214174454841,1210233644859763] #NP=560609990 G(Pi(x))=541
[1210233644859887,1210253115264673] #NP=560621171 G(Pi(x))=491
[1210253115264793,1210272585669757] #NP=560619908 G(Pi(x))=527
[1210272585669799,1210292056074733] #NP=560635922 G(Pi(x))=587
[1210292056074779,1210311526479683] #NP=560643480 G(Pi(x))=583
[1210311526479773,1210330996884673] #NP=560654246 G(Pi(x))=577
[1210330996884787,1210350467289599] #NP=560585691 G(Pi(x))=525
[1210350467289749,1210369937694691] #NP=560622192 G(Pi(x))=531
[1210369937694713,1210389408099667] #NP=560636484 G(Pi(x))=649
[1210389408099793,1210408878504659] #NP=560612041 G(Pi(x))=591
[1210408878504671,1210428348909617] #NP=560632323 G(Pi(x))=501
[1210428348909683,1210447819314551] #NP=560610234 G(Pi(x))=527
[1210447819314659,1210467289719587] #NP=560618257 G(Pi(x))=574
[1210467289719641,1210486760124599] #NP=560635071 G(Pi(x))=625
[1210486760124601,1210506230529523] #NP=560627840 G(Pi(x))=533
[1210506230529649,1210525700934547] #NP=560615470 G(Pi(x))=519
[1210525700934617,1210545171339533] #NP=560618193 G(Pi(x))=544
[1210545171339683,1210564641744457] #NP=560613652 G(Pi(x))=549
[1210564641744539,1210584112149499] #NP=560610513 G(Pi(x))=561
[1210584112149521,1210603582554491] #NP=560632890 G(Pi(x))=525
[1210603582554517,1210623052959469] #NP=560597749 G(Pi(x))=532
[1210623052959497,1210642523364457] #NP=560611303 G(Pi(x))=521
[1210642523364473,1210661993769373] #NP=560628760 G(Pi(x))=520
[1210661993769499,1210681464174407] #NP=560633563 G(Pi(x))=527
[1210681464174443,1210700934579413] #NP=560612070 G(Pi(x))=551
[1210700934579467,1210728193146377] #NP=784882461 G(Pi(x))=564
[1210728193146481,1210755451713359] #NP=784852974 G(Pi(x))=590
[1210755451713421,1210782710280343] #NP=784864675 G(Pi(x))=583
[1210782710280371,1210809968847307] #NP=784883112 G(Pi(x))=547
[1210809968847379,1210837227414307] #NP=784877177 G(Pi(x))=541
[1210837227414359,1210864485981257] #NP=784859850 G(Pi(x))=549
[1210864485981313,1210891744548259] #NP=784841738 G(Pi(x))=545
[1210891744548341,1210919003115229] #NP=784854523 G(Pi(x))=534
[1210919003115347,1210948208722709] #NP=840953437 G(Pi(x))=498
[1210948208722741,1210977414330199] #NP=840926967 G(Pi(x))=589
[1210977414330217,1211006619937657] #NP=840917791 G(Pi(x))=569
[1211006619937693,1211035825545121] #NP=840928130 G(Pi(x))=603
[1211035825545173,1211065031152573] #NP=840928425 G(Pi(x))=541
[1211065031152637,1211094236760061] #NP=840932373 G(Pi(x))=616
[1211094236760119,1211123442367541] #NP=840893102 G(Pi(x))=612
[1211123442367607,1211152647975043] #NP=840931567 G(Pi(x))=563
[1211152647975097,1211181853582541] #NP=840937226 G(Pi(x))=697
[1211181853582541,1211211059190017] #NP=840925697 G(Pi(x))=492
[1211211059190019,1211240264797469] #NP=840918267 G(Pi(x))=571
[1211240264797513,1211269470404969] #NP=840945145 G(Pi(x))=561
[1211269470404999,1211298676012417] #NP=840897373 G(Pi(x))=516
[1211298676012463,1211327881619923] #NP=840931977 G(Pi(x))=506
[1211327881619969,1211357087227393] #NP=840924354 G(Pi(x))=523
[1211357087227451,1211386292834827] #NP=840911509 G(Pi(x))=547
[1211386292834929,1211415498442333] #NP=840927929 G(Pi(x))=518
[1211415498442423,1211444704049809] #NP=840901008 G(Pi(x))=517
[1211444704049837,1211473909657307] #NP=840907963 G(Pi(x))=613
[1211473909657327,1211503115264777] #NP=840932985 G(Pi(x))=575
[1211503115264803,1211534267912747] #NP=896980539 G(Pi(x))=545
[1211534267912791,1211565420560731] #NP=896977418 G(Pi(x))=587
[1211565420560741,1211596573208711] #NP=896977287 G(Pi(x))=585
[1211596573208807,1211627725856567] #NP=896997397 G(Pi(x))=537
[1211627725856689,1211658878504653] #NP=896978017 G(Pi(x))=574
[1211658878504707,1211690031152533] #NP=896991820 G(Pi(x))=616
[1211690031152641,1211721183800579] #NP=896962439 G(Pi(x))=539
[1211721183800663,1211752336448503] #NP=896964299 G(Pi(x))=600
[1211752336448623,1211783489096539] #NP=896950219 G(Pi(x))=552
[1211783489096569,1211814641744537] #NP=896985510 G(Pi(x))=513
[1211814641744591,1211845794392483] #NP=896970979 G(Pi(x))=590
[1211845794392557,1211876947040477] #NP=896950457 G(Pi(x))=519
[1211876947040489,1211908099688437] #NP=896978654 G(Pi(x))=516
[1211908099688491,1211939252336429] #NP=896938158 G(Pi(x))=613
[1211939252336447,1211970404984411] #NP=896987645 G(Pi(x))=649
[1211970404984453,1212001557632377] #NP=896970941 G(Pi(x))=551
[1212001557632399,1212032710280321] #NP=896979384 G(Pi(x))=559
[1212032710280369,1212063862928309] #NP=896947877 G(Pi(x))=513
[1212063862928353,1212095015576287] #NP=896960648 G(Pi(x))=516
[1212095015576447,1212126168224233] #NP=896976030 G(Pi(x))=541
[1212126168224347,1212157320872263] #NP=896951051 G(Pi(x))=539
[1212157320872263,1212188473520237] #NP=896926244 G(Pi(x))=563
[1212188473520267,1212219626168189] #NP=896939824 G(Pi(x))=601
[1212219626168249,1212250778816183] #NP=896956911 G(Pi(x))=580
[1212250778816197,1212281931464147] #NP=896984353 G(Pi(x))=597
[1212281931464207,1212313084112083] #NP=896978655 G(Pi(x))=595
[1212313084112173,1212344236760101] #NP=896931579 G(Pi(x))=510
[1212344236760119,1212375389408087] #NP=896957592 G(Pi(x))=551
[1212375389408093,1212406542055987] #NP=896978443 G(Pi(x))=574
[1212406542056081,1212437694704023] #NP=896927982 G(Pi(x))=604
[1212437694704053,1212468847352011] #NP=896966405 G(Pi(x))=477
[1212468847352047,1212499999999979] #NP=896968533 G(Pi(x))=557
[1212500000000077,1212519470404961] #NP=560589659 G(Pi(x))=709
[1212519470404987,1212538940809907] #NP=560585362 G(Pi(x))=548
[1212538940810143,1212558411214949] #NP=560577419 G(Pi(x))=499
[1212558411214961,1212577881619913] #NP=560607283 G(Pi(x))=563
[1212577881619957,1212597352024889] #NP=560603890 G(Pi(x))=618
[1212597352024951,1212616822429891] #NP=560599999 G(Pi(x))=571
[1212616822429939,1212636292834867] #NP=560589353 G(Pi(x))=519
[1212636292834957,1212655763239847] #NP=560603411 G(Pi(x))=505
[1212655763239891,1212675233644817] #NP=560584883 G(Pi(x))=588
[1212675233644873,1212694704049813] #NP=560604789 G(Pi(x))=549
[1212694704049957,1212714174454789] #NP=560586762 G(Pi(x))=547
[1212714174454843,1212733644859771] #NP=560602164 G(Pi(x))=538
[1212733644859817,1212753115264771] #NP=560604747 G(Pi(x))=491
[1212753115264793,1212772585669703] #NP=560585643 G(Pi(x))=559
[1212772585669829,1212792056074747] #NP=560597960 G(Pi(x))=504
[1212792056074769,1212811526479717] #NP=560607265 G(Pi(x))=501
[1212811526479793,1212830996884721] #NP=560606227 G(Pi(x))=537
[1212830996884757,1212850467289673] #NP=560577637 G(Pi(x))=568
[1212850467289739,1212869937694631] #NP=560606206 G(Pi(x))=544
[1212869937694721,1212889408099651] #NP=560596569 G(Pi(x)) = 811
[1212889408099709,1212908878504579] #NP=560601051 G(Pi(x))=533
[1212908878504699,1212928348909643] #NP=560570448 G(Pi(x))=628
[1212928348909777,1212947819314591] #NP=560601993 G(Pi(x))=561
[1212947819314661,1212967289719543] #NP=560573099 G(Pi(x))=494
[1212967289719789,1212986760124591] #NP=560599498 G(Pi(x))=605
[1212986760124603,1213006230529567] #NP=560591219 G(Pi(x))=557
[1213006230529589,1213025700934559] #NP=560609794 G(Pi(x))=587
[1213025700934739,1213045171339511] #NP=560609746 G(Pi(x))=529
[1213045171339553,1213064641744531] #NP=560603756 G(Pi(x))=519
[1213064641744589,1213084112149501] #NP=560568442 G(Pi(x))=540
[1213084112149561,1213103582554421] #NP=560590870 G(Pi(x))=545
[1213103582554519,1213123052959483] #NP=560599693 G(Pi(x))=502
[1213123052959567,1213142523364451] #NP=560595218 G(Pi(x))=573
[1213142523364489,1213161993769417] #NP=560587434 G(Pi(x))=508
[1213161993769499,1213181464174417] #NP=560588847 G(Pi(x))=632
[1213181464174457,1213200934579397] #NP=560582956 G(Pi(x))=536
[1213200934579493,1213228193146397] #NP=784815753 G(Pi(x))=577
[1213228193146429,1213255451713351] #NP=784838466 G(Pi(x))=556
[1213255451713397,1213282710280357] #NP=784810484 G(Pi(x))=549
[1213282710280411,1213309968847259] #NP=784820033 G(Pi(x))=521
[1213309968847381,1213337227414297] #NP=784820163 G(Pi(x))=562
[1213337227414321,1213364485981111] #NP=784805008 G(Pi(x))=519
[1213364485981369,1213391744548261] #NP=784818003 G(Pi(x))=489
[1213391744548271,1213419003115247] #NP=784825839 G(Pi(x))=541
[1213419003115289,1213448208722683] #NP=840893942 G(Pi(x))=553
[1213448208722731,1213477414330151] #NP=840871755 G(Pi(x))=530
[1213477414330217,1213506619937611] #NP=840869943 G(Pi(x))=561
[1213506619937863,1213535825545133] #NP=840901924 G(Pi(x))=565
[1213535825545177,1213565031152611] #NP=840879033 G(Pi(x))=538
[1213565031152729,1213594236760097] #NP=840889235 G(Pi(x))=517
[1213594236760193,1213623442367579] #NP=840890484 G(Pi(x))=562
[1213623442367597,1213652647975013] #NP=840880558 G(Pi(x))=533
[1213652647975067,1213681853582503] #NP=840872058 G(Pi(x))=513
[1213681853582621,1213711059190001] #NP=840887627 G(Pi(x))=497
[1213711059190037,1213740264797447] #NP=840873806 G(Pi(x))=550
[1213740264797531,1213769470404919] #NP=840867143 G(Pi(x))=559
[1213769470404979,1213798676012381] #NP=840849075 G(Pi(x))=543
[1213798676012453,1213827881619877] #NP=840881706 G(Pi(x))=533
[1213827881619949,1213857087227387] #NP=840879884 G(Pi(x))=525
[1213857087227423,1213886292834749] #NP=840864544 G(Pi(x))=593
[1213886292834899,1213915498442303] #NP=840868889 G(Pi(x))=571
[1213915498442363,1213944704049787] #NP=840885396 G(Pi(x))=645
[1213944704049839,1213973909657239] #NP=840889125 G(Pi(x))=533
[1213973909657417,1214003115264787] #NP=840848577 G(Pi(x))=538
[1214003115264799,1214034267912761] #NP=896919770 G(Pi(x))=591
[1214034267912811,1214065420560721] #NP=896927214 G(Pi(x))=549
[1214065420560739,1214096573208713] #NP=896919106 G(Pi(x))=581
[1214096573208713,1214127725856601] #NP=896923472 G(Pi(x))=548
[1214127725856743,1214158878504619] #NP=896928184 G(Pi(x))=534
[1214158878504697,1214190031152587] #NP=896918159 G(Pi(x))=548
[1214190031152647,1214221183800613] #NP=896936293 G(Pi(x))=521
[1214221183800613,1214252336448559] #NP=896917734 G(Pi(x))=549
[1214252336448611,1214283489096499] #NP=896930538 G(Pi(x))=573
[1214283489096571,1214314641744439] #NP=896907381 G(Pi(x))=563
[1214314641744619,1214345794392509] #NP=896930071 G(Pi(x))=539
[1214345794392569,1214376947040479] #NP=896932491 G(Pi(x))=590
[1214376947040581,1214408099688461] #NP=896936019 G(Pi(x))=497
[1214408099688571,1214439252336379] #NP=896892388 G(Pi(x))=557
[1214439252336481,1214470404984367] #NP=896895920 G(Pi(x))=553
[1214470404984433,1214501557632383] #NP=896944637 G(Pi(x))=553
[1214501557632397,1214532710280353] #NP=896932540 G(Pi(x))=623
[1214532710280371,1214563862928337] #NP=896895745 G(Pi(x))=603
[1214563862928349,1214595015576269] #NP=896922935 G(Pi(x))=597
[1214595015576317,1214626168224181] #NP=896920101 G(Pi(x))=550
[1214626168224349,1214657320872241] #NP=896926877 G(Pi(x))=597
[1214657320872271,1214688473520229] #NP=896877893 G(Pi(x))=581
[1214688473520259,1214719626168203] #NP=896891849 G(Pi(x))=529
[1214719626168227,1214750778816163] #NP=896906096 G(Pi(x))=509
[1214750778816193,1214781931464161] #NP=896891066 G(Pi(x))=573
[1214781931464191,1214813084112109] #NP=896908463 G(Pi(x))=556
[1214813084112151,1214844236760083] #NP=896893721 G(Pi(x))=553
[1214844236760157,1214875389407989] #NP=896893981 G(Pi(x))=563
[1214875389408097,1214906542056061] #NP=896934408 G(Pi(x))=525
[1214906542056071,1214937694703969] #NP=896884494 G(Pi(x))=562
[1214937694704049,1214968847351899] #NP=896928532 G(Pi(x))=570
[1214968847352083,1214999999999987] #NP=896934365 G(Pi(x))=552
[1215000000000001,1215019470404969] #NP=560574103 G(Pi(x))=550
[1215019470405053,1215038940809927] #NP=560552135 G(Pi(x))=527
[1215038940809983,1215058411214933] #NP=560558031 G(Pi(x))=605
[1215058411214981,1215077881619887] #NP=560565067 G(Pi(x))=491
[1215077881619947,1215097352024909] #NP=560557796 G(Pi(x))=550
[1215097352024929,1215116822429899] #NP=560551073 G(Pi(x))=607
[1215116822429947,1215136292834813] #NP=560574277 G(Pi(x))=551
[1215136292834917,1215155763239867] #NP=560576030 G(Pi(x))=524
[1215155763239897,1215175233644849] #NP=560555926 G(Pi(x))=503
[1215175233644887,1215194704049791] #NP=560551097 G(Pi(x))=495
[1215194704049863,1215214174454771] #NP=560550363 G(Pi(x))=512
[1215214174454869,1215233644859807] #NP=560558237 G(Pi(x))=529
[1215233644859831,1215253115264779] #NP=560562657 G(Pi(x))=525
[1215253115264807,1215272585669749] #NP=560548830 G(Pi(x))=566
[1215272585669833,1215292056074717] #NP=560570640 G(Pi(x))=540
[1215292056074777,1215311526479741] #NP=560568502 G(Pi(x))=513
[1215311526479761,1215330996884677] #NP=560574275 G(Pi(x))=563
[1215330996884789,1215350467289677] #NP=560565045 G(Pi(x))=581
[1215350467289731,1215369937694683] #NP=560548476 G(Pi(x))=517
[1215369937694699,1215389408099651] #NP=560559132 G(Pi(x))=573
[1215389408099687,1215408878504647] #NP=560541652 G(Pi(x))=531
[1215408878504671,1215428348909573] #NP=560595801 G(Pi(x))=587
[1215428348909659,1215447819314621] #NP=560550614 G(Pi(x))=559
[1215447819314719,1215467289719581] #NP=560567190 G(Pi(x))=521
[1215467289719681,1215486760124591] #NP=560550047 G(Pi(x))=485
[1215486760124603,1215506230529579] #NP=560559368 G(Pi(x))=497
[1215506230529663,1215525700934537] #NP=560552179 G(Pi(x))=585
[1215525700934687,1215545171339437] #NP=560572229 G(Pi(x))=541
[1215545171339599,1215564641744527] #NP=560573864 G(Pi(x))=491
[1215564641744543,1215584112149507] #NP=560561388 G(Pi(x))=601
[1215584112149557,1215603582554393] #NP=560531256 G(Pi(x))=608
[1215603582554519,1215623052959449] #NP=560564021 G(Pi(x))=577
[1215623052959519,1215642523364449] #NP=560559702 G(Pi(x))=545
[1215642523364483,1215661993769393] #NP=560561151 G(Pi(x))=549
[1215661993769473,1215681464174323] #NP=560548637 G(Pi(x))=515
[1215681464174453,1215700934579399] #NP=560569410 G(Pi(x))=581
[1215700934579459,1215728193146339] #NP=784771982 G(Pi(x))=680
[1215728193146543,1215755451713357] #NP=784785876 G(Pi(x))=539
[1215755451713401,1215782710280351] #NP=784770509 G(Pi(x))=569
[1215782710280429,1215809968847233] #NP=784767092 G(Pi(x))=563
[1215809968847347,1215837227414197] #NP=784779662 G(Pi(x))=551
[1215837227414347,1215864485981281] #NP=784783967 G(Pi(x))=521
[1215864485981329,1215891744548233] #NP=784780644 G(Pi(x))=653
[1215891744548281,1215919003115213] #NP=784751567 G(Pi(x))=531
[1215919003115357,1215948208722661] #NP=840852402 G(Pi(x))=555
[1215948208722727,1215977414330141] #NP=840836292 G(Pi(x))=555
[1215977414330267,1216006619937671] #NP=840839336 G(Pi(x))=597
[1216006619937713,1216035825545089] #NP=840815209 G(Pi(x))=681
[1216035825545183,1216065031152611] #NP=840828582 G(Pi(x))=540
[1216065031152637,1216094236760087] #NP=840800508 G(Pi(x))=485
[1216094236760147,1216123442367577] #NP=840847814 G(Pi(x))=522
[1216123442367593,1216152647975063] #NP=840816972 G(Pi(x))=547
[1216152647975087,1216181853582529] #NP=840817070 G(Pi(x))=566
[1216181853582551,1216211059190003] #NP=840814652 G(Pi(x))=537
[1216211059190053,1216240264797427] #NP=840830373 G(Pi(x))=603
[1216240264797497,1216269470404931] #NP=840839949 G(Pi(x))=690
[1216269470404973,1216298676012449] #NP=840811877 G(Pi(x))=551
[1216298676012449,1216327881619919] #NP=840855183 G(Pi(x))=499
[1216327881619979,1216357087227389] #NP=840811929 G(Pi(x))=495
[1216357087227409,1216386292834849] #NP=840838506 G(Pi(x))=631
[1216386292834919,1216415498442257] #NP=840816868 G(Pi(x))=581
[1216415498442409,1216444704049829] #NP=840846575 G(Pi(x))=725
[1216444704049879,1216473909657301] #NP=840834346 G(Pi(x))=536
[1216473909657329,1216503115264769] #NP=840850744 G(Pi(x))=585
[1216503115264807,1216534267912723] #NP=896866301 G(Pi(x))=529
[1216534267912801,1216565420560723] #NP=896871483 G(Pi(x))=546
[1216565420560793,1216596573208693] #NP=896892058 G(Pi(x))=535
[1216596573208741,1216627725856687] #NP=896876316 G(Pi(x))=584
[1216627725856721,1216658878504637] #NP=896863455 G(Pi(x))=581
[1216658878504669,1216690031152601] #NP=896851084 G(Pi(x))=551
[1216690031152667,1216721183800613] #NP=896874550 G(Pi(x))=521
[1216721183800613,1216752336448577] #NP=896850073 G(Pi(x))=515
[1216752336448601,1216783489096543] #NP=896841388 G(Pi(x))=587
[1216783489096573,1216814641744511] #NP=896897816 G(Pi(x))=589
[1216814641744547,1216845794392369] #NP=896882494 G(Pi(x))=501
[1216845794392573,1216876947040367] #NP=896844461 G(Pi(x))=531
[1216876947040583,1216908099688441] #NP=896898737 G(Pi(x))=556
[1216908099688483,1216939252336421] #NP=896833507 G(Pi(x))=524
[1216939252336529,1216970404984391] #NP=896874835 G(Pi(x))=532
[1216970404984447,1217001557632387] #NP=896850840 G(Pi(x))=573
[1217001557632459,1217032710280307] #NP=896871412 G(Pi(x))=517
[1217032710280397,1217063862928327] #NP=896860873 G(Pi(x))=526
[1217063862928369,1217095015576291] #NP=896861538 G(Pi(x))=505
[1217095015576333,1217126168224283] #NP=896865432 G(Pi(x))=595
[1217126168224513,1217157320872261] #NP=896838557 G(Pi(x))=559
[1217157320872291,1217188473520219] #NP=896842264 G(Pi(x))=530
[1217188473520307,1217219626168201] #NP=896862451 G(Pi(x))=538
[1217219626168219,1217250778816187] #NP=896871688 G(Pi(x))=575
[1217250778816207,1217281931464133] #NP=896876552 G(Pi(x))=612
[1217281931464171,1217313084112009] #NP=896845559 G(Pi(x))=522
[1217313084112159,1217344236760031] #NP=896835757 G(Pi(x))=573
[1217344236760147,1217375389408037] #NP=896859963 G(Pi(x))=570
[1217375389408097,1217406542056039] #NP=896848053 G(Pi(x))=589
[1217406542056141,1217437694703983] #NP=896853006 G(Pi(x))=537
[1217437694704051,1217468847352007] #NP=896872184 G(Pi(x))=519
[1217468847352061,1217499999999973] #NP=896847408 G(Pi(x))=521
[1217500000000043,1217519470404983] #NP=560524229 G(Pi(x))=486
[1217519470404997,1217538940809949] #NP=560528087 G(Pi(x))=525
[1217538940809991,1217558411214913] #NP=560534718 G(Pi(x))=609
[1217558411215001,1217577881619919] #NP=560542178 G(Pi(x))=525
[1217577881619937,1217597352024917] #NP=560513349 G(Pi(x))=534
[1217597352024929,1217616822429827] #NP=560541861 G(Pi(x))=561
[1217616822429923,1217636292834839] #NP=560526263 G(Pi(x))=512
[1217636292834931,1217655763239821] #NP=560569512 G(Pi(x))=609
[1217655763239913,1217675233644847] #NP=560504352 G(Pi(x))=543
[1217675233644917,1217694704049793] #NP=560518678 G(Pi(x))=540
[1217694704049913,1217714174454781] #NP=560522602 G(Pi(x))=547
[1217714174454863,1217733644859793] #NP=560517066 G(Pi(x))=535
[1217733644859821,1217753115264787] #NP=560524016 G(Pi(x))=523
[1217753115264821,1217772585669767] #NP=560525811 G(Pi(x))=530
[1217772585669781,1217792056074757] #NP=560515336 G(Pi(x))=539
[1217792056074799,1217811526479719] #NP=560539985 G(Pi(x))=510
[1217811526479767,1217830996884709] #NP=560519677 G(Pi(x))=547
[1217830996884751,1217850467289679] #NP=560516254 G(Pi(x))=557
[1217850467289739,1217869937694671] #NP=560520242 G(Pi(x))=592
[1217869937694719,1217889408099517] #NP=560537095 G(Pi(x))=581
[1217889408099719,1217908878504589] #NP=560535983 G(Pi(x))=598
[1217908878504677,1217928348909637] #NP=560542102 G(Pi(x))=556
[1217928348909757,1217947819314623] #NP=560509899 G(Pi(x))=505
[1217947819314643,1217967289719601] #NP=560510686 G(Pi(x))=527
[1217967289719793,1217986760124581] #NP=560514464 G(Pi(x))=518
[1217986760124647,1218006230529559] #NP=560527865 G(Pi(x))=510
[1218006230529623,1218025700934461] #NP=560518099 G(Pi(x))=545
[1218025700934569,1218045171339547] #NP=560522315 G(Pi(x))=540
[1218045171339569,1218064641744521] #NP=560521692 G(Pi(x))=565
[1218064641744557,1218084112149439] #NP=560535476 G(Pi(x))=518
[1218084112149523,1218103582554479] #NP=560522920 G(Pi(x))=548
[1218103582554517,1218123052959473] #NP=560521782 G(Pi(x))=545
[1218123052959509,1218142523364451] #NP=560512604 G(Pi(x))=652
[1218142523364527,1218161993769439] #NP=560526010 G(Pi(x))=505
[1218161993769521,1218181464174439] #NP=560505225 G(Pi(x))=545
[1218181464174443,1218200934579397] #NP=560511678 G(Pi(x))=561
[1218200934579437,1218228193146383] #NP=784764498 G(Pi(x))=619
[1218228193146407,1218255451713227] #NP=784715099 G(Pi(x))=580
[1218255451713389,1218282710280341] #NP=784747505 G(Pi(x))=545
[1218282710280409,1218309968847281] #NP=784732738 G(Pi(x))=544
[1218309968847473,1218337227414299] #NP=784698558 G(Pi(x))=612
[1218337227414317,1218364485981263] #NP=784733640 G(Pi(x))=516
[1218364485981301,1218391744548263] #NP=784734077 G(Pi(x))=565
[1218391744548299,1218419003115233] #NP=784733962 G(Pi(x))=533
[1218419003115257,1218448208722649] #NP=840776043 G(Pi(x))=669
[1218448208722739,1218477414330083] #NP=840790839 G(Pi(x))=584
[1218477414330257,1218506619937591] #NP=840776308 G(Pi(x))=589
[1218506619937693,1218535825545113] #NP=840803385 G(Pi(x))=543
[1218535825545179,1218565031152591] #NP=840769107 G(Pi(x))=598
[1218565031152643,1218594236760091] #NP=840751753 G(Pi(x))=534
[1218594236760137,1218623442367579] #NP=840765555 G(Pi(x))=499
[1218623442367613,1218652647975047] #NP=840765425 G(Pi(x))=541
[1218652647975089,1218681853582513] #NP=840784623 G(Pi(x))=541
[1218681853582619,1218711059189989] #NP=840757574 G(Pi(x))=553
[1218711059190043,1218740264797487] #NP=840799525 G(Pi(x))=651
[1218740264797571,1218769470404951] #NP=840773241 G(Pi(x))=679
[1218769470405007,1218798676012447] #NP=840773521 G(Pi(x))=518
[1218798676012471,1218827881619867] #NP=840771135 G(Pi(x))=627
[1218827881619939,1218857087227357] #NP=840745194 G(Pi(x))=508
[1218857087227421,1218886292834801] #NP=840768302 G(Pi(x))=548
[1218886292834891,1218915498442351] #NP=840748960 G(Pi(x))=590
[1218915498442361,1218944704049783] #NP=840770028 G(Pi(x))=573
[1218944704049837,1218973909657199] #NP=840780155 G(Pi(x))=607
[1218973909657327,1219003115264783] #NP=840769696 G(Pi(x))=523
[1219003115264791,1219034267912701] #NP=896841614 G(Pi(x))=505
[1219034267912831,1219065420560737] #NP=896806880 G(Pi(x))=567
[1219065420560749,1219096573208693] #NP=896803781 G(Pi(x))=501
[1219096573208803,1219127725856681] #NP=896807093 G(Pi(x))=501
[1219127725856701,1219158878504579] #NP=896805045 G(Pi(x))=539
[1219158878504731,1219190031152603] #NP=896827919 G(Pi(x))=593
[1219190031152659,1219221183800479] #NP=896805308 G(Pi(x))=529
[1219221183800687,1219252336448579] #NP=896801476 G(Pi(x))=561
[1219252336448611,1219283489096509] #NP=896801495 G(Pi(x))=597
[1219283489096593,1219314641744497] #NP=896819902 G(Pi(x))=521
[1219314641744557,1219345794392507] #NP=896842592 G(Pi(x))=534
[1219345794392521,1219376947040479] #NP=896807867 G(Pi(x))=561
[1219376947040507,1219408099688431] #NP=896826165 G(Pi(x))=529
[1219408099688489,1219439252336399] #NP=896804830 G(Pi(x))=577
[1219439252336453,1219470404984413] #NP=896794343 G(Pi(x))=699
[1219470404984413,1219501557632359] #NP=896803190 G(Pi(x))=527
[1219501557632417,1219532710280329] #NP=896809778 G(Pi(x))=552
[1219532710280369,1219563862928321] #NP=896808361 G(Pi(x))=705
[1219563862928419,1219595015576303] #NP=896830202 G(Pi(x))=525
[1219595015576437,1219626168224281] #NP=896829675 G(Pi(x))=565
[1219626168224297,1219657320872261] #NP=896792311 G(Pi(x))=574
[1219657320872273,1219688473520201] #NP=896810382 G(Pi(x))=721
[1219688473520281,1219719626168201] #NP=896826723 G(Pi(x))=547
[1219719626168237,1219750778816117] #NP=896789993 G(Pi(x))=516
[1219750778816209,1219781931464137] #NP=896806860 G(Pi(x))=563
[1219781931464197,1219813084112123] #NP=896804746 G(Pi(x))=560
[1219813084112143,1219844236760063] #NP=896802083 G(Pi(x))=585
[1219844236760129,1219875389408083] #NP=896831433 G(Pi(x))=536
[1219875389408089,1219906542056047] #NP=896796315 G(Pi(x))=521
[1219906542056101,1219937694704009] #NP=896812078 G(Pi(x))=596
[1219937694704063,1219968847351901] #NP=896818211 G(Pi(x))=525
[1219968847352069,1219999999999919] #NP=896795193 G(Pi(x))=519
[1220000000000021,1220019470404961] #NP=560501851 G(Pi(x))=531
[1220019470405011,1220038940809873] #NP=560496588 G(Pi(x))=551
[1220038940809981,1220058411214901] #NP=560489141 G(Pi(x))=553
[1220058411214963,1220077881619913] #NP=560486816 G(Pi(x))=521
[1220077881619939,1220097352024907] #NP=560510532 G(Pi(x))=537
[1220097352024933,1220116822429903] #NP=560498859 G(Pi(x))=526
[1220116822429913,1220136292834829] #NP=560488895 G(Pi(x))=553
[1220136292834933,1220155763239871] #NP=560507692 G(Pi(x))=522
[1220155763239873,1220175233644847] #NP=560472073 G(Pi(x))=514
[1220175233644867,1220194704049823] #NP=560472061 G(Pi(x))=534
[1220194704049847,1220214174454813] #NP=560496712 G(Pi(x))=601
[1220214174454843,1220233644859771] #NP=560517563 G(Pi(x))=516
[1220233644859837,1220253115264721] #NP=560484520 G(Pi(x))=467
[1220253115264817,1220272585669751] #NP=560505367 G(Pi(x))=510
[1220272585669793,1220292056074747] #NP=560502219 G(Pi(x))=557
[1220292056074789,1220311526479733] #NP=560518003 G(Pi(x))=533
[1220311526479823,1220330996884673] #NP=560498877 G(Pi(x))=557
[1220330996884837,1220350467289669] #NP=560502817 G(Pi(x))=496
[1220350467289823,1220369937694673] #NP=560504404 G(Pi(x))=499
[1220369937694697,1220389408099637] #NP=560480798 G(Pi(x))=584
[1220389408099681,1220408878504591] #NP=560500908 G(Pi(x))=617
[1220408878504679,1220428348909513] #NP=560487295 G(Pi(x))=563
[1220428348909673,1220447819314631] #NP=560492983 G(Pi(x))=506
[1220447819314649,1220467289719567] #NP=560481666 G(Pi(x))=630
[1220467289719661,1220486760124561] #NP=560513625 G(Pi(x))=504
[1220486760124601,1220506230529577] #NP=560487204 G(Pi(x))=571
[1220506230529643,1220525700934541] #NP=560516384 G(Pi(x))=502
[1220525700934619,1220545171339523] #NP=560483088 G(Pi(x))=529
[1220545171339583,1220564641744507] #NP=560501487 G(Pi(x))=555
[1220564641744541,1220584112149499] #NP=560474561 G(Pi(x))=484
[1220584112149603,1220603582554469] #NP=560501689 G(Pi(x))=511
[1220603582554511,1220623052959487] #NP=560474508 G(Pi(x))=519
[1220623052959501,1220642523364447] #NP=560495533 G(Pi(x))=596
[1220642523364499,1220661993769417] #NP=560486768 G(Pi(x))=593
[1220661993769483,1220681464174439] #NP=560496711 G(Pi(x))=515
[1220681464174507,1220700934579403] #NP=560483793 G(Pi(x))=515
[1220700934579433,1220728193146391] #NP=784673316 G(Pi(x))=549
[1220728193146409,1220755451713333] #NP=784684034 G(Pi(x))=517
[1220755451713423,1220782710280327] #NP=784680667 G(Pi(x))=621
[1220782710280403,1220809968847333] #NP=784693941 G(Pi(x))=518
[1220809968847349,1220837227414267] #NP=784690985 G(Pi(x))=495
[1220837227414339,1220864485981289] #NP=784688579 G(Pi(x))=592
[1220864485981321,1220891744548247] #NP=784671296 G(Pi(x))=604
[1220891744548303,1220919003115129] #NP=784671490 G(Pi(x))=597
[1220919003115249,1220948208722707] #NP=840730082 G(Pi(x))=541
[1220948208722747,1220977414330199] #NP=840750808 G(Pi(x))=585
[1220977414330207,1221006619937659] #NP=840744423 G(Pi(x))=503
[1221006619937681,1221035825545139] #NP=840710469 G(Pi(x))=545
[1221035825545157,1221065031152633] #NP=840738864 G(Pi(x))=551
[1221065031152633,1221094236760109] #NP=840698899 G(Pi(x))=545
[1221094236760121,1221123442367561] #NP=840744112 G(Pi(x))=536
[1221123442367593,1221152647975049] #NP=840728555 G(Pi(x))=529
[1221152647975093,1221181853582443] #NP=840747796 G(Pi(x))=547
[1221181853582563,1221211059189997] #NP=840742787 G(Pi(x))=543
[1221211059190019,1221240264797489] #NP=840715512 G(Pi(x))=542
[1221240264797569,1221269470404967] #NP=840714077 G(Pi(x))=536
[1221269470405051,1221298676012407] #NP=840728715 G(Pi(x))=631
[1221298676012483,1221327881619899] #NP=840717398 G(Pi(x))=547
[1221327881619947,1221357087227359] #NP=840693122 G(Pi(x))=590
[1221357087227411,1221386292834871] #NP=840733404 G(Pi(x))=561
[1221386292835031,1221415498442341] #NP=840720925 G(Pi(x))=551
[1221415498442443,1221444704049833] #NP=840720891 G(Pi(x))=519
[1221444704049883,1221473909657273] #NP=840741122 G(Pi(x))=591
[1221473909657317,1221503115264781] #NP=840718434 G(Pi(x))=543
[1221503115264791,1221534267912733] #NP=896755191 G(Pi(x))=600
[1221534267912767,1221565420560673] #NP=896768775 G(Pi(x))=539
[1221565420560769,1221596573208707] #NP=896770311 G(Pi(x))=561
[1221596573208733,1221627725856673] #NP=896773428 G(Pi(x))=531
[1221627725856689,1221658878504577] #NP=896749149 G(Pi(x))=539
[1221658878504781,1221690031152587] #NP=896775456 G(Pi(x))=501
[1221690031152667,1221721183800599] #NP=896766885 G(Pi(x))=539
[1221721183800617,1221752336448467] #NP=896769735 G(Pi(x))=539
[1221752336448619,1221783489096493] #NP=896754649 G(Pi(x))=562
[1221783489096581,1221814641744517] #NP=896730971 G(Pi(x))=567
[1221814641744617,1221845794392511] #NP=896751204 G(Pi(x))=625
[1221845794392529,1221876947040479] #NP=896773567 G(Pi(x))=594
[1221876947040613,1221908099688457] #NP=896774281 G(Pi(x))=534
[1221908099688491,1221939252336421] #NP=896779399 G(Pi(x))=567
[1221939252336457,1221970404984403] #NP=896749859 G(Pi(x))=609
[1221970404984421,1222001557632377] #NP=896775803 G(Pi(x))=540
[1222001557632419,1222032710280331] #NP=896753722 G(Pi(x))=493
[1222032710280367,1222063862928313] #NP=896775759 G(Pi(x))=533
[1222063862928343,1222095015576313] #NP=896730093 G(Pi(x))=573
[1222095015576313,1222126168224139] #NP=896769199 G(Pi(x))=563
[1222126168224289,1222157320872217] #NP=896729926 G(Pi(x))=530
[1222157320872353,1222188473520221] #NP=896773747 G(Pi(x))=603
[1222188473520239,1222219626168199] #NP=896754279 G(Pi(x))=621
[1222219626168257,1222250778816169] #NP=896751727 G(Pi(x))=557
[1222250778816211,1222281931464047] #NP=896757097 G(Pi(x))=607
[1222281931464199,1222313084112137] #NP=896744581 G(Pi(x))=527
[1222313084112143,1222344236760109] #NP=896751372 G(Pi(x))=579
[1222344236760121,1222375389408013] #NP=896743391 G(Pi(x))=553
[1222375389408133,1222406542056061] #NP=896770173 G(Pi(x))=551
[1222406542056067,1222437694703999] #NP=896721457 G(Pi(x))=583
[1222437694704089,1222468847351993] #NP=896753313 G(Pi(x))=581
[1222468847352059,1222499999999981] #NP=896732352 G(Pi(x))=531
[1222500000000007,1222519470404963] #NP=560483071 G(Pi(x))=525
[1222519470404989,1222538940809959] #NP=560472924 G(Pi(x))=521
[1222538940810023,1222558411214867] #NP=560455413 G(Pi(x))=533
[1222558411214977,1222577881619923] #NP=560474695 G(Pi(x))=571
[1222577881619977,1222597352024903] #NP=560452243 G(Pi(x))=552
[1222597352024947,1222616822429837] #NP=560469906 G(Pi(x))=503
[1222616822429917,1222636292834813] #NP=560466622 G(Pi(x))=709
[1222636292834941,1222655763239857] #NP=560458801 G(Pi(x))=551
[1222655763239993,1222675233644827] #NP=560466962 G(Pi(x))=491
[1222675233644857,1222694704049803] #NP=560466140 G(Pi(x))=563
[1222694704049881,1222714174454821] #NP=560481591 G(Pi(x))=585
[1222714174454831,1222733644859711] #NP=560440622 G(Pi(x))=559
[1222733644859849,1222753115264773] #NP=560481579 G(Pi(x))=533
[1222753115264831,1222772585669773] #NP=560457314 G(Pi(x))=505
[1222772585669813,1222792056074657] #NP=560461805 G(Pi(x))=558
[1222792056074791,1222811526479717] #NP=560457782 G(Pi(x))=517
[1222811526479789,1222830996884647] #NP=560466085 G(Pi(x))=577
[1222830996884729,1222850467289707] #NP=560449331 G(Pi(x))=541
[1222850467289747,1222869937694693] #NP=560456877 G(Pi(x))=553
[1222869937694711,1222889408099663] #NP=560444585 G(Pi(x))=579
[1222889408099699,1222908878504657] #NP=560465078 G(Pi(x))=555
[1222908878504671,1222928348909549] #NP=560466954 G(Pi(x))=522
[1222928348909689,1222947819314623] #NP=560460182 G(Pi(x))=505
[1222947819314647,1222967289719521] #NP=560465587 G(Pi(x))=546
[1222967289719639,1222986760124557] #NP=560460583 G(Pi(x))=519
[1222986760124609,1223006230529539] #NP=560465613 G(Pi(x))=543
[1223006230529647,1223025700934519] #NP=560461768 G(Pi(x))=625
[1223025700934599,1223045171339543] #NP=560456672 G(Pi(x))=604
[1223045171339671,1223064641744531] #NP=560477435 G(Pi(x))=503
[1223064641744551,1223084112149507] #NP=560452533 G(Pi(x))=561
[1223084112149597,1223103582554467] #NP=560451958 G(Pi(x))=483
[1223103582554509,1223123052959453] #NP=560460185 G(Pi(x))=588
[1223123052959497,1223142523364467] #NP=560437535 G(Pi(x))=529
[1223142523364513,1223161993769453] #NP=560461580 G(Pi(x))=527
[1223161993769531,1223181464174387] #NP=560461041 G(Pi(x))=607
[1223181464174459,1223200934579399] #NP=560452269 G(Pi(x))=522
[1223200934579441,1223228193146357] #NP=784642048 G(Pi(x))=508
[1223228193146423,1223255451713359] #NP=784638306 G(Pi(x))=577
[1223255451713381,1223282710280339] #NP=784647189 G(Pi(x))=566
[1223282710280429,1223309968847333] #NP=784651902 G(Pi(x))=588
[1223309968847371,1223337227414207] #NP=784627003 G(Pi(x))=574
[1223337227414353,1223364485981291] #NP=784613910 G(Pi(x))=525
[1223364485981329,1223391744548263] #NP=784655190 G(Pi(x))=503
[1223391744548291,1223419003115147] #NP=784649037 G(Pi(x))=554
[1223419003115299,1223448208722713] #NP=840664850 G(Pi(x))=538
[1223448208722739,1223477414330123] #NP=840669186 G(Pi(x))=583
[1223477414330207,1223506619937671] #NP=840688903 G(Pi(x))=506
[1223506619937757,1223535825545113] #NP=840653717 G(Pi(x))=553
[1223535825545167,1223565031152601] #NP=840699488 G(Pi(x))=520
[1223565031152649,1223594236760099] #NP=840687984 G(Pi(x))=537
[1223594236760111,1223623442367559] #NP=840688476 G(Pi(x))=542
[1223623442367607,1223652647975053] #NP=840686540 G(Pi(x))=541
[1223652647975071,1223681853582541] #NP=840666913 G(Pi(x))=518
[1223681853582541,1223711059189901] #NP=840649067 G(Pi(x))=576
[1223711059190063,1223740264797481] #NP=840676600 G(Pi(x))=519
[1223740264797541,1223769470404951] #NP=840666983 G(Pi(x))=498
[1223769470404993,1223798676012439] #NP=840667325 G(Pi(x))=540
[1223798676012491,1223827881619913] #NP=840672494 G(Pi(x))=565
[1223827881619951,1223857087227377] #NP=840660917 G(Pi(x))=597
[1223857087227427,1223886292834861] #NP=840658224 G(Pi(x))=572
[1223886292834901,1223915498442323] #NP=840671521 G(Pi(x))=540
[1223915498442407,1223944704049819] #NP=840691788 G(Pi(x))=569
[1223944704049841,1223973909657223] #NP=840673690 G(Pi(x))=713
[1223973909657349,1224003115264757] #NP=840679583 G(Pi(x))=561
[1224003115264801,1224034267912763] #NP=896702822 G(Pi(x))=587
[1224034267912763,1224065420560687] #NP=896723093 G(Pi(x))=504
[1224065420560781,1224096573208633] #NP=896702818 G(Pi(x))=524
[1224096573208781,1224127725856663] #NP=896711181 G(Pi(x))=553
[1224127725856759,1224158878504643] #NP=896718196 G(Pi(x))=623
[1224158878504669,1224190031152631] #NP=896740370 G(Pi(x))=552
[1224190031152687,1224221183800607] #NP=896688992 G(Pi(x))=517
[1224221183800627,1224252336448571] #NP=896736749 G(Pi(x))=509
[1224252336448597,1224283489096559] #NP=896705602 G(Pi(x))=543
[1224283489096573,1224314641744483] #NP=896685912 G(Pi(x))=561
[1224314641744559,1224345794392499] #NP=896714524 G(Pi(x))=569
[1224345794392537,1224376947040487] #NP=896720493 G(Pi(x))=522
[1224376947040517,1224408099688441] #NP=896729643 G(Pi(x))=621
[1224408099688471,1224439252336379] #NP=896708444 G(Pi(x))=543
[1224439252336471,1224470404984283] #NP=896708731 G(Pi(x))=567
[1224470404984417,1224501557632387] #NP=896713026 G(Pi(x))=565
[1224501557632429,1224532710280349] #NP=896690862 G(Pi(x))=517
[1224532710280379,1224563862928319] #NP=896698902 G(Pi(x))=507
[1224563862928519,1224595015576277] #NP=896726786 G(Pi(x))=586
[1224595015576327,1224626168224219] #NP=896676945 G(Pi(x))=521
[1224626168224379,1224657320872241] #NP=896687803 G(Pi(x))=566
[1224657320872289,1224688473520229] #NP=896683561 G(Pi(x))=585
[1224688473520297,1224719626168201] #NP=896713997 G(Pi(x))=615
[1224719626168231,1224750778816183] #NP=896686193 G(Pi(x))=571
[1224750778816211,1224781931464141] #NP=896692297 G(Pi(x))=542
[1224781931464181,1224813084112117] #NP=896705973 G(Pi(x))=549
[1224813084112141,1224844236760103] #NP=896696471 G(Pi(x))=515
[1224844236760121,1224875389408031] #NP=896666261 G(Pi(x))=617
[1224875389408129,1224906542056051] #NP=896711704 G(Pi(x))=564
[1224906542056069,1224937694704021] #NP=896686182 G(Pi(x))=569
[1224937694704063,1224968847352001] #NP=896702225 G(Pi(x))=559
[1224968847352051,1224999999999977] #NP=896662516 G(Pi(x))=545
[1225000000000027,1225019470404973] #NP=560437102 G(Pi(x))=533
[1225019470405033,1225038940809967] #NP=560417683 G(Pi(x))=638
[1225038940809973,1225058411214871] #NP=560419062 G(Pi(x))=603
[1225058411215013,1225077881619929] #NP=560438075 G(Pi(x))=539
[1225077881619959,1225097352024913] #NP=560445663 G(Pi(x))=623
[1225097352024971,1225116822429853] #NP=560440160 G(Pi(x))=483
[1225116822429943,1225136292834833] #NP=560438356 G(Pi(x))=609
[1225136292834911,1225155763239833] #NP=560416958 G(Pi(x))=529
[1225155763240001,1225175233644851] #NP=560434424 G(Pi(x))=569
[1225175233644871,1225194704049809] #NP=560419926 G(Pi(x))=526
[1225194704049907,1225214174454821] #NP=560445947 G(Pi(x))=550
[1225214174454827,1225233644859793] #NP=560432228 G(Pi(x))=549
[1225233644859811,1225253115264791] #NP=560425234 G(Pi(x))=595
[1225253115264821,1225272585669761] #NP=560433908 G(Pi(x))=543
[1225272585669787,1225292056074677] #NP=560441022 G(Pi(x))=543
[1225292056074767,1225311526479643] #NP=560405466 G(Pi(x))=537
[1225311526479749,1225330996884719] #NP=560440048 G(Pi(x))=615
[1225330996884763,1225350467289679] #NP=560449186 G(Pi(x))=531
[1225350467289841,1225369937694689] #NP=560425202 G(Pi(x))=516
[1225369937694787,1225389408099643] #NP=560431422 G(Pi(x))=533
[1225389408099719,1225408878504623] #NP=560419782 G(Pi(x))=500
[1225408878504731,1225428348909463] #NP=560437236 G(Pi(x))=497
[1225428348909697,1225447819314619] #NP=560430674 G(Pi(x))=547
[1225447819314671,1225467289719613] #NP=560431232 G(Pi(x))=577
[1225467289719679,1225486760124533] #NP=560429020 G(Pi(x))=612
[1225486760124637,1225506230529421] #NP=560434644 G(Pi(x))=575
[1225506230529601,1225525700934559] #NP=560402231 G(Pi(x))=503
[1225525700934671,1225545171339497] #NP=560434700 G(Pi(x))=529
[1225545171339553,1225564641744533] #NP=560408489 G(Pi(x))=528
[1225564641744593,1225584112149511] #NP=560409952 G(Pi(x))=525
[1225584112149571,1225603582554497] #NP=560415172 G(Pi(x))=583
[1225603582554521,1225623052959443] #NP=560422977 G(Pi(x))=545
[1225623052959493,1225642523364461] #NP=560443419 G(Pi(x))=505
[1225642523364491,1225661993769407] #NP=560438896 G(Pi(x))=569
[1225661993769487,1225681464174403] #NP=560430651 G(Pi(x))=619
[1225681464174509,1225700934579397] #NP=560410975 G(Pi(x))=558
[1225700934579449,1225728193146283] #NP=784584500 G(Pi(x))=565
[1225728193146451,1225755451713319] #NP=784587524 G(Pi(x))=551
[1225755451713407,1225782710280263] #NP=784615317 G(Pi(x))=542
[1225782710280383,1225809968847323] #NP=784615537 G(Pi(x))=594
[1225809968847353,1225837227414259] #NP=784595591 G(Pi(x))=509
[1225837227414329,1225864485981283] #NP=784598147 G(Pi(x))=602
[1225864485981449,1225891744548239] #NP=784569276 G(Pi(x))=558
[1225891744548281,1225919003115101] #NP=784575074 G(Pi(x))=553
[1225919003115283,1225948208722673] #NP=840632564 G(Pi(x))=551
[1225948208722733,1225977414330157] #NP=840621902 G(Pi(x))=570
[1225977414330203,1226006619937669] #NP=840623271 G(Pi(x))=555
[1226006619937753,1226035825545077] #NP=840626618 G(Pi(x))=550
[1226035825545163,1226065031152603] #NP=840630449 G(Pi(x))=563
[1226065031152651,1226094236760079] #NP=840638143 G(Pi(x))=583
[1226094236760119,1226123442367559] #NP=840645495 G(Pi(x))=516
[1226123442367601,1226152647974993] #NP=840645524 G(Pi(x))=535
[1226152647975121,1226181853582541] #NP=840629857 G(Pi(x))=633
[1226181853582541,1226211059189969] #NP=840617263 G(Pi(x))=510
[1226211059190023,1226240264797481] #NP=840638999 G(Pi(x))=528
[1226240264797549,1226269470404971] #NP=840638477 G(Pi(x))=528
[1226269470405059,1226298676012447] #NP=840616967 G(Pi(x))=549
[1226298676012451,1226327881619899] #NP=840590823 G(Pi(x))=576
[1226327881619927,1226357087227369] #NP=840617441 G(Pi(x))=543
[1226357087227411,1226386292834873] #NP=840600393 G(Pi(x))=585
[1226386292834881,1226415498442291] #NP=840650628 G(Pi(x))=538
[1226415498442417,1226444704049813] #NP=840614217 G(Pi(x))=612
[1226444704049861,1226473909657309] #NP=840621141 G(Pi(x))=548
[1226473909657333,1226503115264717] #NP=840614659 G(Pi(x))=501
[1226503115264827,1226534267912749] #NP=896657227 G(Pi(x))=693
[1226534267912783,1226565420560737] #NP=896669349 G(Pi(x))=567
[1226565420560741,1226596573208711] #NP=896652736 G(Pi(x))=561
[1226596573208723,1226627725856671] #NP=896652252 G(Pi(x))=614
[1226627725856777,1226658878504651] #NP=896638226 G(Pi(x))=605
[1226658878504699,1226690031152633] #NP=896662599 G(Pi(x))=589
[1226690031152699,1226721183800599] #NP=896675474 G(Pi(x))=551
[1226721183800617,1226752336448491] #NP=896691689 G(Pi(x))=655
[1226752336448609,1226783489096537] #NP=896648142 G(Pi(x))=569
[1226783489096603,1226814641744477] #NP=896673488 G(Pi(x))=493
[1226814641744539,1226845794392503] #NP=896667703 G(Pi(x))=604
[1226845794392527,1226876947040483] #NP=896654047 G(Pi(x))=572
[1226876947040489,1226908099688429] #NP=896649787 G(Pi(x))=588
[1226908099688519,1226939252336389] #NP=896670457 G(Pi(x))=513
[1226939252336513,1226970404984407] #NP=896680537 G(Pi(x))=570
[1226970404984417,1227001557632371] #NP=896648287 G(Pi(x))=589
[1227001557632467,1227032710280353] #NP=896663389 G(Pi(x))=569
[1227032710280371,1227063862928333] #NP=896642484 G(Pi(x))=535
[1227063862928551,1227095015576251] #NP=896611149 G(Pi(x))=587
[1227095015576321,1227126168224267] #NP=896654335 G(Pi(x))=549
[1227126168224303,1227157320872257] #NP=896653240 G(Pi(x))=507
[1227157320872297,1227188473520221] #NP=896623404 G(Pi(x))=539
[1227188473520263,1227219626168213] #NP=896633468 G(Pi(x))=625
[1227219626168213,1227250778816173] #NP=896645813 G(Pi(x))=557
[1227250778816207,1227281931464137] #NP=896639271 G(Pi(x))=517
[1227281931464179,1227313084112069] #NP=896663852 G(Pi(x))=515
[1227313084112161,1227344236760113] #NP=896646784 G(Pi(x))=617
[1227344236760113,1227375389408083] #NP=896660682 G(Pi(x))=552
[1227375389408123,1227406542056047] #NP=896636594 G(Pi(x))=557
[1227406542056143,1227437694703967] #NP=896646530 G(Pi(x))=533
[1227437694704069,1227468847352009] #NP=896622972 G(Pi(x))=509
[1227468847352023,1227499999999937] #NP=896657358 G(Pi(x))=500
[1227500000000003,1227519470404967] #NP=560378586 G(Pi(x))=521
[1227519470405057,1227538940809901] #NP=560405515 G(Pi(x))=528
[1227538940809981,1227558411214951] #NP=560386494 G(Pi(x))=525
[1227558411214991,1227577881619907] #NP=560392702 G(Pi(x))=599
[1227577881619981,1227597352024907] #NP=560382748 G(Pi(x))=567
[1227597352024951,1227616822429891] #NP=560385061 G(Pi(x))=511
[1227616822429967,1227636292834873] #NP=560391763 G(Pi(x))=551
[1227636292834907,1227655763239783] #NP=560411232 G(Pi(x))=651
[1227655763239891,1227675233644831] #NP=560404762 G(Pi(x))=633
[1227675233644883,1227694704049829] #NP=560397223 G(Pi(x))=532
[1227694704049843,1227714174454751] #NP=560407937 G(Pi(x))=551
[1227714174454841,1227733644859807] #NP=560386200 G(Pi(x))=577
[1227733644859849,1227753115264777] #NP=560408139 G(Pi(x))=545
[1227753115264813,1227772585669639] #NP=560385220 G(Pi(x))=549
[1227772585669783,1227792056074729] #NP=560400379 G(Pi(x))=609
[1227792056074813,1227811526479709] #NP=560397060 G(Pi(x))=521
[1227811526479753,1227830996884627] #NP=560390515 G(Pi(x))=536
[1227830996884753,1227850467289681] #NP=560399514 G(Pi(x))=493
[1227850467289717,1227869937694693] #NP=560388426 G(Pi(x))=530
[1227869937694721,1227889408099661] #NP=560411170 G(Pi(x))=525
[1227889408099709,1227908878504639] #NP=560373785 G(Pi(x))=581
[1227908878504669,1227928348909589] #NP=560386069 G(Pi(x))=589
[1227928348909657,1227947819314607] #NP=560408604 G(Pi(x))=537
[1227947819314649,1227967289719613] #NP=560398617 G(Pi(x))=549
[1227967289719699,1227986760124589] #NP=560398125 G(Pi(x))=533
[1227986760124601,1228006230529567] #NP=560395426 G(Pi(x))=611
[1228006230529607,1228025700934553] #NP=560397082 G(Pi(x))=513
[1228025700934639,1228045171339541] #NP=560407669 G(Pi(x))=563
[1228045171339561,1228064641744429] #NP=560389213 G(Pi(x))=635
[1228064641744573,1228084112149519] #NP=560375541 G(Pi(x))=561
[1228084112149529,1228103582554487] #NP=560376661 G(Pi(x))=577
[1228103582554631,1228123052959447] #NP=560401393 G(Pi(x))=565
[1228123052959507,1228142523364457] #NP=560395107 G(Pi(x))=588
[1228142523364489,1228161993769433] #NP=560409492 G(Pi(x))=628
[1228161993769471,1228181464174421] #NP=560411611 G(Pi(x))=555
[1228181464174451,1228200934579387] #NP=560391478 G(Pi(x))=524
[1228200934579513,1228228193146393] #NP=784524263 G(Pi(x))=577
[1228228193146441,1228255451713343] #NP=784543926 G(Pi(x))=537
[1228255451713393,1228282710280337] #NP=784528302 G(Pi(x))=569
[1228282710280391,1228309968847327] #NP=784537339 G(Pi(x))=541
[1228309968847343,1228337227414303] #NP=784568029 G(Pi(x))=511
[1228337227414351,1228364485981271] #NP=784533695 G(Pi(x))=633
[1228364485981307,1228391744548249] #NP=784570406 G(Pi(x))=643
[1228391744548273,1228419003115243] #NP=784545081 G(Pi(x))=561
[1228419003115253,1228448208722689] #NP=840571460 G(Pi(x))=582
[1228448208722741,1228477414330157] #NP=840578465 G(Pi(x))=521
[1228477414330207,1228506619937591] #NP=840606429 G(Pi(x))=527
[1228506619937687,1228535825545151] #NP=840535387 G(Pi(x))=628
[1228535825545163,1228565031152623] #NP=840571698 G(Pi(x))=559
[1228565031152677,1228594236760073] #NP=840572150 G(Pi(x))=541
[1228594236760117,1228623442367561] #NP=840580430 G(Pi(x))=543
[1228623442367597,1228652647975061] #NP=840566266 G(Pi(x))=555
[1228652647975073,1228681853582527] #NP=840575643 G(Pi(x))=521
[1228681853582581,1228711059190003] #NP=840585204 G(Pi(x))=533
[1228711059190051,1228740264797491] #NP=840588817 G(Pi(x))=562
[1228740264797567,1228769470404947] #NP=840580487 G(Pi(x))=539
[1228769470404979,1228798676012399] #NP=840560329 G(Pi(x))=555
[1228798676012461,1228827881619911] #NP=840577504 G(Pi(x))=535
[1228827881619929,1228857087227383] #NP=840568123 G(Pi(x))=513
[1228857087227431,1228886292834877] #NP=840559505 G(Pi(x))=532
[1228886292835027,1228915498442353] #NP=840569956 G(Pi(x))=529
[1228915498442441,1228944704049823] #NP=840588969 G(Pi(x))=543
[1228944704049841,1228973909657281] #NP=840571650 G(Pi(x))=541
[1228973909657317,1229003115264773] #NP=840588795 G(Pi(x))=527
[1229003115264797,1229034267912721] #NP=896581421 G(Pi(x))=537
[1229034267912793,1229065420560671] #NP=896609417 G(Pi(x))=532
[1229065420560749,1229096573208661] #NP=896583082 G(Pi(x))=545
[1229096573208773,1229127725856673] #NP=896591197 G(Pi(x))=543
[1229127725856761,1229158878504653] #NP=896607981 G(Pi(x))=542
[1229158878504673,1229190031152631] #NP=896601590 G(Pi(x))=505
[1229190031152653,1229221183800593] #NP=896597645 G(Pi(x))=534
[1229221183800629,1229252336448553] #NP=896614097 G(Pi(x))=540
[1229252336448593,1229283489096517] #NP=896596985 G(Pi(x))=557
[1229283489096599,1229314641744383] #NP=896585469 G(Pi(x))=599
[1229314641744551,1229345794392503] #NP=896612534 G(Pi(x))=527
[1229345794392563,1229376947040481] #NP=896600395 G(Pi(x))=527
[1229376947040509,1229408099688421] #NP=896601049 G(Pi(x))=525
[1229408099688469,1229439252336409] #NP=896616127 G(Pi(x))=493
[1229439252336527,1229470404984401] #NP=896629047 G(Pi(x))=685
[1229470404984427,1229501557632343] #NP=896598374 G(Pi(x))=530
[1229501557632391,1229532710280319] #NP=896599942 G(Pi(x))=517
[1229532710280379,1229563862928283] #NP=896585300 G(Pi(x))=571
[1229563862928371,1229595015576311] #NP=896588410 G(Pi(x))=520
[1229595015576379,1229626168224287] #NP=896613458 G(Pi(x))=595
[1229626168224301,1229657320872241] #NP=896579766 G(Pi(x))=555
[1229657320872367,1229688473520233] #NP=896590643 G(Pi(x))=526
[1229688473520251,1229719626168169] #NP=896585897 G(Pi(x))=599
[1229719626168217,1229750778816149] #NP=896586439 G(Pi(x))=565
[1229750778816193,1229781931464161] #NP=896587633 G(Pi(x))=624
[1229781931464211,1229813084112133] #NP=896619195 G(Pi(x))=541
[1229813084112163,1229844236760103] #NP=896583274 G(Pi(x))=545
[1229844236760127,1229875389408047] #NP=896580105 G(Pi(x))=611
[1229875389408091,1229906542056037] #NP=896591320 G(Pi(x))=549
[1229906542056097,1229937694704013] #NP=896597373 G(Pi(x))=535
[1229937694704041,1229968847351963] #NP=896596347 G(Pi(x))=517
[1229968847352017,1229999999999977] #NP=896607671 G(Pi(x))=553
[1230000000000017,1230019470404981] #NP=560357929 G(Pi(x))=538
[1230019470404993,1230038940809909] #NP=560374410 G(Pi(x))=543
[1230038940809983,1230058411214933] #NP=560377687 G(Pi(x))=499
[1230058411215043,1230077881619911] #NP=560374377 G(Pi(x))=539
[1230077881619959,1230097352024861] #NP=560373971 G(Pi(x))=547
[1230097352024921,1230116822429903] #NP=560381890 G(Pi(x))=565
[1230116822429909,1230136292834887] #NP=560370518 G(Pi(x))=585
[1230136292834959,1230155763239761] #NP=560358989 G(Pi(x))=579
[1230155763239927,1230175233644843] #NP=560367230 G(Pi(x))=546
[1230175233644869,1230194704049821] #NP=560356640 G(Pi(x))=606
[1230194704049867,1230214174454813] #NP=560343569 G(Pi(x))=533
[1230214174454849,1230233644859749] #NP=560359534 G(Pi(x))=533
[1230233644859809,1230253115264731] #NP=560388146 G(Pi(x))=554
[1230253115264821,1230272585669753] #NP=560359323 G(Pi(x))=549
[1230272585669783,1230292056074743] #NP=560375242 G(Pi(x))=565
[1230292056074773,1230311526479723] #NP=560335828 G(Pi(x))=479
[1230311526479753,1230330996884641] #NP=560365645 G(Pi(x))=550
[1230330996884789,1230350467289693] #NP=560349458 G(Pi(x))=544
[1230350467289719,1230369937694671] #NP=560357132 G(Pi(x))=549
[1230369937694713,1230389408099651] #NP=560388600 G(Pi(x))=525
[1230389408099693,1230408878504647] #NP=560388566 G(Pi(x))=487
[1230408878504683,1230428348909629] #NP=560347373 G(Pi(x))=523
[1230428348909651,1230447819314621] #NP=560355235 G(Pi(x))=525
[1230447819314633,1230467289719579] #NP=560343995 G(Pi(x))=565
[1230467289719669,1230486760124593] #NP=560357367 G(Pi(x))=511
[1230486760124617,1230506230529519] #NP=560360291 G(Pi(x))=515
[1230506230529591,1230525700934567] #NP=560359517 G(Pi(x))=495
[1230525700934573,1230545171339543] #NP=560384319 G(Pi(x))=545
[1230545171339579,1230564641744533] #NP=560369945 G(Pi(x))=595
[1230564641744591,1230584112149477] #NP=560365164 G(Pi(x))=527
[1230584112149531,1230603582554471] #NP=560352514 G(Pi(x))=581
[1230603582554587,1230623052959437] #NP=560355290 G(Pi(x))=501
[1230623052959549,1230642523364369] #NP=560363632 G(Pi(x))=536
[1230642523364491,1230661993769387] #NP=560355597 G(Pi(x))=519
[1230661993769503,1230681464174431] #NP=560339420 G(Pi(x))=533
[1230681464174543,1230700934579419] #NP=560380891 G(Pi(x))=526
[1230700934579429,1230728193146393] #NP=784504750 G(Pi(x))=565
[1230728193146407,1230755451713371] #NP=784497893 G(Pi(x))=565
[1230755451713441,1230782710280341] #NP=784487594 G(Pi(x))=541
[1230782710280447,1230809968847317] #NP=784496512 G(Pi(x))=595
[1230809968847339,1230837227414309] #NP=784474727 G(Pi(x))=647
[1230837227414357,1230864485981279] #NP=784507920 G(Pi(x))=533
[1230864485981311,1230891744548267] #NP=784484855 G(Pi(x))=698
[1230891744548327,1230919003115239] #NP=784485706 G(Pi(x))=582
[1230919003115257,1230948208722689] #NP=840541139 G(Pi(x))=521
[1230948208722761,1230977414330161] #NP=840539652 G(Pi(x))=572
[1230977414330227,1231006619937629] #NP=840555035 G(Pi(x))=533
[1231006619937739,1231035825545089] #NP=840554366 G(Pi(x))=565
[1231035825545171,1231065031152631] #NP=840528177 G(Pi(x))=563
[1231065031152653,1231094236760081] #NP=840525685 G(Pi(x))=499
[1231094236760117,1231123442367569] #NP=840517495 G(Pi(x))=506
[1231123442367593,1231152647975039] #NP=840558560 G(Pi(x))=558
[1231152647975069,1231181853582539] #NP=840524626 G(Pi(x))=552
[1231181853582553,1231211059189999] #NP=840516176 G(Pi(x))=550
[1231211059190029,1231240264797481] #NP=840524768 G(Pi(x))=537
[1231240264797547,1231269470404969] #NP=840507297 G(Pi(x))=530
[1231269470404997,1231298676012443] #NP=840535595 G(Pi(x))=539
[1231298676012469,1231327881619921] #NP=840529078 G(Pi(x))=497
[1231327881619933,1231357087227383] #NP=840519579 G(Pi(x))=577
[1231357087227529,1231386292834843] #NP=840523374 G(Pi(x))=527
[1231386292834891,1231415498442313] #NP=840521157 G(Pi(x))=589
[1231415498442419,1231444704049801] #NP=840528240 G(Pi(x))=595
[1231444704049837,1231473909657301] #NP=840506552 G(Pi(x))=580
[1231473909657317,1231503115264673] #NP=840525417 G(Pi(x))=517
[1231503115264801,1231534267912763] #NP=896552679 G(Pi(x))=529
[1231534267912763,1231565420560697] #NP=896561879 G(Pi(x))=509
[1231565420560751,1231596573208663] #NP=896540919 G(Pi(x))=531
[1231596573208753,1231627725856651] #NP=896567260 G(Pi(x))=653
[1231627725856711,1231658878504661] #NP=896557952 G(Pi(x))=681
[1231658878504687,1231690031152627] #NP=896562271 G(Pi(x))=576
[1231690031152649,1231721183800609] #NP=896540291 G(Pi(x))=550
[1231721183800637,1231752336448549] #NP=896551876 G(Pi(x))=531
[1231752336448603,1231783489096561] #NP=896550760 G(Pi(x))=649
[1231783489096571,1231814641744507] #NP=896524053 G(Pi(x))=547
[1231814641744541,1231845794392457] #NP=896543058 G(Pi(x))=529
[1231845794392529,1231876947040463] #NP=896543811 G(Pi(x))=516
[1231876947040501,1231908099688457] #NP=896553478 G(Pi(x))=527
[1231908099688549,1231939252336417] #NP=896526862 G(Pi(x))=549
[1231939252336537,1231970404984387] #NP=896546300 G(Pi(x))=543
[1231970404984427,1232001557632343] #NP=896550598 G(Pi(x))=541
[1232001557632429,1232032710280331] #NP=896533612 G(Pi(x))=573
[1232032710280369,1232063862928333] #NP=896571426 G(Pi(x))=569
[1232063862928351,1232095015576307] #NP=896542891 G(Pi(x))=501
[1232095015576391,1232126168224261] #NP=896560069 G(Pi(x))=578
[1232126168224309,1232157320872213] #NP=896531299 G(Pi(x))=523
[1232157320872307,1232188473520189] #NP=896538263 G(Pi(x))=565
[1232188473520271,1232219626168213] #NP=896552036 G(Pi(x))=546
[1232219626168213,1232250778816151] #NP=896547671 G(Pi(x))=529
[1232250778816219,1232281931464091] #NP=896541179 G(Pi(x))=521
[1232281931464229,1232313084112127] #NP=896534124 G(Pi(x))=517
[1232313084112139,1232344236760051] #NP=896556348 G(Pi(x))=553
[1232344236760141,1232375389408081] #NP=896542349 G(Pi(x))=593
[1232375389408109,1232406542056043] #NP=896545705 G(Pi(x))=549
[1232406542056111,1232437694703973] #NP=896541338 G(Pi(x))=519
[1232437694704039,1232468847351983] #NP=896554958 G(Pi(x))=587
[1232468847352019,1232499999999893] #NP=896527144 G(Pi(x))=513
[1232500000000021,1232519470404967] #NP=560329953 G(Pi(x))=674
[1232519470405021,1232538940809889] #NP=560346164 G(Pi(x))=576
[1232538940809989,1232558411214941] #NP=560320778 G(Pi(x))=623
[1232558411214959,1232577881619923] #NP=560344389 G(Pi(x))=563
[1232577881619943,1232597352024869] #NP=560327136 G(Pi(x))=621
[1232597352024943,1232616822429893] #NP=560325182 G(Pi(x))=525
[1232616822429907,1232636292834853] #NP=560339302 G(Pi(x))=509
[1232636292834893,1232655763239871] #NP=560335664 G(Pi(x))=616
[1232655763239889,1232675233644847] #NP=560338805 G(Pi(x))=531
[1232675233644887,1232694704049829] #NP=560333570 G(Pi(x))=576
[1232694704049911,1232714174454823] #NP=560349162 G(Pi(x))=589
[1232714174454839,1232733644859797] #NP=560340491 G(Pi(x))=498
[1232733644859833,1232753115264761] #NP=560328571 G(Pi(x))=554
[1232753115264857,1232772585669749] #NP=560321541 G(Pi(x))=557
[1232772585669797,1232792056074713] #NP=560336161 G(Pi(x))=573
[1232792056074793,1232811526479727] #NP=560338460 G(Pi(x))=496
[1232811526479811,1232830996884703] #NP=560329020 G(Pi(x))=504
[1232830996884761,1232850467289667] #NP=560316123 G(Pi(x))=525
[1232850467289713,1232869937694691] #NP=560323125 G(Pi(x))=533
[1232869937694767,1232889408099673] #NP=560323610 G(Pi(x))=589
[1232889408099707,1232908878504629] #NP=560312780 G(Pi(x))=567
[1232908878504697,1232928348909623] #NP=560319667 G(Pi(x))=513
[1232928348909707,1232947819314571] #NP=560343526 G(Pi(x))=553
[1232947819314637,1232967289719577] #NP=560353689 G(Pi(x))=524
[1232967289719653,1232986760124593] #NP=560325199 G(Pi(x))=583
[1232986760124641,1233006230529583] #NP=560308062 G(Pi(x))=513
[1233006230529613,1233025700934541] #NP=560317047 G(Pi(x))=597
[1233025700934569,1233045171339529] #NP=560340829 G(Pi(x))=494
[1233045171339599,1233064641744521] #NP=560312902 G(Pi(x))=529
[1233064641744557,1233084112149497] #NP=560312431 G(Pi(x))=495
[1233084112149629,1233103582554391] #NP=560329335 G(Pi(x))=561
[1233103582554527,1233123052959367] #NP=560324418 G(Pi(x))=499
[1233123052959529,1233142523364449] #NP=560344062 G(Pi(x))=497
[1233142523364503,1233161993769421] #NP=560309094 G(Pi(x))=580
[1233161993769553,1233181464174397] #NP=560321710 G(Pi(x))=587
[1233181464174479,1233200934579407] #NP=560352088 G(Pi(x))=530
[1233200934579431,1233228193146379] #NP=784452001 G(Pi(x))=578
[1233228193146409,1233255451713371] #NP=784448545 G(Pi(x))=633
[1233255451713401,1233282710280353] #NP=784455908 G(Pi(x))=587
[1233282710280391,1233309968847277] #NP=784443709 G(Pi(x))=529
[1233309968847349,1233337227414221] #NP=784466542 G(Pi(x))=543
[1233337227414329,1233364485981281] #NP=784471682 G(Pi(x))=543
[1233364485981301,1233391744548217] #NP=784463807 G(Pi(x))=629
[1233391744548277,1233419003115223] #NP=784421038 G(Pi(x))=533
[1233419003115287,1233448208722721] #NP=840478542 G(Pi(x))=522
[1233448208722729,1233477414330137] #NP=840482876 G(Pi(x))=575
[1233477414330289,1233506619937679] #NP=840513507 G(Pi(x))=552
[1233506619937679,1233535825545143] #NP=840485156 G(Pi(x))=515
[1233535825545187,1233565031152633] #NP=840491850 G(Pi(x))=568
[1233565031152633,1233594236760023] #NP=840470102 G(Pi(x))=602
[1233594236760133,1233623442367543] #NP=840466863 G(Pi(x))=537
[1233623442367607,1233652647975061] #NP=840470678 G(Pi(x))=532
[1233652647975067,1233681853582517] #NP=840493935 G(Pi(x))=559
[1233681853582567,1233711059189927] #NP=840480176 G(Pi(x))=625
[1233711059190089,1233740264797471] #NP=840490335 G(Pi(x))=593
[1233740264797499,1233769470404969] #NP=840481167 G(Pi(x))=526
[1233769470404983,1233798676012417] #NP=840482176 G(Pi(x))=559
[1233798676012459,1233827881619923] #NP=840475389 G(Pi(x))=534
[1233827881619929,1233857087227397] #NP=840494605 G(Pi(x))=536
[1233857087227433,1233886292834873] #NP=840469864 G(Pi(x))=568
[1233886292834903,1233915498442327] #NP=840478213 G(Pi(x))=637
[1233915498442391,1233944704049809] #NP=840456003 G(Pi(x))=515
[1233944704049879,1233973909657303] #NP=840500159 G(Pi(x))=653
[1233973909657331,1234003115264761] #NP=840479679 G(Pi(x))=549
[1234003115264809,1234034267912753] #NP=896502212 G(Pi(x))=523
[1234034267912773,1234065420560729] #NP=896499199 G(Pi(x))=539
[1234065420560807,1234096573208677] #NP=896487782 G(Pi(x))=580
[1234096573208803,1234127725856653] #NP=896514278 G(Pi(x))=561
[1234127725856723,1234158878504633] #NP=896502714 G(Pi(x))=531
[1234158878504701,1234190031152629] #NP=896480222 G(Pi(x))=570
[1234190031152653,1234221183800581] #NP=896512133 G(Pi(x))=561
[1234221183800617,1234252336448501] #NP=896506970 G(Pi(x))=625
[1234252336448597,1234283489096557] #NP=896472226 G(Pi(x))=525
[1234283489096587,1234314641744521] #NP=896494760 G(Pi(x))=535
[1234314641744609,1234345794392453] #NP=896491101 G(Pi(x))=553
[1234345794392567,1234376947040401] #NP=896515274 G(Pi(x))=590
[1234376947040491,1234408099688447] #NP=896480082 G(Pi(x))=551
[1234408099688479,1234439252336431] #NP=896488746 G(Pi(x))=641
[1234439252336497,1234470404984393] #NP=896482878 G(Pi(x))=580
[1234470404984429,1234501557632359] #NP=896490308 G(Pi(x))=547
[1234501557632407,1234532710280329] #NP=896498192 G(Pi(x))=607
[1234532710280381,1234563862928329] #NP=896488793 G(Pi(x))=601
[1234563862928359,1234595015576129] #NP=896502042 G(Pi(x))=537
[1234595015576317,1234626168224203] #NP=896488463 G(Pi(x))=564
[1234626168224299,1234657320872197] #NP=896508982 G(Pi(x))=524
[1234657320872363,1234688473520233] #NP=896467816 G(Pi(x))=583
[1234688473520353,1234719626168207] #NP=896493659 G(Pi(x))=552
[1234719626168251,1234750778816167] #NP=896473290 G(Pi(x))=571
[1234750778816201,1234781931464131] #NP=896480973 G(Pi(x))=531
[1234781931464173,1234813084112081] #NP=896475702 G(Pi(x))=555
[1234813084112143,1234844236760111] #NP=896522543 G(Pi(x))=522
[1234844236760161,1234875389407937] #NP=896476906 G(Pi(x))=549
[1234875389408113,1234906542056029] #NP=896471657 G(Pi(x))=530
[1234906542056107,1234937694704033] #NP=896437758 G(Pi(x))=489
[1234937694704039,1234968847351931] #NP=896498751 G(Pi(x))=520
[1234968847352033,1234999999999967] #NP=896497284 G(Pi(x))=573
[1235000000000017,1235019470404961] #NP=560274258 G(Pi(x))=531
[1235019470404987,1235038940809903] #NP=560317727 G(Pi(x))=541
[1235038940809979,1235058411214937] #NP=560307095 G(Pi(x))=513
[1235058411214981,1235077881619927] #NP=560307264 G(Pi(x))=568
[1235077881619961,1235097352024903] #NP=560313641 G(Pi(x))=506
[1235097352025021,1235116822429891] #NP=560268691 G(Pi(x))=527
[1235116822429979,1235136292834883] #NP=560287456 G(Pi(x))=578
[1235136292834901,1235155763239813] #NP=560306712 G(Pi(x))=574
[1235155763239897,1235175233644853] #NP=560302138 G(Pi(x))=511
[1235175233644879,1235194704049807] #NP=560292621 G(Pi(x))=577
[1235194704049871,1235214174454747] #NP=560283410 G(Pi(x))=507
[1235214174454837,1235233644859769] #NP=560295184 G(Pi(x))=585
[1235233644859843,1235253115264789] #NP=560318774 G(Pi(x))=505
[1235253115264793,1235272585669751] #NP=560284625 G(Pi(x))=535
[1235272585669831,1235292056074757] #NP=560297120 G(Pi(x))=513
[1235292056074763,1235311526479739] #NP=560308008 G(Pi(x))=539
[1235311526479867,1235330996884709] #NP=560271403 G(Pi(x))=534
[1235330996884799,1235350467289663] #NP=560279890 G(Pi(x))=479
[1235350467289733,1235369937694631] #NP=560292682 G(Pi(x))=583
[1235369937694709,1235389408099577] #NP=560293531 G(Pi(x))=504
[1235389408099687,1235408878504561] #NP=560288663 G(Pi(x))=490
[1235408878504667,1235428348909609] #NP=560278790 G(Pi(x))=575
[1235428348909663,1235447819314573] #NP=560289696 G(Pi(x))=491
[1235447819314637,1235467289719603] #NP=560297459 G(Pi(x))=521
[1235467289719631,1235486760124543] #NP=560291969 G(Pi(x))=530
[1235486760124601,1235506230529579] #NP=560295129 G(Pi(x))=631
[1235506230529667,1235525700934561] #NP=560296685 G(Pi(x))=497
[1235525700934571,1235545171339547] #NP=560305156 G(Pi(x))=561
[1235545171339601,1235564641744529] #NP=560283165 G(Pi(x))=505
[1235564641744579,1235584112149487] #NP=560304190 G(Pi(x))=609
[1235584112149553,1235603582554487] #NP=560284951 G(Pi(x))=578
[1235603582554507,1235623052959453] #NP=560301869 G(Pi(x))=584
[1235623052959501,1235642523364471] #NP=560305381 G(Pi(x))=497
[1235642523364493,1235661993769409] #NP=560273447 G(Pi(x))=469
[1235661993769499,1235681464174397] #NP=560286322 G(Pi(x))=551
[1235681464174447,1235700934579411] #NP=560304492 G(Pi(x))=578
[1235700934579429,1235728193146357] #NP=784400264 G(Pi(x))=527
[1235728193146411,1235755451713261] #NP=784386823 G(Pi(x))=537
[1235755451713397,1235782710280333] #NP=784415912 G(Pi(x))=529
[1235782710280421,1235809968847199] #NP=784406546 G(Pi(x))=601
[1235809968847379,1235837227414313] #NP=784414752 G(Pi(x))=547
[1235837227414333,1235864485981261] #NP=784415743 G(Pi(x))=537
[1235864485981393,1235891744548243] #NP=784429390 G(Pi(x))=505
[1235891744548271,1235919003115229] #NP=784399619 G(Pi(x))=649
[1235919003115351,1235948208722719] #NP=840438158 G(Pi(x))=603
[1235948208722743,1235977414330181] #NP=840443295 G(Pi(x))=635
[1235977414330237,1236006619937671] #NP=840462596 G(Pi(x))=564
[1236006619937701,1236035825545091] #NP=840449486 G(Pi(x))=513
[1236035825545189,1236065031152617] #NP=840434327 G(Pi(x))=516
[1236065031152717,1236094236760099] #NP=840412775 G(Pi(x))=571
[1236094236760111,1236123442367581] #NP=840443491 G(Pi(x))=645
[1236123442367603,1236152647975051] #NP=840442387 G(Pi(x))=499
[1236152647975093,1236181853582387] #NP=840461376 G(Pi(x))=549
[1236181853582567,1236211059190013] #NP=840422111 G(Pi(x))=542
[1236211059190111,1236240264797467] #NP=840445720 G(Pi(x))=673
[1236240264797611,1236269470404931] #NP=840458169 G(Pi(x))=536
[1236269470404973,1236298676012401] #NP=840432032 G(Pi(x))=521
[1236298676012507,1236327881619863] #NP=840436097 G(Pi(x))=523
[1236327881619959,1236357087227369] #NP=840421754 G(Pi(x))=588
[1236357087227429,1236386292834857] #NP=840426153 G(Pi(x))=536
[1236386292834881,1236415498442357] #NP=840441604 G(Pi(x))=577
[1236415498442357,1236444704049827] #NP=840447774 G(Pi(x))=586
[1236444704049913,1236473909657243] #NP=840444863 G(Pi(x))=549
[1236473909657411,1236503115264761] #NP=840426158 G(Pi(x))=509
[1236503115264793,1236534267912739] #NP=896430399 G(Pi(x))=585
[1236534267912803,1236565420560731] #NP=896445710 G(Pi(x))=565
[1236565420560863,1236596573208679] #NP=896464534 G(Pi(x))=535
[1236596573208751,1236627725856673] #NP=896457577 G(Pi(x))=533
[1236627725856697,1236658878504583] #NP=896486345 G(Pi(x))=555
[1236658878504667,1236690031152581] #NP=896440548 G(Pi(x))=679
[1236690031152671,1236721183800587] #NP=896437932 G(Pi(x))=581
[1236721183800629,1236752336448583] #NP=896431618 G(Pi(x))=618
[1236752336448619,1236783489096557] #NP=896432951 G(Pi(x))=553
[1236783489096577,1236814641744511] #NP=896438474 G(Pi(x))=567
[1236814641744581,1236845794392469] #NP=896443409 G(Pi(x))=531
[1236845794392517,1236876947040481] #NP=896438950 G(Pi(x))=625
[1236876947040533,1236908099688427] #NP=896467750 G(Pi(x))=599
[1236908099688479,1236939252336413] #NP=896429526 G(Pi(x))=561
[1236939252336451,1236970404984373] #NP=896403151 G(Pi(x))=549
[1236970404984421,1237001557632349] #NP=896456821 G(Pi(x))=555
[1237001557632397,1237032710280317] #NP=896420373 G(Pi(x))=560
[1237032710280407,1237063862928337] #NP=896445821 G(Pi(x))=562
[1237063862928371,1237095015576227] #NP=896424388 G(Pi(x))=605
[1237095015576337,1237126168224257] #NP=896432124 G(Pi(x))=594
[1237126168224311,1237157320872259] #NP=896429387 G(Pi(x))=533
[1237157320872289,1237188473520227] #NP=896455471 G(Pi(x))=597
[1237188473520317,1237219626168209] #NP=896461939 G(Pi(x))=605
[1237219626168263,1237250778816187] #NP=896434119 G(Pi(x))=615
[1237250778816203,1237281931464157] #NP=896416640 G(Pi(x))=589
[1237281931464191,1237313084112103] #NP=896427810 G(Pi(x))=525
[1237313084112223,1237344236760113] #NP=896435817 G(Pi(x))=629
[1237344236760113,1237375389408073] #NP=896434408 G(Pi(x))=540
[1237375389408121,1237406542056007] #NP=896455465 G(Pi(x))=525
[1237406542056089,1237437694704007] #NP=896447153 G(Pi(x))=541
[1237437694704041,1237468847351999] #NP=896433792 G(Pi(x))=505
[1237468847352037,1237499999999959] #NP=896421217 G(Pi(x))=566
[1237500000000013,1237519470404927] #NP=560256103 G(Pi(x))=569
[1237519470404993,1237538940809837] #NP=560273207 G(Pi(x))=583
[1237538940809989,1237558411214891] #NP=560256284 G(Pi(x))=543
[1237558411214959,1237577881619929] #NP=560265399 G(Pi(x))=537
[1237577881619983,1237597352024897] #NP=560283790 G(Pi(x))=555
[1237597352024947,1237616822429903] #NP=560253113 G(Pi(x))=509
[1237616822429927,1237636292834881] #NP=560268135 G(Pi(x))=490
[1237636292834939,1237655763239821] #NP=560267581 G(Pi(x))=525
[1237655763239923,1237675233644813] #NP=560288559 G(Pi(x))=545
[1237675233644897,1237694704049827] #NP=560262767 G(Pi(x))=554
[1237694704049891,1237714174454717] #NP=560260113 G(Pi(x))=501
[1237714174454867,1237733644859791] #NP=560280676 G(Pi(x))=555
[1237733644859821,1237753115264789] #NP=560264240 G(Pi(x))=521
[1237753115264873,1237772585669729] #NP=560255056 G(Pi(x))=541
[1237772585669777,1237792056074671] #NP=560254469 G(Pi(x))=533
[1237792056074779,1237811526479711] #NP=560264567 G(Pi(x))=525
[1237811526479779,1237830996884719] #NP=560253472 G(Pi(x))=552
[1237830996884767,1237850467289701] #NP=560257989 G(Pi(x))=559
[1237850467289741,1237869937694639] #NP=560250074 G(Pi(x))=541
[1237869937694699,1237889408099543] #NP=560258748 G(Pi(x))=517
[1237889408099711,1237908878504633] #NP=560259167 G(Pi(x))=569
[1237908878504693,1237928348909641] #NP=560263080 G(Pi(x))=565
[1237928348909677,1237947819314593] #NP=560252924 G(Pi(x))=516
[1237947819314641,1237967289719551] #NP=560246760 G(Pi(x))=605
[1237967289719647,1237986760124591] #NP=560239670 G(Pi(x))=545
[1237986760124651,1238006230529573] #NP=560269432 G(Pi(x))=515
[1238006230529701,1238025700934509] #NP=560278222 G(Pi(x))=517
[1238025700934597,1238045171339549] #NP=560253833 G(Pi(x))=549
[1238045171339567,1238064641744527] #NP=560259304 G(Pi(x))=501
[1238064641744549,1238084112149407] #NP=560275029 G(Pi(x))=537
[1238084112149609,1238103582554459] #NP=560265326 G(Pi(x))=535
[1238103582554539,1238123052959479] #NP=560244580 G(Pi(x))=545
[1238123052959539,1238142523364459] #NP=560251013 G(Pi(x))=501
[1238142523364491,1238161993769387] #NP=560248005 G(Pi(x))=501
[1238161993769497,1238181464174401] #NP=560262990 G(Pi(x))=617
[1238181464174441,1238200934579417] #NP=560271995 G(Pi(x))=561
[1238200934579443,1238228193146401] #NP=784382131 G(Pi(x))=561
[1238228193146423,1238255451713341] #NP=784370396 G(Pi(x))=539
[1238255451713393,1238282710280333] #NP=784357453 G(Pi(x))=509
[1238282710280387,1238309968847323] #NP=784366897 G(Pi(x))=539
[1238309968847351,1238337227414297] #NP=784372112 G(Pi(x))=589
[1238337227414317,1238364485981269] #NP=784379744 G(Pi(x))=557
[1238364485981297,1238391744548267] #NP=784356034 G(Pi(x))=526
[1238391744548317,1238419003115209] #NP=784364915 G(Pi(x))=511
[1238419003115303,1238448208722713] #NP=840402618 G(Pi(x))=501
[1238448208722763,1238477414330197] #NP=840381479 G(Pi(x))=551
[1238477414330251,1238506619937647] #NP=840390154 G(Pi(x))=537
[1238506619937701,1238535825545111] #NP=840397634 G(Pi(x))=613
[1238535825545167,1238565031152629] #NP=840401541 G(Pi(x))=530
[1238565031152703,1238594236760063] #NP=840380244 G(Pi(x))=482
[1238594236760119,1238623442367569] #NP=840396579 G(Pi(x))=537
[1238623442367601,1238652647974999] #NP=840405344 G(Pi(x))=587
[1238652647975123,1238681853582521] #NP=840381250 G(Pi(x))=575
[1238681853582571,1238711059189979] #NP=840391928 G(Pi(x))=568
[1238711059190029,1238740264797493] #NP=840381301 G(Pi(x))=517
[1238740264797499,1238769470404927] #NP=840394621 G(Pi(x))=503
[1238769470404979,1238798676012449] #NP=840381056 G(Pi(x))=518
[1238798676012449,1238827881619897] #NP=840354604 G(Pi(x))=621
[1238827881619961,1238857087227391] #NP=840360922 G(Pi(x))=533
[1238857087227421,1238886292834877] #NP=840390971 G(Pi(x))=565
[1238886292834891,1238915498442301] #NP=840393090 G(Pi(x))=505
[1238915498442403,1238944704049783] #NP=840385253 G(Pi(x))=577
[1238944704049847,1238973909657301] #NP=840368077 G(Pi(x))=558
[1238973909657313,1239003115264771] #NP=840359374 G(Pi(x))=557
[1239003115264883,1239034267912757] #NP=896409218 G(Pi(x))=601
[1239034267912769,1239065420560687] #NP=896431027 G(Pi(x))=528
[1239065420560741,1239096573208657] #NP=896380380 G(Pi(x))=573
[1239096573208729,1239127725856687] #NP=896394853 G(Pi(x))=521
[1239127725856729,1239158878504663] #NP=896415166 G(Pi(x))=677
[1239158878504663,1239190031152547] #NP=896424048 G(Pi(x))=569
[1239190031152643,1239221183800573] #NP=896376828 G(Pi(x))=538
[1239221183800703,1239252336448523] #NP=896398679 G(Pi(x))=527
[1239252336448681,1239283489096547] #NP=896406190 G(Pi(x))=568
[1239283489096573,1239314641744511] #NP=896415927 G(Pi(x))=589
[1239314641744559,1239345794392477] #NP=896380625 G(Pi(x))=555
[1239345794392529,1239376947040487] #NP=896394126 G(Pi(x))=595
[1239376947040513,1239408099688403] #NP=896376742 G(Pi(x))=517
[1239408099688469,1239439252336429] #NP=896383211 G(Pi(x))=603
[1239439252336451,1239470404984393] #NP=896407291 G(Pi(x))=549
[1239470404984453,1239501557632367] #NP=896357955 G(Pi(x))=554
[1239501557632411,1239532710280351] #NP=896394471 G(Pi(x))=572
[1239532710280429,1239563862928337] #NP=896394936 G(Pi(x))=541
[1239563862928387,1239595015576277] #NP=896375382 G(Pi(x))=507
[1239595015576339,1239626168224267] #NP=896400949 G(Pi(x))=689
[1239626168224289,1239657320872241] #NP=896376203 G(Pi(x))=569
[1239657320872303,1239688473520201] #NP=896399445 G(Pi(x))=494
[1239688473520271,1239719626168207] #NP=896383735 G(Pi(x))=629
[1239719626168253,1239750778816169] #NP=896388895 G(Pi(x))=538
[1239750778816189,1239781931464157] #NP=896386529 G(Pi(x))=557
[1239781931464187,1239813084112111] #NP=896383763 G(Pi(x))=512
[1239813084112201,1239844236760057] #NP=896383436 G(Pi(x))=538
[1239844236760141,1239875389408087] #NP=896389809 G(Pi(x))=533
[1239875389408111,1239906542055991] #NP=896383604 G(Pi(x))=554
[1239906542056081,1239937694703949] #NP=896385385 G(Pi(x))=561
[1239937694704061,1239968847351967] #NP=896368952 G(Pi(x))=553
[1239968847352033,1239999999999949] #NP=896393278 G(Pi(x))=585
[1240000000000001,1240019470404977] #NP=560233566 G(Pi(x))=509
[1240019470404997,1240038940809961] #NP=560225542 G(Pi(x))=550
[1240038940809983,1240058411214929] #NP=560247833 G(Pi(x))=518
[1240058411215031,1240077881619931] #NP=560224513 G(Pi(x))=529
[1240077881619943,1240097352024863] #NP=560222093 G(Pi(x))=532
[1240097352024943,1240116822429887] #NP=560231209 G(Pi(x))=549
[1240116822429917,1240136292834853] #NP=560230492 G(Pi(x))=513
[1240136292834899,1240155763239779] #NP=560241559 G(Pi(x))=583
[1240155763239919,1240175233644847] #NP=560242619 G(Pi(x))=564
[1240175233644877,1240194704049823] #NP=560219106 G(Pi(x))=557
[1240194704049887,1240214174454823] #NP=560239128 G(Pi(x))=534
[1240214174454839,1240233644859719] #NP=560240326 G(Pi(x))=527
[1240233644859857,1240253115264773] #NP=560208476 G(Pi(x))=499
[1240253115264799,1240272585669757] #NP=560211622 G(Pi(x))=586
[1240272585669779,1240292056074737] #NP=560235308 G(Pi(x))=504
[1240292056074769,1240311526479743] #NP=560231332 G(Pi(x))=523
[1240311526479763,1240330996884709] #NP=560245574 G(Pi(x))=581
[1240330996884743,1240350467289581] #NP=560235318 G(Pi(x))=524
[1240350467289727,1240369937694677] #NP=560240802 G(Pi(x))=545
[1240369937694743,1240389408099659] #NP=560237176 G(Pi(x))=633
[1240389408099683,1240408878504659] #NP=560209180 G(Pi(x))=527
[1240408878504667,1240428348909599] #NP=560238385 G(Pi(x))=514
[1240428348909679,1240447819314607] #NP=560241597 G(Pi(x))=557
[1240447819314719,1240467289719607] #NP=560232814 G(Pi(x))=480
[1240467289719629,1240486760124539] #NP=560233432 G(Pi(x))=531
[1240486760124611,1240506230529541] #NP=560219041 G(Pi(x))=509
[1240506230529611,1240525700934551] #NP=560226688 G(Pi(x))=493
[1240525700934613,1240545171339497] #NP=560229032 G(Pi(x))=541
[1240545171339557,1240564641744481] #NP=560233672 G(Pi(x))=539
[1240564641744539,1240584112149509] #NP=560221390 G(Pi(x))=487
[1240584112149523,1240603582554491] #NP=560234816 G(Pi(x))=527
[1240603582554551,1240623052959443] #NP=560227148 G(Pi(x))=539
[1240623052959529,1240642523364463] #NP=560216974 G(Pi(x))=481
[1240642523364473,1240661993769433] #NP=560222092 G(Pi(x))=513
[1240661993769593,1240681464174421] #NP=560212940 G(Pi(x))=608
[1240681464174461,1240700934579397] #NP=560231256 G(Pi(x))=554
[1240700934579433,1240728193146391] #NP=784295397 G(Pi(x))=537
[1240728193146439,1240755451713377] #NP=784307486 G(Pi(x))=592
[1240755451713409,1240782710280329] #NP=784320827 G(Pi(x))=555
[1240782710280389,1240809968847313] #NP=784304908 G(Pi(x))=481
[1240809968847343,1240837227414311] #NP=784314552 G(Pi(x))=537
[1240837227414341,1240864485981259] #NP=784308642 G(Pi(x))=523
[1240864485981293,1240891744548263] #NP=784335393 G(Pi(x))=592
[1240891744548293,1240919003115241] #NP=784322564 G(Pi(x))=594
[1240919003115301,1240948208722723] #NP=840306560 G(Pi(x))=527
[1240948208722759,1240977414330067] #NP=840339690 G(Pi(x))=577
[1240977414330211,1241006619937639] #NP=840332175 G(Pi(x))=549
[1241006619937691,1241035825545107] #NP=840344030 G(Pi(x))=531
[1241035825545157,1241065031152493] #NP=840356346 G(Pi(x))=536
[1241065031152663,1241094236760109] #NP=840330285 G(Pi(x))=570
[1241094236760121,1241123442367519] #NP=840317553 G(Pi(x))=587
[1241123442367591,1241152647975001] #NP=840339216 G(Pi(x))=495
[1241152647975199,1241181853582507] #NP=840323594 G(Pi(x))=595
[1241181853582577,1241211059189987] #NP=840348040 G(Pi(x))=549
[1241211059190029,1241240264797493] #NP=840334068 G(Pi(x))=597
[1241240264797501,1241269470404933] #NP=840344090 G(Pi(x))=581
[1241269470405023,1241298676012391] #NP=840341634 G(Pi(x))=551
[1241298676012459,1241327881619923] #NP=840341940 G(Pi(x))=553
[1241327881619971,1241357087227331] #NP=840348731 G(Pi(x))=597
[1241357087227421,1241386292834851] #NP=840325219 G(Pi(x))=514
[1241386292834887,1241415498442351] #NP=840299463 G(Pi(x))=621
[1241415498442369,1241444704049833] #NP=840320210 G(Pi(x))=562
[1241444704049863,1241473909657307] #NP=840293197 G(Pi(x))=633
[1241473909657393,1241503115264749] #NP=840317957 G(Pi(x))=571
[1241503115264813,1241534267912753] #NP=896365875 G(Pi(x))=625
[1241534267912819,1241565420560701] #NP=896345500 G(Pi(x))=561
[1241565420560743,1241596573208623] #NP=896355031 G(Pi(x))=557
[1241596573208741,1241627725856677] #NP=896346549 G(Pi(x))=532
[1241627725856689,1241658878504657] #NP=896357767 G(Pi(x))=568
[1241658878504687,1241690031152603] #NP=896341956 G(Pi(x))=557
[1241690031152657,1241721183800593] #NP=896359255 G(Pi(x))=533
[1241721183800633,1241752336448581] #NP=896345246 G(Pi(x))=533
[1241752336448599,1241783489096551] #NP=896374802 G(Pi(x))=569
[1241783489096597,1241814641744473] #NP=896347692 G(Pi(x))=553
[1241814641744603,1241845794392449] #NP=896334858 G(Pi(x))=529
[1241845794392519,1241876947040473] #NP=896349574 G(Pi(x))=638
[1241876947040489,1241908099688437] #NP=896366793 G(Pi(x))=529
[1241908099688471,1241939252336437] #NP=896330696 G(Pi(x))=547
[1241939252336617,1241970404984399] #NP=896337526 G(Pi(x))=583
[1241970404984423,1242001557632299] #NP=896359652 G(Pi(x))=526
[1242001557632401,1242032710280321] #NP=896320054 G(Pi(x))=555
[1242032710280389,1242063862928303] #NP=896340383 G(Pi(x))=681
[1242063862928347,1242095015576281] #NP=896329138 G(Pi(x))=601
[1242095015576383,1242126168224273] #NP=896329767 G(Pi(x))=554
[1242126168224369,1242157320872263] #NP=896348211 G(Pi(x))=514
[1242157320872263,1242188473520209] #NP=896353392 G(Pi(x))=591
[1242188473520257,1242219626168207] #NP=896313363 G(Pi(x))=572
[1242219626168221,1242250778816141] #NP=896332177 G(Pi(x))=585
[1242250778816197,1242281931464149] #NP=896335684 G(Pi(x))=521
[1242281931464221,1242313084112117] #NP=896296424 G(Pi(x))=509
[1242313084112161,1242344236760071] #NP=896341251 G(Pi(x))=563
[1242344236760173,1242375389408039] #NP=896344020 G(Pi(x))=495
[1242375389408123,1242406542056027] #NP=896301401 G(Pi(x))=556
[1242406542056149,1242437694703993] #NP=896328363 G(Pi(x))=521
[1242437694704137,1242468847352003] #NP=896330364 G(Pi(x))=527
[1242468847352071,1242499999999969] #NP=896325154 G(Pi(x))=546
[1242500000000027,1242519470404981] #NP=560206123 G(Pi(x))=524
[1242519470405023,1242538940809951] #NP=560203989 G(Pi(x))=593
[1242538940810029,1242558411214873] #NP=560189360 G(Pi(x))=535
[1242558411214993,1242577881619913] #NP=560182012 G(Pi(x))=551
[1242577881619957,1242597352024871] #NP=560195002 G(Pi(x))=536
[1242597352024961,1242616822429883] #NP=560195999 G(Pi(x))=531
[1242616822429909,1242636292834877] #NP=560186330 G(Pi(x))=526
[1242636292834889,1242655763239817] #NP=560219381 G(Pi(x))=603
[1242655763239901,1242675233644769] #NP=560204111 G(Pi(x))=527
[1242675233644963,1242694704049837] #NP=560179544 G(Pi(x))=541
[1242694704049859,1242714174454817] #NP=560202060 G(Pi(x))=599
[1242714174454829,1242733644859717] #NP=560196921 G(Pi(x))=532
[1242733644859937,1242753115264783] #NP=560210427 G(Pi(x))=561
[1242753115264819,1242772585669729] #NP=560186416 G(Pi(x))=562
[1242772585669781,1242792056074739] #NP=560188795 G(Pi(x))=539
[1242792056074771,1242811526479697] #NP=560211432 G(Pi(x))=493
[1242811526479751,1242830996884669] #NP=560173322 G(Pi(x))=553
[1242830996884787,1242850467289703] #NP=560189019 G(Pi(x))=505
[1242850467289777,1242869937694631] #NP=560204449 G(Pi(x))=549
[1242869937694699,1242889408099543] #NP=560201995 G(Pi(x))=549
[1242889408099711,1242908878504651] #NP=560181875 G(Pi(x))=569
[1242908878504669,1242928348909609] #NP=560198763 G(Pi(x))=513
[1242928348909661,1242947819314603] #NP=560179131 G(Pi(x))=511
[1242947819314667,1242967289719601] #NP=560203463 G(Pi(x))=517
[1242967289719619,1242986760124597] #NP=560204284 G(Pi(x))=555
[1242986760124657,1243006230529561] #NP=560198338 G(Pi(x))=485
[1243006230529669,1243025700934541] #NP=560199279 G(Pi(x))=493
[1243025700934571,1243045171339513] #NP=560193359 G(Pi(x))=597
[1243045171339567,1243064641744529] #NP=560195220 G(Pi(x))=547
[1243064641744537,1243084112149513] #NP=560207287 G(Pi(x))=619
[1243084112149571,1243103582554501] #NP=560193527 G(Pi(x))=529
[1243103582554513,1243123052959481] #NP=560207429 G(Pi(x))=505
[1243123052959537,1243142523364403] #NP=560202813 G(Pi(x))=574
[1243142523364541,1243161993769429] #NP=560204086 G(Pi(x))=621
[1243161993769481,1243181464174387] #NP=560196591 G(Pi(x))=494
[1243181464174511,1243200934579397] #NP=560180911 G(Pi(x))=519
[1243200934579433,1243228193146339] #NP=784275805 G(Pi(x))=574
[1243228193146421,1243255451713357] #NP=784274657 G(Pi(x))=505
[1243255451713411,1243282710280349] #NP=784284172 G(Pi(x))=523
[1243282710280363,1243309968847307] #NP=784279876 G(Pi(x))=529
[1243309968847381,1243337227414273] #NP=784251324 G(Pi(x))=641
[1243337227414339,1243364485981279] #NP=784242721 G(Pi(x))=553
[1243364485981421,1243391744548237] #NP=784246961 G(Pi(x))=580
[1243391744548273,1243419003115231] #NP=784296201 G(Pi(x))=525
[1243419003115259,1243448208722711] #NP=840307787 G(Pi(x))=553
[1243448208722737,1243477414330169] #NP=840281628 G(Pi(x))=554
[1243477414330219,1243506619937639] #NP=840295157 G(Pi(x))=535
[1243506619937719,1243535825545109] #NP=840310646 G(Pi(x))=549
[1243535825545171,1243565031152621] #NP=840284146 G(Pi(x))=557
[1243565031152663,1243594236759991] #NP=840294315 G(Pi(x))=557
[1243594236760111,1243623442367543] #NP=840272279 G(Pi(x))=569
[1243623442367609,1243652647975037] #NP=840277496 G(Pi(x))=570
[1243652647975069,1243681853582473] #NP=840265994 G(Pi(x))=576
[1243681853582543,1243711059190003] #NP=840274401 G(Pi(x))=579
[1243711059190121,1243740264797483] #NP=840314747 G(Pi(x))=537
[1243740264797561,1243769470404919] #NP=840267342 G(Pi(x))=520
[1243769470405103,1243798676012413] #NP=840301314 G(Pi(x))=503
[1243798676012467,1243827881619887] #NP=840286443 G(Pi(x))=532
[1243827881619989,1243857087227353] #NP=840267341 G(Pi(x))=561
[1243857087227467,1243886292834833] #NP=840281736 G(Pi(x))=608
[1243886292834901,1243915498442329] #NP=840289188 G(Pi(x))=516
[1243915498442389,1243944704049833] #NP=840277523 G(Pi(x))=561
[1243944704049857,1243973909657203] #NP=840278635 G(Pi(x))=555
[1243973909657363,1244003115264719] #NP=840255747 G(Pi(x))=537
[1244003115264797,1244034267912757] #NP=896324536 G(Pi(x))=521
[1244034267912767,1244065420560737] #NP=896337548 G(Pi(x))=628
[1244065420560751,1244096573208653] #NP=896290644 G(Pi(x))=524
[1244096573208739,1244127725856679] #NP=896286777 G(Pi(x))=531
[1244127725856689,1244158878504601] #NP=896259093 G(Pi(x))=575
[1244158878504677,1244190031152583] #NP=896290795 G(Pi(x))=540
[1244190031152671,1244221183800577] #NP=896283105 G(Pi(x))=578
[1244221183800619,1244252336448523] #NP=896317496 G(Pi(x))=505
[1244252336448677,1244283489096539] #NP=896269908 G(Pi(x))=509
[1244283489096577,1244314641744527] #NP=896289938 G(Pi(x))=541
[1244314641744553,1244345794392511] #NP=896280690 G(Pi(x))=557
[1244345794392587,1244376947040457] #NP=896284412 G(Pi(x))=515
[1244376947040499,1244408099688461] #NP=896284859 G(Pi(x))=572
[1244408099688491,1244439252336433] #NP=896293062 G(Pi(x))=553
[1244439252336443,1244470404984397] #NP=896286242 G(Pi(x))=551
[1244470404984451,1244501557632317] #NP=896285476 G(Pi(x))=547
[1244501557632391,1244532710280361] #NP=896306002 G(Pi(x))=563
[1244532710280413,1244563862928271] #NP=896266656 G(Pi(x))=678
[1244563862928361,1244595015576277] #NP=896273692 G(Pi(x))=549
[1244595015576317,1244626168224277] #NP=896275014 G(Pi(x))=518
[1244626168224343,1244657320872227] #NP=896303743 G(Pi(x))=564
[1244657320872341,1244688473520211] #NP=896294832 G(Pi(x))=552
[1244688473520293,1244719626168167] #NP=896269465 G(Pi(x))=585
[1244719626168223,1244750778816173] #NP=896270520 G(Pi(x))=545
[1244750778816191,1244781931464143] #NP=896296073 G(Pi(x))=547
[1244781931464179,1244813084112127] #NP=896275036 G(Pi(x))=514
[1244813084112139,1244844236760073] #NP=896271936 G(Pi(x))=520
[1244844236760143,1244875389408071] #NP=896265402 G(Pi(x))=555
[1244875389408103,1244906542056031] #NP=896271632 G(Pi(x))=542
[1244906542056109,1244937694703971] #NP=896297026 G(Pi(x))=520
[1244937694704043,1244968847351987] #NP=896284045 G(Pi(x))=591
[1244968847352017,1244999999999981] #NP=896260415 G(Pi(x))=545
[1245000000000079,1245019470404981] #NP=560164850 G(Pi(x))=525
[1245019470405097,1245038940809929] #NP=560165702 G(Pi(x))=526
[1245038940809987,1245058411214911] #NP=560154778 G(Pi(x))=531
[1245058411214957,1245077881619933] #NP=560159687 G(Pi(x))=505
[1245077881619941,1245097352024879] #NP=560151637 G(Pi(x))=493
[1245097352024971,1245116822429791] #NP=560168800 G(Pi(x))=581
[1245116822429929,1245136292834881] #NP=560168749 G(Pi(x))=561
[1245136292834891,1245155763239867] #NP=560186129 G(Pi(x))=540
[1245155763239897,1245175233644807] #NP=560171705 G(Pi(x))=545
[1245175233644939,1245194704049827] #NP=560162742 G(Pi(x))=521
[1245194704049843,1245214174454801] #NP=560174948 G(Pi(x))=529
[1245214174454891,1245233644859791] #NP=560150750 G(Pi(x))=521
[1245233644859899,1245253115264791] #NP=560173873 G(Pi(x))=507
[1245253115264801,1245272585669759] #NP=560174425 G(Pi(x))=560
[1245272585669843,1245292056074639] #NP=560185373 G(Pi(x))=485
[1245292056074797,1245311526479743] #NP=560172825 G(Pi(x))=547
[1245311526479771,1245330996884687] #NP=560185404 G(Pi(x))=573
[1245330996884749,1245350467289657] #NP=560157159 G(Pi(x))=520
[1245350467289729,1245369937694671] #NP=560186835 G(Pi(x))=477
[1245369937694717,1245389408099539] #NP=560168577 G(Pi(x))=515
[1245389408099729,1245408878504563] #NP=560172645 G(Pi(x))=569
[1245408878504699,1245428348909623] #NP=560183479 G(Pi(x))=533
[1245428348909707,1245447819314603] #NP=560170829 G(Pi(x))=601
[1245447819314689,1245467289719483] #NP=560154839 G(Pi(x))=546
[1245467289719623,1245486760124597] #NP=560153009 G(Pi(x))=529
[1245486760124611,1245506230529569] #NP=560185238 G(Pi(x))=551
[1245506230529609,1245525700934507] #NP=560140208 G(Pi(x))=519
[1245525700934681,1245545171339551] #NP=560160802 G(Pi(x))=513
[1245545171339617,1245564641744477] #NP=560163742 G(Pi(x))=571
[1245564641744561,1245584112149479] #NP=560165990 G(Pi(x))=529
[1245584112149557,1245603582554503] #NP=560165317 G(Pi(x))=515
[1245603582554509,1245623052959459] #NP=560167052 G(Pi(x))=554
[1245623052959647,1245642523364471] #NP=560167637 G(Pi(x))=521
[1245642523364479,1245661993769399] #NP=560160471 G(Pi(x))=630
[1245661993769471,1245681464174431] #NP=560183655 G(Pi(x))=531
[1245681464174461,1245700934579329] #NP=560168105 G(Pi(x))=509
[1245700934579471,1245728193146341] #NP=784231386 G(Pi(x))=539
[1245728193146441,1245755451713363] #NP=784195303 G(Pi(x))=566
[1245755451713431,1245782710280357] #NP=784232832 G(Pi(x))=557
[1245782710280413,1245809968847287] #NP=784195305 G(Pi(x))=581
[1245809968847383,1245837227414261] #NP=784236596 G(Pi(x))=553
[1245837227414347,1245864485981267] #NP=784207018 G(Pi(x))=553
[1245864485981321,1245891744548267] #NP=784233103 G(Pi(x))=549
[1245891744548293,1245919003115173] #NP=784215817 G(Pi(x))=667
[1245919003115273,1245948208722689] #NP=840230840 G(Pi(x))=534
[1245948208722751,1245977414330119] #NP=840221851 G(Pi(x))=521
[1245977414330261,1246006619937661] #NP=840228528 G(Pi(x))=560
[1246006619937683,1246035825545153] #NP=840269967 G(Pi(x))=521
[1246035825545209,1246065031152607] #NP=840227005 G(Pi(x))=513
[1246065031152659,1246094236760047] #NP=840235001 G(Pi(x))=553
[1246094236760141,1246123442367569] #NP=840243792 G(Pi(x))=569
[1246123442367607,1246152647975041] #NP=840241900 G(Pi(x))=536
[1246152647975099,1246181853582503] #NP=840236416 G(Pi(x))=505
[1246181853582553,1246211059189961] #NP=840232607 G(Pi(x))=569
[1246211059190021,1246240264797401] #NP=840224190 G(Pi(x))=523
[1246240264797523,1246269470404963] #NP=840242407 G(Pi(x))=553
[1246269470404979,1246298676012433] #NP=840255553 G(Pi(x))=563
[1246298676012461,1246327881619921] #NP=840226405 G(Pi(x))=590
[1246327881619969,1246357087227397] #NP=840254022 G(Pi(x))=671
[1246357087227419,1246386292834867] #NP=840224532 G(Pi(x))=601
[1246386292834901,1246415498442347] #NP=840227097 G(Pi(x))=506
[1246415498442371,1246444704049801] #NP=840235751 G(Pi(x))=579
[1246444704049843,1246473909657287] #NP=840242707 G(Pi(x))=669
[1246473909657313,1246503115264747] #NP=840247002 G(Pi(x))=581
[1246503115264811,1246534267912723] #NP=896247427 G(Pi(x))=551
[1246534267912771,1246565420560727] #NP=896270221 G(Pi(x))=505
[1246565420560741,1246596573208687] #NP=896264022 G(Pi(x))=561
[1246596573208717,1246627725856663] #NP=896240193 G(Pi(x))=535
[1246627725856693,1246658878504597] #NP=896228489 G(Pi(x))=554
[1246658878504777,1246690031152589] #NP=896251224 G(Pi(x))=581
[1246690031152829,1246721183800607] #NP=896220681 G(Pi(x))=591
[1246721183800693,1246752336448559] #NP=896245630 G(Pi(x))=533
[1246752336448589,1246783489096543] #NP=896233145 G(Pi(x))=529
[1246783489096631,1246814641744499] #NP=896226975 G(Pi(x))=525
[1246814641744559,1246845794392489] #NP=896243660 G(Pi(x))=559
[1246845794392553,1246876947040453] #NP=896248019 G(Pi(x))=540
[1246876947040493,1246908099688439] #NP=896240221 G(Pi(x))=547
[1246908099688529,1246939252336367] #NP=896202353 G(Pi(x))=539
[1246939252336489,1246970404984357] #NP=896258925 G(Pi(x))=585
[1246970404984427,1247001557632379] #NP=896241927 G(Pi(x))=557
[1247001557632403,1247032710280361] #NP=896245662 G(Pi(x))=623
[1247032710280369,1247063862928333] #NP=896222782 G(Pi(x))=515
[1247063862928391,1247095015576313] #NP=896207667 G(Pi(x))=569
[1247095015576313,1247126168224241] #NP=896243869 G(Pi(x))=523
[1247126168224297,1247157320872249] #NP=896233727 G(Pi(x))=535
[1247157320872283,1247188473520183] #NP=896223709 G(Pi(x))=621
[1247188473520279,1247219626168199] #NP=896226287 G(Pi(x))=557
[1247219626168223,1247250778816181] #NP=896219507 G(Pi(x))=577
[1247250778816201,1247281931464159] #NP=896258027 G(Pi(x))=569
[1247281931464171,1247313084112091] #NP=896242009 G(Pi(x))=576
[1247313084112163,1247344236760081] #NP=896201305 G(Pi(x))=542
[1247344236760163,1247375389408079] #NP=896229320 G(Pi(x))=532
[1247375389408193,1247406542056061] #NP=896234386 G(Pi(x))=502
[1247406542056079,1247437694703919] #NP=896227594 G(Pi(x))=573
[1247437694704111,1247468847351907] #NP=896220348 G(Pi(x))=539
[1247468847352069,1247499999999973] #NP=896233029 G(Pi(x))=569
[1247500000000109,1247519470404983] #NP=560142674 G(Pi(x))=731
[1247519470405007,1247538940809947] #NP=560139183 G(Pi(x))=505
[1247538940809977,1247558411214931] #NP=560165193 G(Pi(x))=554
[1247558411214961,1247577881619913] #NP=560118342 G(Pi(x))=698
[1247577881619967,1247597352024899] #NP=560163197 G(Pi(x))=526
[1247597352024971,1247616822429899] #NP=560118044 G(Pi(x))=529
[1247616822429911,1247636292834821] #NP=560124989 G(Pi(x))=489
[1247636292834907,1247655763239793] #NP=560158273 G(Pi(x))=535
[1247655763239901,1247675233644809] #NP=560133515 G(Pi(x))=543
[1247675233644899,1247694704049767] #NP=560154743 G(Pi(x))=517
[1247694704049841,1247714174454799] #NP=560148681 G(Pi(x))=518
[1247714174454827,1247733644859773] #NP=560132344 G(Pi(x))=584
[1247733644859829,1247753115264791] #NP=560133746 G(Pi(x))=537
[1247753115264841,1247772585669751] #NP=560152760 G(Pi(x))=485
[1247772585669793,1247792056074757] #NP=560128089 G(Pi(x))=551
[1247792056074797,1247811526479731] #NP=560130443 G(Pi(x))=545
[1247811526479787,1247830996884713] #NP=560151345 G(Pi(x))=528
[1247830996884757,1247850467289637] #NP=560132888 G(Pi(x))=539
[1247850467289731,1247869937694673] #NP=560141891 G(Pi(x))=529
[1247869937694727,1247889408099671] #NP=560133556 G(Pi(x))=609
[1247889408099727,1247908878504569] #NP=560132226 G(Pi(x))=533
[1247908878504703,1247928348909647] #NP=560150876 G(Pi(x))=567
[1247928348909653,1247947819314629] #NP=560148606 G(Pi(x))=537
[1247947819314643,1247967289719613] #NP=560131077 G(Pi(x))=565
[1247967289719673,1247986760124581] #NP=560130063 G(Pi(x))=555
[1247986760124623,1248006230529559] #NP=560111322 G(Pi(x))=551
[1248006230529683,1248025700934527] #NP=560146773 G(Pi(x))=499
[1248025700934629,1248045171339529] #NP=560150647 G(Pi(x))=559
[1248045171339587,1248064641744523] #NP=560133490 G(Pi(x))=548
[1248064641744623,1248084112149517] #NP=560124743 G(Pi(x))=541
[1248084112149529,1248103582554503] #NP=560124077 G(Pi(x))=529
[1248103582554551,1248123052959373] #NP=560153106 G(Pi(x))=491
[1248123052959571,1248142523364449] #NP=560153510 G(Pi(x))=586
[1248142523364491,1248161993769407] #NP=560136355 G(Pi(x))=525
[1248161993769511,1248181464174433] #NP=560122709 G(Pi(x))=519
[1248181464174461,1248200934579373] #NP=560108727 G(Pi(x))=523
[1248200934579479,1248228193146359] #NP=784201415 G(Pi(x))=557
[1248228193146419,1248255451713343] #NP=784189827 G(Pi(x))=543
[1248255451713383,1248282710280293] #NP=784201413 G(Pi(x))=578
[1248282710280367,1248309968847317] #NP=784198987 G(Pi(x))=533
[1248309968847343,1248337227414311] #NP=784171071 G(Pi(x))=523
[1248337227414341,1248364485981287] #NP=784181552 G(Pi(x))=489
[1248364485981293,1248391744548269] #NP=784185311 G(Pi(x))=538
[1248391744548307,1248419003115233] #NP=784177318 G(Pi(x))=545
[1248419003115289,1248448208722699] #NP=840194894 G(Pi(x))=534
[1248448208722787,1248477414330109] #NP=840193936 G(Pi(x))=535
[1248477414330203,1248506619937673] #NP=840184859 G(Pi(x))=529
[1248506619937711,1248535825545133] #NP=840206584 G(Pi(x))=561
[1248535825545223,1248565031152507] #NP=840175530 G(Pi(x))=519
[1248565031152753,1248594236759999] #NP=840180284 G(Pi(x))=523
[1248594236760137,1248623442367577] #NP=840193186 G(Pi(x))=560
[1248623442367673,1248652647975001] #NP=840185986 G(Pi(x))=515
[1248652647975071,1248681853582529] #NP=840186398 G(Pi(x))=623
[1248681853582549,1248711059189941] #NP=840176241 G(Pi(x))=601
[1248711059190061,1248740264797483] #NP=840180434 G(Pi(x))=528
[1248740264797513,1248769470404971] #NP=840211029 G(Pi(x))=691
[1248769470405109,1248798676012429] #NP=840174693 G(Pi(x))=531
[1248798676012457,1248827881619921] #NP=840144133 G(Pi(x))=543
[1248827881619933,1248857087227361] #NP=840195470 G(Pi(x))=649
[1248857087227441,1248886292834863] #NP=840210885 G(Pi(x))=523
[1248886292834909,1248915498442333] #NP=840178908 G(Pi(x))=531
[1248915498442399,1248944704049813] #NP=840182472 G(Pi(x))=492
[1248944704049857,1248973909657261] #NP=840148998 G(Pi(x))=547
[1248973909657319,1249003115264777] #NP=840164701 G(Pi(x))=603
[1249003115264797,1249034267912737] #NP=896194262 G(Pi(x))=616
[1249034267912789,1249065420560729] #NP=896204260 G(Pi(x))=543
[1249065420560743,1249096573208707] #NP=896207088 G(Pi(x))=517
[1249096573208741,1249127725856603] #NP=896195760 G(Pi(x))=589
[1249127725856819,1249158878504627] #NP=896182055 G(Pi(x))=594
[1249158878504717,1249190031152633] #NP=896187639 G(Pi(x))=552
[1249190031152671,1249221183800593] #NP=896185007 G(Pi(x))=533
[1249221183800647,1249252336448561] #NP=896175491 G(Pi(x))=546
[1249252336448603,1249283489096557] #NP=896176652 G(Pi(x))=535
[1249283489096579,1249314641744503] #NP=896188697 G(Pi(x))=561
[1249314641744647,1249345794392503] #NP=896200882 G(Pi(x))=582
[1249345794392543,1249376947040473] #NP=896180194 G(Pi(x))=501
[1249376947040539,1249408099688461] #NP=896163764 G(Pi(x))=509
[1249408099688467,1249439252336437] #NP=896161745 G(Pi(x))=538
[1249439252336449,1249470404984381] #NP=896164237 G(Pi(x))=529
[1249470404984437,1249501557632381] #NP=896163522 G(Pi(x))=585
[1249501557632401,1249532710280357] #NP=896194354 G(Pi(x))=539
[1249532710280383,1249563862928299] #NP=896203387 G(Pi(x))=549
[1249563862928417,1249595015576261] #NP=896174146 G(Pi(x))=636
[1249595015576423,1249626168224179] #NP=896171546 G(Pi(x))=587
[1249626168224297,1249657320872173] #NP=896195857 G(Pi(x))=554
[1249657320872347,1249688473520213] #NP=896175032 G(Pi(x))=497
[1249688473520239,1249719626168207] #NP=896193657 G(Pi(x))=585
[1249719626168281,1249750778816161] #NP=896157540 G(Pi(x))=573
[1249750778816191,1249781931464161] #NP=896199694 G(Pi(x))=567
[1249781931464167,1249813084112123] #NP=896173580 G(Pi(x))=647
[1249813084112141,1249844236760047] #NP=896161238 G(Pi(x))=648
[1249844236760131,1249875389408077] #NP=896197552 G(Pi(x))=579
[1249875389408153,1249906542056027] #NP=896155091 G(Pi(x))=505
[1249906542056111,1249937694704029] #NP=896184976 G(Pi(x))=615
[1249937694704063,1249968847351999] #NP=896150593 G(Pi(x))=595
[1249968847352039,1249999999999967] #NP=896183698 G(Pi(x))=547
[1250000000000111,1250019470404951] #NP=560118402 G(Pi(x))=521
[1250019470404987,1250038940809963] #NP=560109818 G(Pi(x))=525
[1250038940809969,1250058411214937] #NP=560125967 G(Pi(x))=571
[1250058411215011,1250077881619913] #NP=560084389 G(Pi(x))=555
[1250077881619993,1250097352024901] #NP=560112085 G(Pi(x))=557
[1250097352024951,1250116822429883] #NP=560101057 G(Pi(x))=519
[1250116822429931,1250136292834837] #NP=560109595 G(Pi(x))=505
[1250136292834927,1250155763239771] #NP=560098356 G(Pi(x))=617
[1250155763239913,1250175233644789] #NP=560119037 G(Pi(x))=533
[1250175233644877,1250194704049829] #NP=560125130 G(Pi(x))=528
[1250194704049859,1250214174454823] #NP=560111121 G(Pi(x))=529
[1250214174454829,1250233644859769] #NP=560098049 G(Pi(x))=523
[1250233644859853,1250253115264763] #NP=560104995 G(Pi(x))=507
[1250253115264843,1250272585669753] #NP=560086005 G(Pi(x))=515
[1250272585669777,1250292056074751] #NP=560104624 G(Pi(x))=469
[1250292056074793,1250311526479721] #NP=560097037 G(Pi(x))=595
[1250311526479751,1250330996884699] #NP=560082371 G(Pi(x))=537
[1250330996884729,1250350467289699] #NP=560108959 G(Pi(x))=583
[1250350467289753,1250369937694681] #NP=560111916 G(Pi(x))=519
[1250369937694723,1250389408099651] #NP=560112332 G(Pi(x))=514
[1250389408099747,1250408878504637] #NP=560095340 G(Pi(x))=601
[1250408878504759,1250428348909631] #NP=560112313 G(Pi(x))=520
[1250428348909667,1250447819314609] #NP=560103060 G(Pi(x))=513
[1250447819314633,1250467289719561] #NP=560098973 G(Pi(x))=497
[1250467289719643,1250486760124583] #NP=560095421 G(Pi(x))=506
[1250486760124631,1250506230529583] #NP=560106883 G(Pi(x))=581
[1250506230529627,1250525700934561] #NP=560097558 G(Pi(x))=480
[1250525700934571,1250545171339537] #NP=560095074 G(Pi(x))=500
[1250545171339573,1250564641744531] #NP=560110443 G(Pi(x))=561
[1250564641744571,1250584112149369] #NP=560093649 G(Pi(x))=558
[1250584112149601,1250603582554457] #NP=560121635 G(Pi(x))=602
[1250603582554517,1250623052959477] #NP=560085741 G(Pi(x))=555
[1250623052959493,1250642523364439] #NP=560097155 G(Pi(x))=515
[1250642523364537,1250661993769429] #NP=560082109 G(Pi(x))=492
[1250661993769459,1250681464174427] #NP=560107745 G(Pi(x))=545
[1250681464174459,1250700934579399] #NP=560100135 G(Pi(x))=537
[1250700934579463,1250728193146381] #NP=784144958 G(Pi(x))=581
[1250728193146403,1250755451713331] #NP=784151914 G(Pi(x))=505
[1250755451713403,1250782710280357] #NP=784117699 G(Pi(x))=557
[1250782710280417,1250809968847333] #NP=784151777 G(Pi(x))=521
[1250809968847363,1250837227414303] #NP=784117331 G(Pi(x))=670
[1250837227414331,1250864485981217] #NP=784147157 G(Pi(x))=572
[1250864485981307,1250891744548247] #NP=784121355 G(Pi(x))=593
[1250891744548291,1250919003115247] #NP=784147698 G(Pi(x))=511
[1250919003115267,1250948208722677] #NP=840129057 G(Pi(x))=582
[1250948208722731,1250977414330199] #NP=840149491 G(Pi(x))=583
[1250977414330223,1251006619937579] #NP=840144802 G(Pi(x))=605
[1251006619937717,1251035825545147] #NP=840110855 G(Pi(x))=547
[1251035825545171,1251065031152633] #NP=840135069 G(Pi(x))=659
[1251065031152633,1251094236760087] #NP=840130921 G(Pi(x))=541
[1251094236760111,1251123442367581] #NP=840131056 G(Pi(x))=531
[1251123442367597,1251152647975037] #NP=840169774 G(Pi(x))=521
[1251152647975067,1251181853582527] #NP=840146706 G(Pi(x))=534
[1251181853582603,1251211059190007] #NP=840146981 G(Pi(x))=555
[1251211059190087,1251240264797477] #NP=840117703 G(Pi(x))=648
[1251240264797503,1251269470404959] #NP=840120135 G(Pi(x))=493
[1251269470405033,1251298676012393] #NP=840148952 G(Pi(x))=563
[1251298676012461,1251327881619883] #NP=840114532 G(Pi(x))=554
[1251327881619943,1251357087227347] #NP=840121345 G(Pi(x))=624
[1251357087227461,1251386292834871] #NP=840105323 G(Pi(x))=515
[1251386292834889,1251415498442357] #NP=840112430 G(Pi(x))=754
[1251415498442357,1251444704049809] #NP=840137768 G(Pi(x))=555
[1251444704049863,1251473909657297] #NP=840126418 G(Pi(x))=529
[1251473909657327,1251503115264709] #NP=840127790 G(Pi(x))=512
[1251503115264799,1251534267912763] #NP=896141537 G(Pi(x))=487
[1251534267912763,1251565420560709] #NP=896145800 G(Pi(x))=533
[1251565420560743,1251596573208689] #NP=896135829 G(Pi(x))=531
[1251596573208733,1251627725856637] #NP=896119169 G(Pi(x))=607
[1251627725856707,1251658878504623] #NP=896143447 G(Pi(x))=532
[1251658878504677,1251690031152599] #NP=896128816 G(Pi(x))=536
[1251690031152643,1251721183800611] #NP=896141544 G(Pi(x))=514
[1251721183800649,1251752336448587] #NP=896137693 G(Pi(x))=590
[1251752336448611,1251783489096529] #NP=896153785 G(Pi(x))=569
[1251783489096659,1251814641744533] #NP=896123608 G(Pi(x))=517
[1251814641744571,1251845794392499] #NP=896100223 G(Pi(x))=515
[1251845794392539,1251876947040403] #NP=896128253 G(Pi(x))=547
[1251876947040547,1251908099688443] #NP=896144725 G(Pi(x))=541
[1251908099688509,1251939252336337] #NP=896158227 G(Pi(x))=543
[1251939252336527,1251970404984337] #NP=896105325 G(Pi(x))=561
[1251970404984451,1252001557632283] #NP=896148732 G(Pi(x))=595
[1252001557632433,1252032710280343] #NP=896160788 G(Pi(x))=517
[1252032710280367,1252063862928311] #NP=896135791 G(Pi(x))=589
[1252063862928343,1252095015576283] #NP=896131713 G(Pi(x))=541
[1252095015576407,1252126168224271] #NP=896137682 G(Pi(x))=521
[1252126168224307,1252157320872203] #NP=896151159 G(Pi(x))=629
[1252157320872281,1252188473520169] #NP=896121013 G(Pi(x))=550
[1252188473520287,1252219626168193] #NP=896132743 G(Pi(x))=547
[1252219626168229,1252250778816157] #NP=896141401 G(Pi(x))=521
[1252250778816241,1252281931464121] #NP=896104695 G(Pi(x))=569
[1252281931464173,1252313084112137] #NP=896126399 G(Pi(x))=539
[1252313084112157,1252344236760091] #NP=896130957 G(Pi(x))=541
[1252344236760143,1252375389407971] #NP=896140636 G(Pi(x))=518
[1252375389408119,1252406542056029] #NP=896111875 G(Pi(x))=560
[1252406542056107,1252437694703969] #NP=896117452 G(Pi(x))=582
[1252437694704043,1252468847352007] #NP=896120874 G(Pi(x))=537
[1252468847352083,1252499999999947] #NP=896112350 G(Pi(x))=527
[1252500000000023,1252519470404963] #NP=560065068 G(Pi(x))=538
[1252519470404999,1252538940809957] #NP=560079780 G(Pi(x))=506
[1252538940809983,1252558411214879] #NP=560072121 G(Pi(x))=487
[1252558411214959,1252577881619929] #NP=560086782 G(Pi(x))=596
[1252577881619947,1252597352024891] #NP=560088909 G(Pi(x))=537
[1252597352024959,1252616822429897] #NP=560056854 G(Pi(x))=525
[1252616822429927,1252636292834819] #NP=560084064 G(Pi(x))=589
[1252636292834933,1252655763239813] #NP=560069449 G(Pi(x))=506
[1252655763239873,1252675233644749] #NP=560048367 G(Pi(x))=517
[1252675233644881,1252694704049839] #NP=560068251 G(Pi(x))=539
[1252694704049849,1252714174454759] #NP=560056101 G(Pi(x))=557
[1252714174454887,1252733644859791] #NP=560064811 G(Pi(x))=577
[1252733644859819,1252753115264759] #NP=560072740 G(Pi(x))=566
[1252753115264869,1252772585669771] #NP=560074624 G(Pi(x))=494
[1252772585669789,1252792056074719] #NP=560068085 G(Pi(x))=503
[1252792056074771,1252811526479659] #NP=560093820 G(Pi(x))=527
[1252811526479783,1252830996884711] #NP=560063422 G(Pi(x))=561
[1252830996884729,1252850467289677] #NP=560075255 G(Pi(x))=572
[1252850467289723,1252869937694633] #NP=560079357 G(Pi(x))=502
[1252869937694701,1252889408099677] #NP=560067317 G(Pi(x))=556
[1252889408099689,1252908878504653] #NP=560067049 G(Pi(x))=525
[1252908878504719,1252928348909621] #NP=560045175 G(Pi(x))=662
[1252928348909663,1252947819314593] #NP=560090353 G(Pi(x))=494
[1252947819314713,1252967289719611] #NP=560071906 G(Pi(x))=544
[1252967289719711,1252986760124587] #NP=560069793 G(Pi(x))=606
[1252986760124657,1253006230529567] #NP=560074791 G(Pi(x))=527
[1253006230529629,1253025700934551] #NP=560061165 G(Pi(x))=517
[1253025700934597,1253045171339551] #NP=560070070 G(Pi(x))=533
[1253045171339561,1253064641744521] #NP=560082626 G(Pi(x))=493
[1253064641744543,1253084112149413] #NP=560042657 G(Pi(x))=587
[1253084112149533,1253103582554501] #NP=560072350 G(Pi(x))=538
[1253103582554561,1253123052959443] #NP=560064891 G(Pi(x))=493
[1253123052959501,1253142523364461] #NP=560074836 G(Pi(x))=510
[1253142523364477,1253161993769453] #NP=560050905 G(Pi(x))=603
[1253161993769509,1253181464174401] #NP=560068351 G(Pi(x))=522
[1253181464174441,1253200934579413] #NP=560081125 G(Pi(x))=547
[1253200934579597,1253228193146381] #NP=784107835 G(Pi(x))=621
[1253228193146441,1253255451713371] #NP=784097339 G(Pi(x))=527
[1253255451713411,1253282710280311] #NP=784075389 G(Pi(x))=505
[1253282710280369,1253309968847291] #NP=784093631 G(Pi(x))=571
[1253309968847351,1253337227414297] #NP=784097160 G(Pi(x))=527
[1253337227414323,1253364485981221] #NP=784079178 G(Pi(x))=509
[1253364485981353,1253391744548263] #NP=784074344 G(Pi(x))=553
[1253391744548291,1253419003115233] #NP=784083765 G(Pi(x))=593
[1253419003115263,1253448208722653] #NP=840078171 G(Pi(x))=617
[1253448208722739,1253477414330179] #NP=840095216 G(Pi(x))=594
[1253477414330237,1253506619937673] #NP=840103920 G(Pi(x))=613
[1253506619937703,1253535825545141] #NP=840069425 G(Pi(x))=553
[1253535825545161,1253565031152631] #NP=840071758 G(Pi(x))=505
[1253565031152647,1253594236760071] #NP=840103206 G(Pi(x))=579
[1253594236760153,1253623442367551] #NP=840093016 G(Pi(x))=533
[1253623442367607,1253652647975051] #NP=840087269 G(Pi(x))=614
[1253652647975071,1253681853582511] #NP=840086894 G(Pi(x))=569
[1253681853582563,1253711059190011] #NP=840066511 G(Pi(x))=497
[1253711059190143,1253740264797467] #NP=840086175 G(Pi(x))=535
[1253740264797509,1253769470404883] #NP=840068059 G(Pi(x))=592
[1253769470405003,1253798676012437] #NP=840096557 G(Pi(x))=545
[1253798676012469,1253827881619909] #NP=840080634 G(Pi(x))=589
[1253827881619933,1253857087227383] #NP=840080513 G(Pi(x))=504
[1253857087227443,1253886292834853] #NP=840100208 G(Pi(x))=551
[1253886292834883,1253915498442349] #NP=840093344 G(Pi(x))=636
[1253915498442377,1253944704049813] #NP=840085675 G(Pi(x))=689
[1253944704049927,1253973909657281] #NP=840089023 G(Pi(x))=531
[1253973909657323,1254003115264787] #NP=840070811 G(Pi(x))=518
[1254003115264883,1254034267912721] #NP=896095836 G(Pi(x))=529
[1254034267912957,1254065420560613] #NP=896082037 G(Pi(x))=652
[1254065420560751,1254096573208711] #NP=896097232 G(Pi(x))=617
[1254096573208733,1254127725856651] #NP=896073699 G(Pi(x))=509
[1254127725856693,1254158878504589] #NP=896086515 G(Pi(x))=571
[1254158878504681,1254190031152627] #NP=896111680 G(Pi(x))=537
[1254190031152651,1254221183800553] #NP=896057922 G(Pi(x))=495
[1254221183800619,1254252336448543] #NP=896080094 G(Pi(x))=545
[1254252336448613,1254283489096541] #NP=896128768 G(Pi(x))=529
[1254283489096621,1254314641744537] #NP=896074038 G(Pi(x))=539
[1254314641744543,1254345794392513] #NP=896083805 G(Pi(x))=537
[1254345794392513,1254376947040447] #NP=896098944 G(Pi(x))=559
[1254376947040561,1254408099688463] #NP=896083131 G(Pi(x))=481
[1254408099688463,1254439252336421] #NP=896061020 G(Pi(x))=502
[1254439252336499,1254470404984409] #NP=896073388 G(Pi(x))=547
[1254470404984439,1254501557632373] #NP=896053944 G(Pi(x))=569
[1254501557632439,1254532710280357] #NP=896088072 G(Pi(x))=523
[1254532710280433,1254563862928273] #NP=896078675 G(Pi(x))=547
[1254563862928361,1254595015576307] #NP=896083889 G(Pi(x))=596
[1254595015576361,1254626168224271] #NP=896070933 G(Pi(x))=539
[1254626168224301,1254657320872223] #NP=896086729 G(Pi(x))=557
[1254657320872283,1254688473520169] #NP=896039797 G(Pi(x))=535
[1254688473520253,1254719626168207] #NP=896090432 G(Pi(x))=529
[1254719626168241,1254750778816181] #NP=896082678 G(Pi(x))=515
[1254750778816211,1254781931464163] #NP=896061404 G(Pi(x))=567
[1254781931464163,1254813084112121] #NP=896080879 G(Pi(x))=550
[1254813084112151,1254844236760043] #NP=896091292 G(Pi(x))=599
[1254844236760133,1254875389408027] #NP=896057150 G(Pi(x))=675
[1254875389408169,1254906542056061] #NP=896100619 G(Pi(x))=639
[1254906542056109,1254937694704019] #NP=896072739 G(Pi(x))=575
[1254937694704073,1254968847351991] #NP=896090960 G(Pi(x))=509
[1254968847352021,1254999999999913] #NP=896063250 G(Pi(x))=530
[1255000000000049,1255019470404983] #NP=560026696 G(Pi(x))=503
[1255019470405021,1255038940809889] #NP=560043648 G(Pi(x))=557
[1255038940810007,1255058411214913] #NP=560055188 G(Pi(x))=522
[1255058411215003,1255077881619929] #NP=560028227 G(Pi(x))=615
[1255077881619977,1255097352024917] #NP=560058842 G(Pi(x))=499
[1255097352024959,1255116822429793] #NP=560053512 G(Pi(x))=479
[1255116822429971,1255136292834881] #NP=560045144 G(Pi(x))=528
[1255136292834911,1255155763239803] #NP=560028719 G(Pi(x))=481
[1255155763239887,1255175233644841] #NP=560042353 G(Pi(x))=581
[1255175233644869,1255194704049763] #NP=560044454 G(Pi(x))=555
[1255194704049911,1255214174454701] #NP=560045805 G(Pi(x))=719
[1255214174454833,1255233644859769] #NP=560032798 G(Pi(x))=516
[1255233644859809,1255253115264739] #NP=560045954 G(Pi(x))=505
[1255253115264817,1255272585669743] #NP=560057909 G(Pi(x))=507
[1255272585669829,1255292056074731] #NP=560037591 G(Pi(x))=525
[1255292056074761,1255311526479727] #NP=560039877 G(Pi(x))=615
[1255311526479763,1255330996884721] #NP=560047064 G(Pi(x))=493
[1255330996884737,1255350467289707] #NP=560025930 G(Pi(x))=537
[1255350467289727,1255369937694679] #NP=560053956 G(Pi(x))=568
[1255369937694737,1255389408099559] #NP=560052197 G(Pi(x))=553
[1255389408099713,1255408878504659] #NP=560022163 G(Pi(x))=655
[1255408878504689,1255428348909629] #NP=560034136 G(Pi(x))=573
[1255428348909703,1255447819314617] #NP=560038754 G(Pi(x))=617
[1255447819314707,1255467289719613] #NP=560015457 G(Pi(x))=529
[1255467289719619,1255486760124559] #NP=560035592 G(Pi(x))=631
[1255486760124613,1255506230529583] #NP=560037740 G(Pi(x))=591
[1255506230529631,1255525700934511] #NP=560027685 G(Pi(x))=529
[1255525700934569,1255545171339491] #NP=560069558 G(Pi(x))=489
[1255545171339583,1255564641744437] #NP=560027781 G(Pi(x))=519
[1255564641744547,1255584112149517] #NP=560052087 G(Pi(x))=545
[1255584112149547,1255603582554481] #NP=560037001 G(Pi(x))=495
[1255603582554533,1255623052959437] #NP=560062305 G(Pi(x))=527
[1255623052959521,1255642523364469] #NP=560047274 G(Pi(x))=548
[1255642523364487,1255661993769437] #NP=560001526 G(Pi(x))=531
[1255661993769523,1255681464174367] #NP=559994685 G(Pi(x))=537
[1255681464174521,1255700934579401] #NP=560034827 G(Pi(x))=541
[1255700934579449,1255728193146373] #NP=784031922 G(Pi(x))=484
[1255728193146421,1255755451713361] #NP=784033390 G(Pi(x))=507
[1255755451713391,1255782710280349] #NP=784056220 G(Pi(x))=605
[1255782710280383,1255809968847233] #NP=784069991 G(Pi(x))=561
[1255809968847349,1255837227414307] #NP=784043198 G(Pi(x))=545
[1255837227414317,1255864485981289] #NP=784053101 G(Pi(x))=597
[1255864485981353,1255891744548263] #NP=784050199 G(Pi(x))=535
[1255891744548323,1255919003115239] #NP=784032408 G(Pi(x))=561
[1255919003115281,1255948208722723] #NP=840058907 G(Pi(x))=593
[1255948208722729,1255977414330193] #NP=840040361 G(Pi(x))=506
[1255977414330253,1256006619937649] #NP=840046109 G(Pi(x))=596
[1256006619937687,1256035825545113] #NP=840063583 G(Pi(x))=511
[1256035825545211,1256065031152627] #NP=840024608 G(Pi(x))=585
[1256065031152651,1256094236760109] #NP=840040837 G(Pi(x))=513
[1256094236760169,1256123442367583] #NP=840035374 G(Pi(x))=537
[1256123442367613,1256152647975053] #NP=840043650 G(Pi(x))=549
[1256152647975103,1256181853582541] #NP=840023970 G(Pi(x))=567
[1256181853582541,1256211059190011] #NP=840050527 G(Pi(x))=575
[1256211059190173,1256240264797493] #NP=840046190 G(Pi(x))=647
[1256240264797579,1256269470404957] #NP=840070125 G(Pi(x))=526
[1256269470404987,1256298676012339] #NP=840046709 G(Pi(x))=543
[1256298676012487,1256327881619869] #NP=840057927 G(Pi(x))=552
[1256327881619939,1256357087227351] #NP=840032686 G(Pi(x))=633
[1256357087227427,1256386292834867] #NP=840049674 G(Pi(x))=567
[1256386292834899,1256415498442309] #NP=840042522 G(Pi(x))=553
[1256415498442367,1256444704049791] #NP=840048672 G(Pi(x))=537
[1256444704049867,1256473909657273] #NP=840039431 G(Pi(x))=527
[1256473909657357,1256503115264783] #NP=840011780 G(Pi(x))=539
[1256503115264879,1256534267912719] #NP=896011877 G(Pi(x))=614
[1256534267912867,1256565420560717] #NP=895968374 G(Pi(x))=545
[1256565420560741,1256596573208707] #NP=896030576 G(Pi(x))=601
[1256596573208729,1256627725856683] #NP=896048242 G(Pi(x))=577
[1256627725856693,1256658878504657] #NP=896002377 G(Pi(x))=581
[1256658878504681,1256690031152603] #NP=896054757 G(Pi(x))=519
[1256690031152659,1256721183800573] #NP=896025291 G(Pi(x))=564
[1256721183800633,1256752336448551] #NP=896020220 G(Pi(x))=569
[1256752336448591,1256783489096561] #NP=896033895 G(Pi(x))=560
[1256783489096617,1256814641744527] #NP=896036909 G(Pi(x))=645
[1256814641744561,1256845794392501] #NP=896058029 G(Pi(x))=540
[1256845794392647,1256876947040467] #NP=896040582 G(Pi(x))=558
[1256876947040527,1256908099688447] #NP=896002553 G(Pi(x))=553
[1256908099688477,1256939252336419] #NP=896061664 G(Pi(x))=545
[1256939252336477,1256970404984167] #NP=896004903 G(Pi(x))=563
[1256970404984429,1257001557632369] #NP=896002423 G(Pi(x))=509
[1257001557632399,1257032710280363] #NP=896030854 G(Pi(x))=601
[1257032710280363,1257063862928287] #NP=896031110 G(Pi(x))=559
[1257063862928359,1257095015576299] #NP=896062148 G(Pi(x))=549
[1257095015576341,1257126168224287] #NP=896057800 G(Pi(x))=595
[1257126168224291,1257157320872263] #NP=896026541 G(Pi(x))=601
[1257157320872263,1257188473520201] #NP=896024375 G(Pi(x))=567
[1257188473520299,1257219626168213] #NP=896041922 G(Pi(x))=542
[1257219626168213,1257250778816167] #NP=896049597 G(Pi(x))=553
[1257250778816239,1257281931464161] #NP=896000076 G(Pi(x))=564
[1257281931464227,1257313084112077] #NP=896042987 G(Pi(x))=569
[1257313084112177,1257344236760111] #NP=895994426 G(Pi(x))=545
[1257344236760137,1257375389408069] #NP=896018495 G(Pi(x))=554
[1257375389408107,1257406542056003] #NP=896009628 G(Pi(x))=636
[1257406542056101,1257437694704029] #NP=896023303 G(Pi(x))=539
[1257437694704039,1257468847351987] #NP=896008868 G(Pi(x))=607
[1257468847352027,1257499999999963] #NP=896026165 G(Pi(x))=532
[1257500000000011,1257519470404979] #NP=559996340 G(Pi(x))=501
[1257519470405071,1257538940809919] #NP=560002368 G(Pi(x))=534
[1257538940809999,1257558411214883] #NP=560019520 G(Pi(x))=579
[1257558411214957,1257577881619933] #NP=559997314 G(Pi(x))=569
[1257577881619981,1257597352024901] #NP=560005678 G(Pi(x))=495
[1257597352024931,1257616822429801] #NP=559992023 G(Pi(x))=565
[1257616822429939,1257636292834877] #NP=560023438 G(Pi(x))=520
[1257636292834951,1257655763239871] #NP=560011594 G(Pi(x))=556
[1257655763239919,1257675233644847] #NP=560004127 G(Pi(x))=549
[1257675233644861,1257694704049831] #NP=560004718 G(Pi(x))=509
[1257694704049909,1257714174454813] #NP=559993518 G(Pi(x))=561
[1257714174454861,1257733644859787] #NP=560035187 G(Pi(x))=514
[1257733644859817,1257753115264781] #NP=560000962 G(Pi(x))=653
[1257753115264829,1257772585669753] #NP=560012275 G(Pi(x))=496
[1257772585669801,1257792056074751] #NP=560007761 G(Pi(x))=561
[1257792056074789,1257811526479733] #NP=560001447 G(Pi(x))=497
[1257811526479819,1257830996884711] #NP=560004822 G(Pi(x))=501
[1257830996884789,1257850467289711] #NP=559990755 G(Pi(x))=504
[1257850467289729,1257869937694687] #NP=560009437 G(Pi(x))=535
[1257869937694807,1257889408099673] #NP=559992614 G(Pi(x))=565
[1257889408099787,1257908878504661] #NP=560012862 G(Pi(x))=522
[1257908878504673,1257928348909637] #NP=560018987 G(Pi(x))=631
[1257928348909703,1257947819314519] #NP=560019128 G(Pi(x))=568
[1257947819314673,1257967289719597] #NP=559990940 G(Pi(x))=565
[1257967289719619,1257986760124561] #NP=559999415 G(Pi(x))=532
[1257986760124621,1258006230529583] #NP=560013648 G(Pi(x))=574
[1258006230529621,1258025700934567] #NP=560013329 G(Pi(x))=541
[1258025700934591,1258045171339513] #NP=560010356 G(Pi(x))=535
[1258045171339589,1258064641744499] #NP=560005077 G(Pi(x))=621
[1258064641744591,1258084112149477] #NP=559988134 G(Pi(x))=549
[1258084112149523,1258103582554459] #NP=559994112 G(Pi(x))=491
[1258103582554513,1258123052959397] #NP=559988371 G(Pi(x))=589
[1258123052959489,1258142523364469] #NP=559988998 G(Pi(x))=536
[1258142523364523,1258161993769427] #NP=560015707 G(Pi(x))=535
[1258161993769487,1258181464174361] #NP=560013500 G(Pi(x))=569
[1258181464174483,1258200934579403] #NP=559988765 G(Pi(x))=531
[1258200934579451,1258228193146381] #NP=783978701 G(Pi(x))=555
[1258228193146417,1258255451713361] #NP=784023740 G(Pi(x))=585
[1258255451713397,1258282710280331] #NP=783982712 G(Pi(x))=531
[1258282710280397,1258309968847303] #NP=784009317 G(Pi(x))=535
[1258309968847409,1258337227414303] #NP=784000731 G(Pi(x))=509
[1258337227414369,1258364485981249] #NP=783980865 G(Pi(x))=596
[1258364485981301,1258391744548181] #NP=783984921 G(Pi(x))=541
[1258391744548321,1258419003115201] #NP=783996165 G(Pi(x))=563
[1258419003115283,1258448208722723] #NP=839991776 G(Pi(x))=517
[1258448208722753,1258477414330127] #NP=840010082 G(Pi(x))=601
[1258477414330207,1258506619937569] #NP=840007774 G(Pi(x))=539
[1258506619937689,1258535825545153] #NP=839999755 G(Pi(x))=557
[1258535825545157,1258565031152623] #NP=840009495 G(Pi(x))=528
[1258565031152699,1258594236760093] #NP=839987071 G(Pi(x))=511
[1258594236760183,1258623442367581] #NP=839999273 G(Pi(x))=527
[1258623442367591,1258652647975061] #NP=839987812 G(Pi(x))=561
[1258652647975117,1258681853582449] #NP=840014181 G(Pi(x))=521
[1258681853582653,1258711059190001] #NP=840008389 G(Pi(x))=523
[1258711059190037,1258740264797387] #NP=839998610 G(Pi(x))=524
[1258740264797501,1258769470404913] #NP=840005305 G(Pi(x))=631
[1258769470405087,1258798676012447] #NP=839976945 G(Pi(x))=612
[1258798676012503,1258827881619863] #NP=839988465 G(Pi(x))=593
[1258827881619943,1258857087227387] #NP=840021442 G(Pi(x))=543
[1258857087227419,1258886292834811] #NP=839974905 G(Pi(x))=531
[1258886292834887,1258915498442353] #NP=839981063 G(Pi(x))=522
[1258915498442369,1258944704049821] #NP=839987591 G(Pi(x))=557
[1258944704049847,1258973909657287] #NP=839974294 G(Pi(x))=501
[1258973909657327,1259003115264773] #NP=839999482 G(Pi(x))=508
[1259003115264793,1259034267912763] #NP=895969941 G(Pi(x))=534
[1259034267912763,1259065420560671] #NP=895992305 G(Pi(x))=566
[1259065420560769,1259096573208671] #NP=895993182 G(Pi(x))=515
[1259096573208757,1259127725856667] #NP=895979778 G(Pi(x))=627
[1259127725856713,1259158878504661] #NP=895988329 G(Pi(x))=552
[1259158878504707,1259190031152637] #NP=895967064 G(Pi(x))=540
[1259190031152661,1259221183800589] #NP=896001752 G(Pi(x))=561
[1259221183800647,1259252336448553] #NP=896006945 G(Pi(x))=595
[1259252336448619,1259283489096553] #NP=895978048 G(Pi(x))=596
[1259283489096593,1259314641744461] #NP=895974608 G(Pi(x))=534
[1259314641744547,1259345794392481] #NP=896009499 G(Pi(x))=548
[1259345794392529,1259376947040481] #NP=895987091 G(Pi(x))=539
[1259376947040491,1259408099688449] #NP=895962136 G(Pi(x))=517
[1259408099688481,1259439252336437] #NP=895965682 G(Pi(x))=541
[1259439252336467,1259470404984403] #NP=896003242 G(Pi(x))=529
[1259470404984419,1259501557632301] #NP=895969858 G(Pi(x))=565
[1259501557632403,1259532710280353] #NP=895922190 G(Pi(x))=533
[1259532710280379,1259563862928281] #NP=895983989 G(Pi(x))=623
[1259563862928403,1259595015576259] #NP=895966033 G(Pi(x))=551
[1259595015576329,1259626168224287] #NP=895968571 G(Pi(x))=554
[1259626168224401,1259657320872211] #NP=895972509 G(Pi(x))=525
[1259657320872283,1259688473520193] #NP=895991682 G(Pi(x))=531
[1259688473520241,1259719626168049] #NP=895999657 G(Pi(x))=524
[1259719626168287,1259750778816163] #NP=895997723 G(Pi(x))=543
[1259750778816251,1259781931464151] #NP=895957124 G(Pi(x))=557
[1259781931464197,1259813084112113] #NP=895971513 G(Pi(x))=501
[1259813084112173,1259844236760007] #NP=895972830 G(Pi(x))=525
[1259844236760139,1259875389408071] #NP=895952984 G(Pi(x))=533
[1259875389408107,1259906542055983] #NP=895988873 G(Pi(x))=584
[1259906542056067,1259937694703993] #NP=895939185 G(Pi(x))=573
[1259937694704053,1259968847351933] #NP=895970940 G(Pi(x))=594
[1259968847352049,1259999999999963] #NP=895975769 G(Pi(x))=612
[1260000000000029,1260019470404953] #NP=559954962 G(Pi(x))=530
[1260019470405001,1260038940809959] #NP=559986882 G(Pi(x))=591
[1260038940809983,1260058411214923] #NP=560003221 G(Pi(x))=699
[1260058411214987,1260077881619929] #NP=559964080 G(Pi(x))=530
[1260077881620071,1260097352024897] #NP=560007174 G(Pi(x))=500
[1260097352024971,1260116822429887] #NP=559996893 G(Pi(x))=586
[1260116822429947,1260136292834857] #NP=559953410 G(Pi(x))=533
[1260136292834893,1260155763239819] #NP=559988772 G(Pi(x))=528
[1260155763239887,1260175233644807] #NP=559979175 G(Pi(x))=553
[1260175233644861,1260194704049837] #NP=559974509 G(Pi(x))=576
[1260194704049843,1260214174454819] #NP=559962711 G(Pi(x))=565
[1260214174454891,1260233644859771] #NP=559966099 G(Pi(x))=693
[1260233644859869,1260253115264791] #NP=559998059 G(Pi(x))=533
[1260253115264807,1260272585669749] #NP=559965127 G(Pi(x))=539
[1260272585669791,1260292056074671] #NP=559993618 G(Pi(x))=562
[1260292056074767,1260311526479713] #NP=559961687 G(Pi(x))=545
[1260311526479839,1260330996884693] #NP=559966812 G(Pi(x))=633
[1260330996884737,1260350467289659] #NP=559969620 G(Pi(x))=563
[1260350467289717,1260369937694689] #NP=559967688 G(Pi(x))=576
[1260369937694893,1260389408099669] #NP=559988430 G(Pi(x))=587
[1260389408099687,1260408878504663] #NP=559993500 G(Pi(x))=583
[1260408878504723,1260428348909593] #NP=559968953 G(Pi(x))=556
[1260428348909677,1260447819314627] #NP=559961948 G(Pi(x))=517
[1260447819314639,1260467289719593] #NP=559984318 G(Pi(x))=561
[1260467289719621,1260486760124591] #NP=559958366 G(Pi(x))=561
[1260486760124617,1260506230529551] #NP=559999656 G(Pi(x))=567
[1260506230529621,1260525700934531] #NP=559980320 G(Pi(x))=595
[1260525700934569,1260545171339521] #NP=559948678 G(Pi(x))=559
[1260545171339561,1260564641744531] #NP=559982848 G(Pi(x))=513
[1260564641744563,1260584112149497] #NP=559989162 G(Pi(x))=567
[1260584112149563,1260603582554501] #NP=559975297 G(Pi(x))=557
[1260603582554551,1260623052959477] #NP=559961156 G(Pi(x))=547
[1260623052959551,1260642523364453] #NP=559968134 G(Pi(x))=513
[1260642523364491,1260661993769389] #NP=559959553 G(Pi(x))=537
[1260661993769527,1260681464174417] #NP=559977810 G(Pi(x))=531
[1260681464174467,1260700934579423] #NP=559962500 G(Pi(x))=521
[1260700934579453,1260728193146393] #NP=783952778 G(Pi(x))=545
[1260728193146407,1260755451713341] #NP=783940952 G(Pi(x))=573
[1260755451713389,1260782710280273] #NP=783945492 G(Pi(x))=561
[1260782710280371,1260809968847287] #NP=783967422 G(Pi(x))=563
[1260809968847347,1260837227414311] #NP=783972334 G(Pi(x))=530
[1260837227414327,1260864485981197] #NP=783928454 G(Pi(x))=509
[1260864485981323,1260891744548243] #NP=783951319 G(Pi(x))=561
[1260891744548281,1260919003115237] #NP=783952376 G(Pi(x))=561
[1260919003115263,1260948208722691] #NP=839942020 G(Pi(x))=513
[1260948208722739,1260977414330167] #NP=839945938 G(Pi(x))=583
[1260977414330209,1261006619937637] #NP=839916562 G(Pi(x))=523
[1261006619937697,1261035825545143] #NP=839951538 G(Pi(x))=555
[1261035825545191,1261065031152613] #NP=839948525 G(Pi(x))=493
[1261065031152653,1261094236760093] #NP=839939870 G(Pi(x))=552
[1261094236760117,1261123442367557] #NP=839922657 G(Pi(x))=615
[1261123442367667,1261152647974987] #NP=839972430 G(Pi(x))=517
[1261152647975083,1261181853582517] #NP=839930651 G(Pi(x))=601
[1261181853582559,1261211059190009] #NP=839904394 G(Pi(x))=525
[1261211059190023,1261240264797451] #NP=839940961 G(Pi(x))=553
[1261240264797563,1261269470404939] #NP=839967091 G(Pi(x))=573
[1261269470404987,1261298676012443] #NP=839968278 G(Pi(x))=565
[1261298676012469,1261327881619919] #NP=839919842 G(Pi(x))=540
[1261327881619979,1261357087227379] #NP=839947114 G(Pi(x))=555
[1261357087227451,1261386292834847] #NP=839942022 G(Pi(x))=536
[1261386292834897,1261415498442287] #NP=839942305 G(Pi(x))=550
[1261415498442397,1261444704049721] #NP=839967676 G(Pi(x))=583
[1261444704049877,1261473909657293] #NP=839930270 G(Pi(x))=597
[1261473909657331,1261503115264757] #NP=839946032 G(Pi(x))=532
[1261503115264831,1261534267912739] #NP=895941643 G(Pi(x))=620
[1261534267912771,1261565420560597] #NP=895922407 G(Pi(x))=499
[1261565420560741,1261596573208663] #NP=895919577 G(Pi(x))=541
[1261596573208733,1261627725856669] #NP=895924748 G(Pi(x))=578
[1261627725856691,1261658878504663] #NP=895940668 G(Pi(x))=527
[1261658878504663,1261690031152633] #NP=895961286 G(Pi(x))=551
[1261690031152657,1261721183800547] #NP=895957331 G(Pi(x))=664
[1261721183800633,1261752336448567] #NP=895935878 G(Pi(x))=537
[1261752336448603,1261783489096423] #NP=895942271 G(Pi(x))=510
[1261783489096589,1261814641744529] #NP=895929104 G(Pi(x))=525
[1261814641744543,1261845794392493] #NP=895933649 G(Pi(x))=559
[1261845794392543,1261876947040441] #NP=895914106 G(Pi(x))=529
[1261876947040499,1261908099688429] #NP=895903454 G(Pi(x))=557
[1261908099688471,1261939252336397] #NP=895911331 G(Pi(x))=664
[1261939252336541,1261970404984379] #NP=895913785 G(Pi(x))=517
[1261970404984433,1262001557632327] #NP=895951388 G(Pi(x))=540
[1262001557632399,1262032710280337] #NP=895926852 G(Pi(x))=597
[1262032710280393,1262063862928333] #NP=895936970 G(Pi(x))=515
[1262063862928367,1262095015576259] #NP=895912492 G(Pi(x))=545
[1262095015576333,1262126168224253] #NP=895923611 G(Pi(x))=613
[1262126168224291,1262157320872229] #NP=895919591 G(Pi(x))=665
[1262157320872267,1262188473520229] #NP=895904057 G(Pi(x))=533
[1262188473520297,1262219626168181] #NP=895912463 G(Pi(x))=628
[1262219626168217,1262250778816171] #NP=895936772 G(Pi(x))=511
[1262250778816229,1262281931464111] #NP=895937589 G(Pi(x))=537
[1262281931464181,1262313084112127] #NP=895892734 G(Pi(x))=513
[1262313084112151,1262344236760091] #NP=895918493 G(Pi(x))=559
[1262344236760177,1262375389408051] #NP=895913545 G(Pi(x))=583
[1262375389408097,1262406542056019] #NP=895903238 G(Pi(x))=522
[1262406542056067,1262437694703949] #NP=895917018 G(Pi(x))=535
[1262437694704051,1262468847351997] #NP=895900037 G(Pi(x))=500
[1262468847352021,1262499999999937] #NP=895921203 G(Pi(x))=549
[1262500000000033,1262519470404821] #NP=559939199 G(Pi(x))=579
[1262519470404991,1262538940809929] #NP=559936924 G(Pi(x))=505
[1262538940809989,1262558411214857] #NP=559966731 G(Pi(x))=555
[1262558411214983,1262577881619907] #NP=559935275 G(Pi(x))=585
[1262577881619937,1262597352024893] #NP=559949391 G(Pi(x))=497
[1262597352024923,1262616822429901] #NP=559958561 G(Pi(x))=506
[1262616822429923,1262636292834883] #NP=559949421 G(Pi(x))=566
[1262636292834893,1262655763239863] #NP=559958127 G(Pi(x))=514
[1262655763239877,1262675233644829] #NP=559913842 G(Pi(x))=547
[1262675233644899,1262694704049829] #NP=559949460 G(Pi(x))=552
[1262694704049887,1262714174454823] #NP=559948567 G(Pi(x))=613
[1262714174454829,1262733644859751] #NP=559957858 G(Pi(x))=497
[1262733644859847,1262753115264791] #NP=559961297 G(Pi(x))=549
[1262753115264811,1262772585669761] #NP=559958572 G(Pi(x))=533
[1262772585669797,1262792056074683] #NP=559941040 G(Pi(x))=547
[1262792056074761,1262811526479677] #NP=559927530 G(Pi(x))=533
[1262811526479787,1262830996884659] #NP=559929922 G(Pi(x))=556
[1262830996884731,1262850467289707] #NP=559950052 G(Pi(x))=535
[1262850467289737,1262869937694691] #NP=559936390 G(Pi(x))=595
[1262869937694707,1262889408099677] #NP=559952677 G(Pi(x))=529
[1262889408099731,1262908878504653] #NP=559929232 G(Pi(x))=519
[1262908878504709,1262928348909509] #NP=559958162 G(Pi(x))=550
[1262928348909653,1262947819314589] #NP=559966215 G(Pi(x))=587
[1262947819314661,1262967289719607] #NP=559921469 G(Pi(x))=551
[1262967289719631,1262986760124421] #NP=559930410 G(Pi(x))=558
[1262986760124613,1263006230529559] #NP=559929484 G(Pi(x))=502
[1263006230529587,1263025700934553] #NP=559950545 G(Pi(x))=545
[1263025700934617,1263045171339547] #NP=559933673 G(Pi(x))=570
[1263045171339559,1263064641744511] #NP=559936019 G(Pi(x))=529
[1263064641744569,1263084112149487] #NP=559933106 G(Pi(x))=592
[1263084112149569,1263103582554503] #NP=559934308 G(Pi(x))=591
[1263103582554557,1263123052959473] #NP=559958775 G(Pi(x))=507
[1263123052959617,1263142523364413] #NP=559913266 G(Pi(x))=557
[1263142523364473,1263161993769451] #NP=559925281 G(Pi(x))=519
[1263161993769461,1263181464174367] #NP=559951882 G(Pi(x))=504
[1263181464174481,1263200934579361] #NP=559931247 G(Pi(x))=581
[1263200934579449,1263228193146401] #NP=783898480 G(Pi(x))=653
[1263228193146419,1263255451713379] #NP=783912266 G(Pi(x))=505
[1263255451713401,1263282710280347] #NP=783896971 G(Pi(x))=556
[1263282710280511,1263309968847319] #NP=783917816 G(Pi(x))=520
[1263309968847347,1263337227414289] #NP=783895533 G(Pi(x))=533
[1263337227414401,1263364485981277] #NP=783895922 G(Pi(x))=569
[1263364485981337,1263391744548251] #NP=783919428 G(Pi(x))=499
[1263391744548361,1263419003115239] #NP=783889008 G(Pi(x))=503
[1263419003115251,1263448208722669] #NP=839894467 G(Pi(x))=649
[1263448208722753,1263477414330137] #NP=839886501 G(Pi(x))=581
[1263477414330259,1263506619937669] #NP=839892109 G(Pi(x))=520
[1263506619937691,1263535825545127] #NP=839894619 G(Pi(x))=531
[1263535825545157,1263565031152601] #NP=839890646 G(Pi(x))=554
[1263565031152661,1263594236760073] #NP=839908204 G(Pi(x))=539
[1263594236760133,1263623442367571] #NP=839894540 G(Pi(x))=517
[1263623442367591,1263652647975061] #NP=839882386 G(Pi(x))=565
[1263652647975121,1263681853582529] #NP=839915215 G(Pi(x))=651
[1263681853582567,1263711059190001] #NP=839895232 G(Pi(x))=566
[1263711059190031,1263740264797481] #NP=839903397 G(Pi(x))=540
[1263740264797501,1263769470404941] #NP=839861752 G(Pi(x))=553
[1263769470404999,1263798676012429] #NP=839898171 G(Pi(x))=515
[1263798676012469,1263827881619921] #NP=839890530 G(Pi(x))=769
[1263827881619999,1263857087227387] #NP=839877759 G(Pi(x))=563
[1263857087227439,1263886292834873] #NP=839892436 G(Pi(x))=542
[1263886292834897,1263915498442357] #NP=839890953 G(Pi(x))=509
[1263915498442357,1263944704049831] #NP=839892633 G(Pi(x))=561
[1263944704049869,1263973909657309] #NP=839919506 G(Pi(x))=539
[1263973909657363,1264003115264783] #NP=839891304 G(Pi(x))=637
[1264003115264807,1264034267912743] #NP=895913166 G(Pi(x))=565
[1264034267912881,1264065420560737] #NP=895883037 G(Pi(x))=555
[1264065420560741,1264096573208699] #NP=895890103 G(Pi(x))=553
[1264096573208719,1264127725856609] #NP=895873078 G(Pi(x))=529
[1264127725856701,1264158878504657] #NP=895881092 G(Pi(x))=589
[1264158878504693,1264190031152621] #NP=895921723 G(Pi(x))=533
[1264190031152669,1264221183800569] #NP=895891208 G(Pi(x))=526
[1264221183800623,1264252336448579] #NP=895905723 G(Pi(x))=515
[1264252336448603,1264283489096557] #NP=895886172 G(Pi(x))=545
[1264283489096581,1264314641744519] #NP=895854342 G(Pi(x))=604
[1264314641744593,1264345794392491] #NP=895848230 G(Pi(x))=548
[1264345794392543,1264376947040461] #NP=895876575 G(Pi(x))=493
[1264376947040561,1264408099688453] #NP=895860135 G(Pi(x))=515
[1264408099688471,1264439252336437] #NP=895870612 G(Pi(x))=489
[1264439252336441,1264470404984383] #NP=895876985 G(Pi(x))=557
[1264470404984443,1264501557632333] #NP=895859697 G(Pi(x))=526
[1264501557632389,1264532710280363] #NP=895896267 G(Pi(x))=557
[1264532710280363,1264563862928309] #NP=895878531 G(Pi(x))=607
[1264563862928351,1264595015576309] #NP=895872549 G(Pi(x))=581
[1264595015576327,1264626168224227] #NP=895871107 G(Pi(x))=512
[1264626168224299,1264657320872249] #NP=895862157 G(Pi(x))=552
[1264657320872303,1264688473520183] #NP=895881912 G(Pi(x))=513
[1264688473520383,1264719626168191] #NP=895906824 G(Pi(x))=654
[1264719626168279,1264750778816153] #NP=895890294 G(Pi(x))=681
[1264750778816309,1264781931464143] #NP=895864416 G(Pi(x))=530
[1264781931464189,1264813084112119] #NP=895868235 G(Pi(x))=561
[1264813084112189,1264844236760113] #NP=895872419 G(Pi(x))=519
[1264844236760113,1264875389407999] #NP=895859471 G(Pi(x))=499
[1264875389408107,1264906542056041] #NP=895876377 G(Pi(x))=542
[1264906542056119,1264937694703951] #NP=895868428 G(Pi(x))=521
[1264937694704053,1264968847351969] #NP=895915863 G(Pi(x))=549
[1264968847352039,1264999999999973] #NP=895885966 G(Pi(x))=585
[1265000000000063,1265019470404969] #NP=559898868 G(Pi(x))=561
[1265019470405017,1265038940809951] #NP=559950628 G(Pi(x))=570
[1265038940810009,1265058411214861] #NP=559908184 G(Pi(x))=535
[1265058411214993,1265077881619919] #NP=559909346 G(Pi(x))=529
[1265077881619957,1265097352024879] #NP=559911128 G(Pi(x))=528
[1265097352024937,1265116822429849] #NP=559921129 G(Pi(x))=541
[1265116822429963,1265136292834849] #NP=559924473 G(Pi(x))=523
[1265136292834891,1265155763239847] #NP=559909294 G(Pi(x))=612
[1265155763239961,1265175233644849] #NP=559928840 G(Pi(x))=523
[1265175233644909,1265194704049823] #NP=559901157 G(Pi(x))=583
[1265194704049847,1265214174454823] #NP=559903522 G(Pi(x))=547
[1265214174454843,1265233644859781] #NP=559912241 G(Pi(x))=534
[1265233644859867,1265253115264769] #NP=559905239 G(Pi(x))=501
[1265253115264907,1265272585669769] #NP=559914948 G(Pi(x))=527
[1265272585669793,1265292056074751] #NP=559925321 G(Pi(x))=514
[1265292056074819,1265311526479729] #NP=559923418 G(Pi(x))=609
[1265311526479753,1265330996884681] #NP=559912256 G(Pi(x))=503
[1265330996884733,1265350467289697] #NP=559894323 G(Pi(x))=569
[1265350467289729,1265369937694651] #NP=559918955 G(Pi(x))=559
[1265369937694697,1265389408099627] #NP=559927916 G(Pi(x))=570
[1265389408099703,1265408878504663] #NP=559902996 G(Pi(x))=593
[1265408878504669,1265428348909597] #NP=559892069 G(Pi(x))=688
[1265428348909709,1265447819314487] #NP=559903465 G(Pi(x))=493
[1265447819314663,1265467289719603] #NP=559906714 G(Pi(x))=535
[1265467289719673,1265486760124597] #NP=559894055 G(Pi(x))=511
[1265486760124651,1265506230529579] #NP=559915755 G(Pi(x))=517
[1265506230529699,1265525700934553] #NP=559902494 G(Pi(x))=489
[1265525700934591,1265545171339541] #NP=559893713 G(Pi(x))=565
[1265545171339577,1265564641744517] #NP=559913579 G(Pi(x))=553
[1265564641744549,1265584112149519] #NP=559886147 G(Pi(x))=509
[1265584112149523,1265603582554483] #NP=559919563 G(Pi(x))=561
[1265603582554517,1265623052959481] #NP=559899114 G(Pi(x))=497
[1265623052959519,1265642523364459] #NP=559919900 G(Pi(x))=566
[1265642523364489,1265661993769417] #NP=559903103 G(Pi(x))=553
[1265661993769463,1265681464174429] #NP=559894835 G(Pi(x))=593
[1265681464174453,1265700934579379] #NP=559893253 G(Pi(x))=555
[1265700934579429,1265728193146357] #NP=783858007 G(Pi(x))=569
[1265728193146447,1265755451713367] #NP=783872602 G(Pi(x))=527
[1265755451713457,1265782710280261] #NP=783894660 G(Pi(x))=534
[1265782710280369,1265809968847327] #NP=783867361 G(Pi(x))=591
[1265809968847381,1265837227414259] #NP=783885823 G(Pi(x))=511
[1265837227414339,1265864485981231] #NP=783874325 G(Pi(x))=533
[1265864485981301,1265891744548217] #NP=783882723 G(Pi(x))=565
[1265891744548427,1265919003115241] #NP=783864869 G(Pi(x))=571
[1265919003115289,1265948208722677] #NP=839822499 G(Pi(x))=520
[1265948208722731,1265977414330193] #NP=839845385 G(Pi(x))=533
[1265977414330249,1266006619937671] #NP=839866729 G(Pi(x))=539
[1266006619937737,1266035825545063] #NP=839832067 G(Pi(x))=587
[1266035825545237,1266065031152611] #NP=839845845 G(Pi(x))=518
[1266065031152707,1266094236760051] #NP=839832619 G(Pi(x))=541
[1266094236760147,1266123442367543] #NP=839824175 G(Pi(x))=569
[1266123442367621,1266152647975013] #NP=839875583 G(Pi(x))=563
[1266152647975067,1266181853582461] #NP=839847794 G(Pi(x))=534
[1266181853582563,1266211059189977] #NP=839840485 G(Pi(x))=604
[1266211059190069,1266240264797483] #NP=839849934 G(Pi(x))=492
[1266240264797507,1266269470404971] #NP=839846718 G(Pi(x))=639
[1266269470405021,1266298676012413] #NP=839861459 G(Pi(x))=589
[1266298676012453,1266327881619869] #NP=839887210 G(Pi(x))=532
[1266327881619961,1266357087227381] #NP=839844944 G(Pi(x))=563
[1266357087227413,1266386292834869] #NP=839835930 G(Pi(x))=581
[1266386292834889,1266415498442291] #NP=839859119 G(Pi(x))=565
[1266415498442407,1266444704049817] #NP=839843398 G(Pi(x))=650
[1266444704049869,1266473909657293] #NP=839815091 G(Pi(x))=601
[1266473909657339,1266503115264727] #NP=839849848 G(Pi(x))=535
[1266503115264799,1266534267912709] #NP=895847391 G(Pi(x))=551
[1266534267912791,1266565420560733] #NP=895829040 G(Pi(x))=531
[1266565420560767,1266596573208619] #NP=895821106 G(Pi(x))=597
[1266596573208727,1266627725856673] #NP=895841948 G(Pi(x))=559
[1266627725856697,1266658878504631] #NP=895826264 G(Pi(x))=521
[1266658878504689,1266690031152617] #NP=895836381 G(Pi(x))=552
[1266690031152647,1266721183800599] #NP=895833988 G(Pi(x))=563
[1266721183800691,1266752336448563] #NP=895792932 G(Pi(x))=479
[1266752336448661,1266783489096491] #NP=895847667 G(Pi(x))=542
[1266783489096599,1266814641744511] #NP=895835333 G(Pi(x))=538
[1266814641744539,1266845794392457] #NP=895817439 G(Pi(x))=646
[1266845794392527,1266876947040451] #NP=895810940 G(Pi(x))=539
[1266876947040493,1266908099688463] #NP=895858245 G(Pi(x))=623
[1266908099688463,1266939252336421] #NP=895832779 G(Pi(x))=616
[1266939252336493,1266970404984373] #NP=895815387 G(Pi(x))=557
[1266970404984439,1267001557632379] #NP=895804814 G(Pi(x))=549
[1267001557632403,1267032710280329] #NP=895815568 G(Pi(x))=537
[1267032710280367,1267063862928337] #NP=895816913 G(Pi(x))=510
[1267063862928421,1267095015576263] #NP=895827435 G(Pi(x))=573
[1267095015576317,1267126168224281] #NP=895820735 G(Pi(x))=605
[1267126168224289,1267157320872239] #NP=895813617 G(Pi(x))=541
[1267157320872283,1267188473520173] #NP=895799007 G(Pi(x))=517
[1267188473520247,1267219626168169] #NP=895834070 G(Pi(x))=560
[1267219626168233,1267250778816161] #NP=895844926 G(Pi(x))=522
[1267250778816199,1267281931464119] #NP=895822138 G(Pi(x))=536
[1267281931464167,1267313084112137] #NP=895848861 G(Pi(x))=545
[1267313084112157,1267344236760103] #NP=895825339 G(Pi(x))=536
[1267344236760137,1267375389408031] #NP=895812469 G(Pi(x))=519
[1267375389408091,1267406542056007] #NP=895811862 G(Pi(x))=533
[1267406542056071,1267437694704031] #NP=895819487 G(Pi(x))=506
[1267437694704061,1267468847351977] #NP=895821656 G(Pi(x))=559
[1267468847352107,1267499999999939] #NP=895798832 G(Pi(x))=567
[1267500000000061,1267519470404849] #NP=559861126 G(Pi(x))=535
[1267519470405043,1267538940809963] #NP=559882261 G(Pi(x))=494
[1267538940809983,1267558411214939] #NP=559881065 G(Pi(x))=530
[1267558411214981,1267577881619893] #NP=559891969 G(Pi(x))=547
[1267577881619947,1267597352024891] #NP=559880731 G(Pi(x))=499
[1267597352024923,1267616822429879] #NP=559885616 G(Pi(x))=535
[1267616822429921,1267636292834839] #NP=559895638 G(Pi(x))=626
[1267636292834903,1267655763239863] #NP=559889778 G(Pi(x))=576
[1267655763239909,1267675233644851] #NP=559872836 G(Pi(x))=551
[1267675233644867,1267694704049819] #NP=559896498 G(Pi(x))=507
[1267694704049857,1267714174454807] #NP=559886294 G(Pi(x))=589
[1267714174454857,1267733644859753] #NP=559876777 G(Pi(x))=547
[1267733644859809,1267753115264777] #NP=559875071 G(Pi(x))=519
[1267753115264813,1267772585669771] #NP=559885428 G(Pi(x))=595
[1267772585669893,1267792056074749] #NP=559860246 G(Pi(x))=547
[1267792056074813,1267811526479689] #NP=559858486 G(Pi(x))=555
[1267811526479753,1267830996884723] #NP=559885095 G(Pi(x))=547
[1267830996884741,1267850467289699] #NP=559889141 G(Pi(x))=548
[1267850467289713,1267869937694617] #NP=559894067 G(Pi(x))=594
[1267869937694771,1267889408099623] #NP=559862148 G(Pi(x))=573
[1267889408099681,1267908878504659] #NP=559877116 G(Pi(x))=562
[1267908878504699,1267928348909527] #NP=559879110 G(Pi(x))=675
[1267928348909711,1267947819314621] #NP=559876728 G(Pi(x))=501
[1267947819314753,1267967289719579] #NP=559884255 G(Pi(x))=513
[1267967289719687,1267986760124507] #NP=559866294 G(Pi(x))=512
[1267986760124629,1268006230529581] #NP=559849306 G(Pi(x))=601
[1268006230529611,1268025700934557] #NP=559875230 G(Pi(x))=577
[1268025700934647,1268045171339533] #NP=559882399 G(Pi(x))=637
[1268045171339581,1268064641744533] #NP=559863708 G(Pi(x))=621
[1268064641744603,1268084112149513] #NP=559864855 G(Pi(x))=528
[1268084112149627,1268103582554461] #NP=559858244 G(Pi(x))=548
[1268103582554617,1268123052959473] #NP=559874338 G(Pi(x))=538
[1268123052959527,1268142523364471] #NP=559875055 G(Pi(x))=521
[1268142523364491,1268161993769401] #NP=559879440 G(Pi(x))=539
[1268161993769497,1268181464174437] #NP=559868406 G(Pi(x))=528
[1268181464174497,1268200934579401] #NP=559876095 G(Pi(x))=640
[1268200934579519,1268228193146399] #NP=783818590 G(Pi(x))=538
[1268228193146441,1268255451713363] #NP=783839790 G(Pi(x))=653
[1268255451713399,1268282710280351] #NP=783839421 G(Pi(x))=531
[1268282710280371,1268309968847329] #NP=783808547 G(Pi(x))=553
[1268309968847353,1268337227414273] #NP=783824301 G(Pi(x))=531
[1268337227414321,1268364485981291] #NP=783815831 G(Pi(x))=663
[1268364485981309,1268391744548213] #NP=783834969 G(Pi(x))=506
[1268391744548311,1268419003115183] #NP=783818428 G(Pi(x))=522
[1268419003115263,1268448208722689] #NP=839810726 G(Pi(x))=590
[1268448208722749,1268477414330179] #NP=839803795 G(Pi(x))=555
[1268477414330219,1268506619937649] #NP=839793366 G(Pi(x))=584
[1268506619937719,1268535825545141] #NP=839808913 G(Pi(x))=555
[1268535825545201,1268565031152527] #NP=839819983 G(Pi(x))=663
[1268565031152719,1268594236760077] #NP=839795159 G(Pi(x))=555
[1268594236760141,1268623442367587] #NP=839786717 G(Pi(x))=555
[1268623442367587,1268652647975057] #NP=839788998 G(Pi(x))=590
[1268652647975077,1268681853582503] #NP=839801433 G(Pi(x))=597
[1268681853582593,1268711059189957] #NP=839820475 G(Pi(x))=557
[1268711059190033,1268740264797463] #NP=839809834 G(Pi(x))=536
[1268740264797529,1268769470404949] #NP=839810493 G(Pi(x))=582
[1268769470405071,1268798676012433] #NP=839796063 G(Pi(x))=549
[1268798676012457,1268827881619913] #NP=839781535 G(Pi(x))=549
[1268827881619999,1268857087227383] #NP=839828768 G(Pi(x))=539
[1268857087227413,1268886292834877] #NP=839820604 G(Pi(x))=537
[1268886292834913,1268915498442343] #NP=839785371 G(Pi(x))=565
[1268915498442457,1268944704049831] #NP=839785021 G(Pi(x))=528
[1268944704049861,1268973909657269] #NP=839814359 G(Pi(x))=536
[1268973909657317,1269003115264751] #NP=839809321 G(Pi(x))=573
[1269003115264853,1269034267912711] #NP=895773716 G(Pi(x))=528
[1269034267912847,1269065420560727] #NP=895788646 G(Pi(x))=561
[1269065420560741,1269096573208691] #NP=895765867 G(Pi(x))=567
[1269096573208757,1269127725856673] #NP=895769393 G(Pi(x))=512
[1269127725856729,1269158878504637] #NP=895776745 G(Pi(x))=619
[1269158878504721,1269190031152579] #NP=895761583 G(Pi(x))=588
[1269190031152663,1269221183800613] #NP=895781536 G(Pi(x))=555
[1269221183800613,1269252336448567] #NP=895774617 G(Pi(x))=623
[1269252336448589,1269283489096517] #NP=895757183 G(Pi(x))=579
[1269283489096669,1269314641744363] #NP=895769685 G(Pi(x))=541
[1269314641744549,1269345794392457] #NP=895798538 G(Pi(x))=508
[1269345794392523,1269376947040469] #NP=895790606 G(Pi(x))=545
[1269376947040507,1269408099688451] #NP=895769561 G(Pi(x))=593
[1269408099688481,1269439252336393] #NP=895770879 G(Pi(x))=537
[1269439252336457,1269470404984403] #NP=895797164 G(Pi(x))=587
[1269470404984421,1269501557632351] #NP=895774285 G(Pi(x))=582
[1269501557632391,1269532710280357] #NP=895765356 G(Pi(x))=586
[1269532710280411,1269563862928313] #NP=895804177 G(Pi(x))=539
[1269563862928349,1269595015576259] #NP=895779201 G(Pi(x))=533
[1269595015576361,1269626168224273] #NP=895789518 G(Pi(x))=546
[1269626168224307,1269657320872253] #NP=895788607 G(Pi(x))=569
[1269657320872289,1269688473520219] #NP=895757606 G(Pi(x))=519
[1269688473520253,1269719626168211] #NP=895768301 G(Pi(x))=539
[1269719626168241,1269750778816181] #NP=895777688 G(Pi(x))=511
[1269750778816213,1269781931464121] #NP=895768345 G(Pi(x))=601
[1269781931464201,1269813084112117] #NP=895768694 G(Pi(x))=555
[1269813084112151,1269844236760093] #NP=895786799 G(Pi(x))=549
[1269844236760189,1269875389408081] #NP=895756740 G(Pi(x))=561
[1269875389408289,1269906542055859] #NP=895760709 G(Pi(x))=553
[1269906542056067,1269937694703961] #NP=895750608 G(Pi(x))=595
[1269937694704087,1269968847351973] #NP=895760307 G(Pi(x))=589
[1269968847352043,1269999999999959] #NP=895764450 G(Pi(x))=611
[1270000000000019,1270019470404973] #NP=559866363 G(Pi(x))=513
[1270019470404991,1270038940809937] #NP=559838387 G(Pi(x))=585
[1270038940809973,1270058411214941] #NP=559860017 G(Pi(x))=577
[1270058411215031,1270077881619929] #NP=559833845 G(Pi(x))=550
[1270077881619971,1270097352024911] #NP=559862487 G(Pi(x))=533
[1270097352024923,1270116822429887] #NP=559834376 G(Pi(x))=529
[1270116822430021,1270136292834881] #NP=559854310 G(Pi(x))=547
[1270136292834889,1270155763239823] #NP=559855025 G(Pi(x))=538
[1270155763239877,1270175233644791] #NP=559845945 G(Pi(x))=507
[1270175233644881,1270194704049809] #NP=559833828 G(Pi(x))=521
[1270194704049893,1270214174454727] #NP=559857534 G(Pi(x))=519
[1270214174454871,1270233644859727] #NP=559859577 G(Pi(x))=579
[1270233644859847,1270253115264751] #NP=559850221 G(Pi(x))=515
[1270253115264841,1270272585669697] #NP=559838427 G(Pi(x))=603
[1270272585669811,1270292056074737] #NP=559839323 G(Pi(x))=573
[1270292056074809,1270311526479733] #NP=559844728 G(Pi(x))=551
[1270311526479817,1270330996884707] #NP=559846142 G(Pi(x))=550
[1270330996884749,1270350467289707] #NP=559863922 G(Pi(x))=507
[1270350467289719,1270369937694653] #NP=559831105 G(Pi(x))=526
[1270369937694707,1270389408099671] #NP=559839809 G(Pi(x))=553
[1270389408099701,1270408878504641] #NP=559844963 G(Pi(x))=542
[1270408878504671,1270428348909637] #NP=559884359 G(Pi(x))=536
[1270428348909673,1270447819314629] #NP=559839135 G(Pi(x))=543
[1270447819314677,1270467289719599] #NP=559846224 G(Pi(x))=541
[1270467289719643,1270486760124563] #NP=559849843 G(Pi(x))=573
[1270486760124629,1270506230529559] #NP=559847514 G(Pi(x))=594
[1270506230529611,1270525700934443] #NP=559840654 G(Pi(x))=510
[1270525700934617,1270545171339529] #NP=559855591 G(Pi(x))=537
[1270545171339601,1270564641744533] #NP=559832769 G(Pi(x))=554
[1270564641744577,1270584112149479] #NP=559850538 G(Pi(x))=597
[1270584112149551,1270603582554499] #NP=559843984 G(Pi(x))=561
[1270603582554541,1270623052959479] #NP=559838365 G(Pi(x))=559
[1270623052959509,1270642523364451] #NP=559835412 G(Pi(x))=558
[1270642523364497,1270661993769449] #NP=559833889 G(Pi(x))=565
[1270661993769463,1270681464174403] #NP=559851539 G(Pi(x))=508
[1270681464174449,1270700934579407] #NP=559837707 G(Pi(x))=575
[1270700934579437,1270728193146343] #NP=783804061 G(Pi(x))=531
[1270728193146553,1270755451713347] #NP=783784889 G(Pi(x))=595
[1270755451713389,1270782710280337] #NP=783773302 G(Pi(x))=555
[1270782710280361,1270809968847311] #NP=783770363 G(Pi(x))=549
[1270809968847371,1270837227414263] #NP=783781524 G(Pi(x))=518
[1270837227414343,1270864485981253] #NP=783832510 G(Pi(x))=528
[1270864485981367,1270891744548253] #NP=783781971 G(Pi(x))=531
[1270891744548317,1270919003115227] #NP=783766094 G(Pi(x))=519
[1270919003115313,1270948208722697] #NP=839755901 G(Pi(x))=601
[1270948208722729,1270977414330199] #NP=839768937 G(Pi(x))=559
[1270977414330203,1271006619937619] #NP=839740687 G(Pi(x))=577
[1271006619937699,1271035825545131] #NP=839761483 G(Pi(x))=525
[1271035825545163,1271065031152619] #NP=839783384 G(Pi(x))=664
[1271065031152639,1271094236760037] #NP=839717031 G(Pi(x))=670
[1271094236760119,1271123442367469] #NP=839778993 G(Pi(x))=533
[1271123442367613,1271152647975047] #NP=839766721 G(Pi(x))=539
[1271152647975071,1271181853582493] #NP=839777510 G(Pi(x))=535
[1271181853582547,1271211059190001] #NP=839784798 G(Pi(x))=571
[1271211059190019,1271240264797409] #NP=839759999 G(Pi(x))=599
[1271240264797501,1271269470404933] #NP=839745343 G(Pi(x))=653
[1271269470405031,1271298676012429] #NP=839732447 G(Pi(x))=562
[1271298676012457,1271327881619881] #NP=839764779 G(Pi(x))=658
[1271327881619933,1271357087227391] #NP=839773114 G(Pi(x))=519
[1271357087227489,1271386292834789] #NP=839739997 G(Pi(x))=601
[1271386292834881,1271415498442343] #NP=839744470 G(Pi(x))=597
[1271415498442403,1271444704049731] #NP=839741865 G(Pi(x))=601
[1271444704049851,1271473909657309] #NP=839740636 G(Pi(x))=526
[1271473909657327,1271503115264743] #NP=839764108 G(Pi(x))=609
[1271503115264821,1271534267912669] #NP=895707471 G(Pi(x))=526
[1271534267912791,1271565420560693] #NP=895741589 G(Pi(x))=529
[1271565420560761,1271596573208683] #NP=895724865 G(Pi(x))=541
[1271596573208723,1271627725856681] #NP=895731373 G(Pi(x))=529
[1271627725856759,1271658878504593] #NP=895743332 G(Pi(x))=589
[1271658878504689,1271690031152627] #NP=895683509 G(Pi(x))=547
[1271690031152659,1271721183800567] #NP=895723459 G(Pi(x))=570
[1271721183800713,1271752336448527] #NP=895742002 G(Pi(x))=541
[1271752336448611,1271783489096563] #NP=895732578 G(Pi(x))=528
[1271783489096563,1271814641744501] #NP=895693621 G(Pi(x))=521
[1271814641744567,1271845794392513] #NP=895728834 G(Pi(x))=560
[1271845794392513,1271876947040471] #NP=895702092 G(Pi(x))=577
[1271876947040501,1271908099688423] #NP=895702641 G(Pi(x))=595
[1271908099688497,1271939252336437] #NP=895746017 G(Pi(x))=549
[1271939252336453,1271970404984401] #NP=895759234 G(Pi(x))=537
[1271970404984467,1272001557632363] #NP=895675318 G(Pi(x))=589
[1272001557632389,1272032710280359] #NP=895730086 G(Pi(x))=656
[1272032710280539,1272063862928293] #NP=895726037 G(Pi(x))=562
[1272063862928401,1272095015576309] #NP=895692567 G(Pi(x))=543
[1272095015576347,1272126168224273] #NP=895733148 G(Pi(x))=531
[1272126168224339,1272157320872047] #NP=895711477 G(Pi(x))=519
[1272157320872293,1272188473520203] #NP=895754266 G(Pi(x))=519
[1272188473520297,1272219626168171] #NP=895722024 G(Pi(x))=536
[1272219626168219,1272250778816167] #NP=895711362 G(Pi(x))=530
[1272250778816189,1272281931464161] #NP=895726676 G(Pi(x))=577
[1272281931464221,1272313084112137] #NP=895748523 G(Pi(x))=528
[1272313084112141,1272344236760087] #NP=895727968 G(Pi(x))=616
[1272344236760147,1272375389408063] #NP=895731010 G(Pi(x))=540
[1272375389408129,1272406542056009] #NP=895702775 G(Pi(x))=555
[1272406542056107,1272437694704009] #NP=895717057 G(Pi(x))=613
[1272437694704047,1272468847351991] #NP=895699554 G(Pi(x))=589
[1272468847352069,1272499999999981] #NP=895709482 G(Pi(x))=581
[1272500000000059,1272519470404981] #NP=559806285 G(Pi(x))=534
[1272519470405003,1272538940809963] #NP=559803185 G(Pi(x))=531
[1272538940809973,1272558411214933] #NP=559839671 G(Pi(x))=511
[1272558411214957,1272577881619853] #NP=559816533 G(Pi(x))=524
[1272577881619991,1272597352024877] #NP=559836859 G(Pi(x))=567
[1272597352024927,1272616822429889] #NP=559813139 G(Pi(x))=535
[1272616822429913,1272636292834847] #NP=559829808 G(Pi(x))=499
[1272636292834957,1272655763239853] #NP=559832044 G(Pi(x))=553
[1272655763239963,1272675233644853] #NP=559784267 G(Pi(x))=547
[1272675233644877,1272694704049837] #NP=559810705 G(Pi(x))=567
[1272694704049861,1272714174454823] #NP=559806058 G(Pi(x))=561
[1272714174454903,1272733644859793] #NP=559829294 G(Pi(x))=537
[1272733644859813,1272753115264789] #NP=559819841 G(Pi(x))=598
[1272753115264793,1272772585669757] #NP=559841765 G(Pi(x))=599
[1272772585669787,1272792056074757] #NP=559798715 G(Pi(x))=561
[1272792056074801,1272811526479733] #NP=559786175 G(Pi(x))=510
[1272811526479751,1272830996884631] #NP=559809669 G(Pi(x))=511
[1272830996884739,1272850467289619] #NP=559818385 G(Pi(x))=587
[1272850467289717,1272869937694679] #NP=559829119 G(Pi(x))=609
[1272869937694759,1272889408099643] #NP=559839530 G(Pi(x))=541
[1272889408099717,1272908878504651] #NP=559804889 G(Pi(x))=566
[1272908878504741,1272928348909643] #NP=559816068 G(Pi(x))=491
[1272928348909739,1272947819314583] #NP=559789308 G(Pi(x))=515
[1272947819314637,1272967289719583] #NP=559815720 G(Pi(x))=609
[1272967289719633,1272986760124591] #NP=559821410 G(Pi(x))=527
[1272986760124679,1273006230529543] #NP=559801964 G(Pi(x))=519
[1273006230529601,1273025700934543] #NP=559810308 G(Pi(x))=536
[1273025700934577,1273045171339547] #NP=559797059 G(Pi(x))=561
[1273045171339621,1273064641744481] #NP=559814035 G(Pi(x))=513
[1273064641744537,1273084112149517] #NP=559805721 G(Pi(x))=485
[1273084112149583,1273103582554483] #NP=559825941 G(Pi(x))=669
[1273103582554571,1273123052959427] #NP=559820025 G(Pi(x))=556
[1273123052959547,1273142523364469] #NP=559813211 G(Pi(x))=521
[1273142523364487,1273161993769357] #NP=559811179 G(Pi(x))=535
[1273161993769459,1273181464174381] #NP=559822458 G(Pi(x))=555
[1273181464174471,1273200934579369] #NP=559823816 G(Pi(x))=572
[1273200934579471,1273228193146331] #NP=783738532 G(Pi(x))=515
[1273228193146411,1273255451713369] #NP=783727023 G(Pi(x))=601
[1273255451713387,1273282710280327] #NP=783722988 G(Pi(x))=555
[1273282710280387,1273309968847333] #NP=783741997 G(Pi(x))=619
[1273309968847351,1273337227414303] #NP=783728500 G(Pi(x))=585
[1273337227414319,1273364485981271] #NP=783745315 G(Pi(x))=551
[1273364485981297,1273391744548153] #NP=783724191 G(Pi(x))=537
[1273391744548291,1273419003115223] #NP=783710588 G(Pi(x))=617
[1273419003115249,1273448208722719] #NP=839723716 G(Pi(x))=550
[1273448208722731,1273477414330183] #NP=839717512 G(Pi(x))=538
[1273477414330223,1273506619937647] #NP=839721901 G(Pi(x))=508
[1273506619937707,1273535825545121] #NP=839728528 G(Pi(x))=566
[1273535825545267,1273565031152633] #NP=839681339 G(Pi(x))=504
[1273565031152633,1273594236760099] #NP=839704654 G(Pi(x))=569
[1273594236760133,1273623442367587] #NP=839728539 G(Pi(x))=498
[1273623442367587,1273652647975063] #NP=839737913 G(Pi(x))=496
[1273652647975087,1273681853582527] #NP=839700719 G(Pi(x))=549
[1273681853582591,1273711059190013] #NP=839689884 G(Pi(x))=580
[1273711059190051,1273740264797449] #NP=839697451 G(Pi(x))=546
[1273740264797519,1273769470404967] #NP=839689496 G(Pi(x))=504
[1273769470404989,1273798676012449] #NP=839697996 G(Pi(x))=613
[1273798676012449,1273827881619913] #NP=839714196 G(Pi(x))=501
[1273827881620067,1273857087227357] #NP=839696643 G(Pi(x))=533
[1273857087227423,1273886292834863] #NP=839700746 G(Pi(x))=516
[1273886292834887,1273915498442351] #NP=839727835 G(Pi(x))=579
[1273915498442371,1273944704049827] #NP=839694839 G(Pi(x))=559
[1273944704049859,1273973909657297] #NP=839680349 G(Pi(x))=573
[1273973909657329,1274003115264739] #NP=839720307 G(Pi(x))=561
[1274003115264797,1274034267912733] #NP=895674134 G(Pi(x))=563
[1274034267912781,1274065420560733] #NP=895645899 G(Pi(x))=545
[1274065420560743,1274096573208671] #NP=895701364 G(Pi(x))=533
[1274096573208779,1274127725856637] #NP=895703759 G(Pi(x))=549
[1274127725856697,1274158878504653] #NP=895696899 G(Pi(x))=589
[1274158878504719,1274190031152613] #NP=895688721 G(Pi(x))=531
[1274190031152677,1274221183800569] #NP=895648733 G(Pi(x))=548
[1274221183800683,1274252336448583] #NP=895676335 G(Pi(x))=567
[1274252336448653,1274283489096551] #NP=895667558 G(Pi(x))=541
[1274283489096743,1274314641744511] #NP=895663017 G(Pi(x))=599
[1274314641744541,1274345794392469] #NP=895669274 G(Pi(x))=521
[1274345794392607,1274376947040437] #NP=895668459 G(Pi(x))=529
[1274376947040523,1274408099688419] #NP=895672009 G(Pi(x))=562
[1274408099688467,1274439252336403] #NP=895700730 G(Pi(x))=559
[1274439252336493,1274470404984409] #NP=895641692 G(Pi(x))=502
[1274470404984461,1274501557632353] #NP=895694690 G(Pi(x))=563
[1274501557632397,1274532710280343] #NP=895665083 G(Pi(x))=561
[1274532710280397,1274563862928313] #NP=895662042 G(Pi(x))=549
[1274563862928341,1274595015576133] #NP=895681437 G(Pi(x))=578
[1274595015576353,1274626168224229] #NP=895667776 G(Pi(x))=543
[1274626168224329,1274657320872211] #NP=895674511 G(Pi(x))=578
[1274657320872307,1274688473520191] #NP=895669423 G(Pi(x))=613
[1274688473520271,1274719626168187] #NP=895676428 G(Pi(x))=592
[1274719626168217,1274750778816181] #NP=895690571 G(Pi(x))=659
[1274750778816289,1274781931464149] #NP=895651210 G(Pi(x))=550
[1274781931464169,1274813084112097] #NP=895665827 G(Pi(x))=517
[1274813084112151,1274844236760089] #NP=895629209 G(Pi(x))=585
[1274844236760151,1274875389408059] #NP=895654116 G(Pi(x))=516
[1274875389408133,1274906542056029] #NP=895652082 G(Pi(x))=564
[1274906542056089,1274937694704007] #NP=895654906 G(Pi(x))=534
[1274937694704077,1274968847351987] #NP=895684747 G(Pi(x))=547
[1274968847352103,1274999999999977] #NP=895694384 G(Pi(x))=517
[1275000000000061,1275019470404923] #NP=559774964 G(Pi(x))=579
[1275019470405041,1275038940809831] #NP=559775000 G(Pi(x))=555
[1275038940810073,1275058411214909] #NP=559785747 G(Pi(x))=557
[1275058411214953,1275077881619933] #NP=559809945 G(Pi(x))=533
[1275077881619947,1275097352024861] #NP=559795368 G(Pi(x))=557
[1275097352024927,1275116822429893] #NP=559786688 G(Pi(x))=673
[1275116822429921,1275136292834881] #NP=559782282 G(Pi(x))=527
[1275136292834909,1275155763239863] #NP=559782897 G(Pi(x))=501
[1275155763239881,1275175233644747] #NP=559781174 G(Pi(x))=512
[1275175233644887,1275194704049789] #NP=559787856 G(Pi(x))=549
[1275194704049863,1275214174454821] #NP=559798425 G(Pi(x))=549
[1275214174454863,1275233644859791] #NP=559798482 G(Pi(x))=529
[1275233644859831,1275253115264771] #NP=559780554 G(Pi(x))=571
[1275253115264801,1275272585669741] #NP=559792606 G(Pi(x))=495
[1275272585669783,1275292056074759] #NP=559778481 G(Pi(x))=564
[1275292056074767,1275311526479719] #NP=559771482 G(Pi(x))=527
[1275311526479747,1275330996884699] #NP=559761041 G(Pi(x))=664
[1275330996884753,1275350467289707] #NP=559783587 G(Pi(x))=537
[1275350467289741,1275369937694687] #NP=559783040 G(Pi(x))=557
[1275369937694747,1275389408099657] #NP=559796922 G(Pi(x))=550
[1275389408099687,1275408878504653] #NP=559796356 G(Pi(x))=500
[1275408878504693,1275428348909639] #NP=559775542 G(Pi(x))=485
[1275428348909653,1275447819314621] #NP=559780961 G(Pi(x))=527
[1275447819314657,1275467289719561] #NP=559804175 G(Pi(x))=529
[1275467289719629,1275486760124567] #NP=559787824 G(Pi(x))=496
[1275486760124641,1275506230529569] #NP=559790838 G(Pi(x))=537
[1275506230529603,1275525700934437] #NP=559778184 G(Pi(x))=523
[1275525700934657,1275545171339521] #NP=559780311 G(Pi(x))=605
[1275545171339563,1275564641744479] #NP=559797052 G(Pi(x))=586
[1275564641744563,1275584112149497] #NP=559778940 G(Pi(x))=500
[1275584112149527,1275603582554449] #NP=559788184 G(Pi(x))=559
[1275603582554527,1275623052959473] #NP=559764299 G(Pi(x))=557
[1275623052959503,1275642523364353] #NP=559785361 G(Pi(x))=521
[1275642523364549,1275661993769437] #NP=559783380 G(Pi(x))=548
[1275661993769509,1275681464174431] #NP=559768172 G(Pi(x))=510
[1275681464174479,1275700934579411] #NP=559771487 G(Pi(x))=513
[1275700934579581,1275728193146399] #NP=783686728 G(Pi(x))=609
[1275728193146423,1275755451713333] #NP=783693073 G(Pi(x))=513
[1275755451713389,1275782710280339] #NP=783709885 G(Pi(x))=528
[1275782710280471,1275809968847327] #NP=783678572 G(Pi(x))=494
[1275809968847339,1275837227414263] #NP=783700562 G(Pi(x))=509
[1275837227414339,1275864485981257] #NP=783672115 G(Pi(x))=551
[1275864485981321,1275891744548251] #NP=783692112 G(Pi(x))=551
[1275891744548321,1275919003115231] #NP=783724248 G(Pi(x))=539
[1275919003115249,1275948208722667] #NP=839661379 G(Pi(x))=569
[1275948208722757,1275977414330159] #NP=839653309 G(Pi(x))=537
[1275977414330207,1276006619937661] #NP=839664415 G(Pi(x))=531
[1276006619937737,1276035825545059] #NP=839622980 G(Pi(x))=536
[1276035825545167,1276065031152619] #NP=839672625 G(Pi(x))=542
[1276065031152641,1276094236760087] #NP=839665585 G(Pi(x))=583
[1276094236760179,1276123442367539] #NP=839672115 G(Pi(x))=645
[1276123442367589,1276152647974999] #NP=839662609 G(Pi(x))=625
[1276152647975119,1276181853582533] #NP=839677682 G(Pi(x))=537
[1276181853582599,1276211059189939] #NP=839666078 G(Pi(x))=547
[1276211059190107,1276240264797479] #NP=839693255 G(Pi(x))=544
[1276240264797637,1276269470404969] #NP=839648792 G(Pi(x))=538
[1276269470404997,1276298676012443] #NP=839670974 G(Pi(x))=537
[1276298676012539,1276327881619859] #NP=839636406 G(Pi(x))=511
[1276327881619951,1276357087227359] #NP=839660965 G(Pi(x))=496
[1276357087227437,1276386292834867] #NP=839657344 G(Pi(x))=529
[1276386292834883,1276415498442319] #NP=839680989 G(Pi(x))=564
[1276415498442379,1276444704049769] #NP=839686909 G(Pi(x))=519
[1276444704049847,1276473909657299] #NP=839677841 G(Pi(x))=508
[1276473909657341,1276503115264703] #NP=839644657 G(Pi(x))=545
[1276503115264801,1276534267912723] #NP=895609878 G(Pi(x))=577
[1276534267912831,1276565420560711] #NP=895606149 G(Pi(x))=541
[1276565420560741,1276596573208711] #NP=895626490 G(Pi(x))=597
[1276596573208721,1276627725856649] #NP=895646978 G(Pi(x))=548
[1276627725856733,1276658878504661] #NP=895649230 G(Pi(x))=557
[1276658878504697,1276690031152631] #NP=895622928 G(Pi(x))=657
[1276690031152673,1276721183800613] #NP=895620476 G(Pi(x))=558
[1276721183800613,1276752336448579] #NP=895619889 G(Pi(x))=569
[1276752336448657,1276783489096547] #NP=895640838 G(Pi(x))=530
[1276783489096601,1276814641744529] #NP=895628375 G(Pi(x))=568
[1276814641744541,1276845794392513] #NP=895621009 G(Pi(x))=673
[1276845794392513,1276876947040441] #NP=895575524 G(Pi(x))=580
[1276876947040547,1276908099688423] #NP=895615001 G(Pi(x))=633
[1276908099688471,1276939252336409] #NP=895601868 G(Pi(x))=533
[1276939252336511,1276970404984411] #NP=895611179 G(Pi(x))=591
[1276970404984471,1277001557632321] #NP=895605319 G(Pi(x))=595
[1277001557632397,1277032710280279] #NP=895622778 G(Pi(x))=548
[1277032710280391,1277063862928307] #NP=895629225 G(Pi(x))=546
[1277063862928363,1277095015576279] #NP=895626996 G(Pi(x))=564
[1277095015576319,1277126168224273] #NP=895643198 G(Pi(x))=553
[1277126168224307,1277157320872249] #NP=895618179 G(Pi(x))=555
[1277157320872271,1277188473520237] #NP=895618234 G(Pi(x))=609
[1277188473520249,1277219626168163] #NP=895621871 G(Pi(x))=608
[1277219626168217,1277250778816183] #NP=895613647 G(Pi(x))=529
[1277250778816303,1277281931464139] #NP=895613100 G(Pi(x))=544
[1277281931464181,1277313084112133] #NP=895595039 G(Pi(x))=532
[1277313084112199,1277344236760091] #NP=895603686 G(Pi(x))=569
[1277344236760147,1277375389408057] #NP=895585615 G(Pi(x))=492
[1277375389408177,1277406542055991] #NP=895622133 G(Pi(x))=537
[1277406542056091,1277437694703949] #NP=895621148 G(Pi(x))=533
[1277437694704121,1277468847351959] #NP=895628359 G(Pi(x))=550
[1277468847352021,1277499999999953] #NP=895601342 G(Pi(x))=549
[1277500000000001,1277519470404979] #NP=559732745 G(Pi(x))=517
[1277519470405091,1277538940809907] #NP=559754595 G(Pi(x))=534
[1277538940809973,1277558411214949] #NP=559741839 G(Pi(x))=573
[1277558411214971,1277577881619889] #NP=559753943 G(Pi(x))=545
[1277577881619943,1277597352024911] #NP=559731254 G(Pi(x))=540
[1277597352024941,1277616822429863] #NP=559752836 G(Pi(x))=631
[1277616822429917,1277636292834827] #NP=559748974 G(Pi(x))=552
[1277636292834917,1277655763239871] #NP=559776691 G(Pi(x))=553
[1277655763239893,1277675233644811] #NP=559747517 G(Pi(x))=519
[1277675233644857,1277694704049823] #NP=559741126 G(Pi(x))=523
[1277694704049853,1277714174454761] #NP=559774760 G(Pi(x))=489
[1277714174454917,1277733644859781] #NP=559747827 G(Pi(x))=534
[1277733644859857,1277753115264739] #NP=559778675 G(Pi(x))=513
[1277753115264823,1277772585669773] #NP=559743801 G(Pi(x))=565
[1277772585669791,1277792056074739] #NP=559758617 G(Pi(x))=549
[1277792056074763,1277811526479701] #NP=559761369 G(Pi(x))=537
[1277811526479779,1277830996884667] #NP=559751139 G(Pi(x))=521
[1277830996884751,1277850467289661] #NP=559741247 G(Pi(x))=513
[1277850467289731,1277869937694683] #NP=559763090 G(Pi(x))=529
[1277869937694733,1277889408099611] #NP=559751275 G(Pi(x))=505
[1277889408099697,1277908878504613] #NP=559732548 G(Pi(x))=520
[1277908878504673,1277928348909617] #NP=559744764 G(Pi(x))=525
[1277928348909649,1277947819314583] #NP=559776606 G(Pi(x))=550
[1277947819314671,1277967289719613] #NP=559734054 G(Pi(x))=501
[1277967289719619,1277986760124583] #NP=559748690 G(Pi(x))=483
[1277986760124601,1278006230529583] #NP=559764990 G(Pi(x))=537
[1278006230529629,1278025700934523] #NP=559742854 G(Pi(x))=560
[1278025700934583,1278045171339533] #NP=559753539 G(Pi(x))=561
[1278045171339557,1278064641744497] #NP=559769260 G(Pi(x))=486
[1278064641744557,1278084112149511] #NP=559754603 G(Pi(x))=561
[1278084112149541,1278103582554479] #NP=559771732 G(Pi(x))=551
[1278103582554541,1278123052959463] #NP=559741319 G(Pi(x))=536
[1278123052959497,1278142523364451] #NP=559755441 G(Pi(x))=526
[1278142523364523,1278161993769391] #NP=559733461 G(Pi(x))=531
[1278161993769461,1278181464174413] #NP=559741725 G(Pi(x))=545
[1278181464174457,1278200934579407] #NP=559745215 G(Pi(x))=545
[1278200934579433,1278228193146389] #NP=783656783 G(Pi(x))=583
[1278228193146433,1278255451713293] #NP=783656607 G(Pi(x))=576
[1278255451713413,1278282710280341] #NP=783619819 G(Pi(x))=515
[1278282710280377,1278309968847313] #NP=783651487 G(Pi(x))=547
[1278309968847391,1278337227414257] #NP=783631229 G(Pi(x))=507
[1278337227414343,1278364485981251] #NP=783630293 G(Pi(x))=557
[1278364485981301,1278391744548197] #NP=783668512 G(Pi(x))=512
[1278391744548301,1278419003115239] #NP=783621249 G(Pi(x))=588
[1278419003115259,1278448208722661] #NP=839597605 G(Pi(x))=549
[1278448208722753,1278477414330167] #NP=839630315 G(Pi(x))=612
[1278477414330211,1278506619937667] #NP=839630820 G(Pi(x))=629
[1278506619937733,1278535825545109] #NP=839614077 G(Pi(x))=519
[1278535825545163,1278565031152631] #NP=839645737 G(Pi(x))=661
[1278565031152649,1278594236760109] #NP=839606947 G(Pi(x))=524
[1278594236760119,1278623442367511] #NP=839608092 G(Pi(x))=533
[1278623442367633,1278652647974993] #NP=839631804 G(Pi(x))=555
[1278652647975077,1278681853582501] #NP=839606155 G(Pi(x))=515
[1278681853582561,1278711059190007] #NP=839585361 G(Pi(x))=571
[1278711059190119,1278740264797481] #NP=839629397 G(Pi(x))=563
[1278740264797507,1278769470404939] #NP=839589108 G(Pi(x))=587
[1278769470404989,1278798676012447] #NP=839600209 G(Pi(x))=517
[1278798676012549,1278827881619917] #NP=839582989 G(Pi(x))=571
[1278827881620011,1278857087227397] #NP=839599014 G(Pi(x))=561
[1278857087227451,1278886292834879] #NP=839624480 G(Pi(x))=513
[1278886292834923,1278915498442279] #NP=839607206 G(Pi(x))=545
[1278915498442427,1278944704049809] #NP=839613458 G(Pi(x))=541
[1278944704049891,1278973909657303] #NP=839607104 G(Pi(x))=548
[1278973909657343,1279003115264773] #NP=839593104 G(Pi(x))=517
[1279003115264801,1279034267912761] #NP=895586348 G(Pi(x))=533
[1279034267912803,1279065420560723] #NP=895590276 G(Pi(x))=529
[1279065420560789,1279096573208687] #NP=895587944 G(Pi(x))=577
[1279096573208807,1279127725856681] #NP=895588752 G(Pi(x))=521
[1279127725856699,1279158878504609] #NP=895586415 G(Pi(x))=523
[1279158878504669,1279190031152633] #NP=895554109 G(Pi(x))=513
[1279190031152653,1279221183800537] #NP=895594930 G(Pi(x))=493
[1279221183800629,1279252336448587] #NP=895575380 G(Pi(x))=530
[1279252336448621,1279283489096539] #NP=895582762 G(Pi(x))=509
[1279283489096617,1279314641744471] #NP=895579481 G(Pi(x))=561
[1279314641744561,1279345794392503] #NP=895566787 G(Pi(x))=730
[1279345794392527,1279376947040471] #NP=895564840 G(Pi(x))=504
[1279376947040501,1279408099688353] #NP=895575478 G(Pi(x))=552
[1279408099688489,1279439252336431] #NP=895570313 G(Pi(x))=509
[1279439252336449,1279470404984399] #NP=895568626 G(Pi(x))=541
[1279470404984461,1279501557632377] #NP=895568744 G(Pi(x))=569
[1279501557632401,1279532710280299] #NP=895554654 G(Pi(x))=607
[1279532710280453,1279563862928303] #NP=895574512 G(Pi(x))=549
[1279563862928413,1279595015576281] #NP=895559863 G(Pi(x))=523
[1279595015576417,1279626168224269] #NP=895570973 G(Pi(x))=581
[1279626168224309,1279657320872243] #NP=895564979 G(Pi(x))=605
[1279657320872327,1279688473520227] #NP=895556187 G(Pi(x))=597
[1279688473520243,1279719626168213] #NP=895545594 G(Pi(x))=672
[1279719626168213,1279750778816087] #NP=895587103 G(Pi(x))=546
[1279750778816197,1279781931464143] #NP=895551356 G(Pi(x))=545
[1279781931464191,1279813084112089] #NP=895556116 G(Pi(x))=579
[1279813084112149,1279844236760059] #NP=895583170 G(Pi(x))=525
[1279844236760123,1279875389408087] #NP=895549581 G(Pi(x))=575
[1279875389408191,1279906542056047] #NP=895577565 G(Pi(x))=581
[1279906542056113,1279937694703973] #NP=895554657 G(Pi(x))=563
[1279937694704057,1279968847351991] #NP=895580096 G(Pi(x))=556
[1279968847352017,1279999999999849] #NP=895546203 G(Pi(x))=519
[1280000000000009,1280019470404967] #NP=559718398 G(Pi(x))=555
[1280019470405033,1280038940809939] #NP=559706398 G(Pi(x))=579
[1280038940810029,1280058411214939] #NP=559728683 G(Pi(x))=609
[1280058411214991,1280077881619897] #NP=559733402 G(Pi(x))=540
[1280077881620003,1280097352024811] #NP=559712320 G(Pi(x))=655
[1280097352024927,1280116822429877] #NP=559715754 G(Pi(x))=515
[1280116822429927,1280136292834877] #NP=559723698 G(Pi(x))=557
[1280136292834891,1280155763239867] #NP=559713330 G(Pi(x))=593
[1280155763239901,1280175233644847] #NP=559699909 G(Pi(x))=529
[1280175233644921,1280194704049817] #NP=559748924 G(Pi(x))=545
[1280194704049841,1280214174454823] #NP=559723882 G(Pi(x))=539
[1280214174454847,1280233644859801] #NP=559740649 G(Pi(x))=570
[1280233644859927,1280253115264687] #NP=559714200 G(Pi(x))=508
[1280253115264831,1280272585669747] #NP=559712028 G(Pi(x))=537
[1280272585669787,1280292056074751] #NP=559728837 G(Pi(x))=541
[1280292056074831,1280311526479709] #NP=559738436 G(Pi(x))=593
[1280311526479753,1280330996884637] #NP=559732273 G(Pi(x))=596
[1280330996884741,1280350467289639] #NP=559712492 G(Pi(x))=555
[1280350467289723,1280369937694667] #NP=559729551 G(Pi(x))=497
[1280369937694769,1280389408099661] #NP=559716348 G(Pi(x))=577
[1280389408099693,1280408878504649] #NP=559696718 G(Pi(x))=523
[1280408878504669,1280428348909603] #NP=559715079 G(Pi(x))=575
[1280428348909657,1280447819314627] #NP=559710674 G(Pi(x))=533
[1280447819314669,1280467289719573] #NP=559718518 G(Pi(x))=497
[1280467289719781,1280486760124573] #NP=559725457 G(Pi(x))=613
[1280486760124661,1280506230529571] #NP=559713620 G(Pi(x))=503
[1280506230529607,1280525700934567] #NP=559721281 G(Pi(x))=525
[1280525700934619,1280545171339451] #NP=559711893 G(Pi(x))=587
[1280545171339639,1280564641744529] #NP=559729979 G(Pi(x))=529
[1280564641744567,1280584112149481] #NP=559728934 G(Pi(x))=557
[1280584112149567,1280603582554501] #NP=559705326 G(Pi(x))=499
[1280603582554507,1280623052959487] #NP=559719291 G(Pi(x))=533
[1280623052959609,1280642523364471] #NP=559697629 G(Pi(x))=519
[1280642523364537,1280661993769451] #NP=559719536 G(Pi(x))=545
[1280661993769567,1280681464174433] #NP=559707048 G(Pi(x))=491
[1280681464174487,1280700934579387] #NP=559725723 G(Pi(x))=517
[1280700934579447,1280728193146399] #NP=783607446 G(Pi(x))=687
[1280728193146439,1280755451713357] #NP=783608579 G(Pi(x))=569
[1280755451713411,1280782710280351] #NP=783598421 G(Pi(x))=511
[1280782710280373,1280809968847313] #NP=783584046 G(Pi(x))=495
[1280809968847361,1280837227414291] #NP=783599552 G(Pi(x))=506
[1280837227414343,1280864485981291] #NP=783606235 G(Pi(x))=565
[1280864485981309,1280891744548261] #NP=783619161 G(Pi(x))=523
[1280891744548271,1280919003115189] #NP=783598249 G(Pi(x))=636
[1280919003115259,1280948208722641] #NP=839562939 G(Pi(x))=593
[1280948208722731,1280977414330199] #NP=839571478 G(Pi(x))=580
[1280977414330217,1281006619937633] #NP=839565828 G(Pi(x))=548
[1281006619937801,1281035825545111] #NP=839558570 G(Pi(x))=531
[1281035825545243,1281065031152611] #NP=839592334 G(Pi(x))=692
[1281065031152639,1281094236760109] #NP=839565548 G(Pi(x))=586
[1281094236760111,1281123442367581] #NP=839573411 G(Pi(x))=512
[1281123442367617,1281152647975019] #NP=839552764 G(Pi(x))=517
[1281152647975141,1281181853582509] #NP=839595235 G(Pi(x))=572
[1281181853582593,1281211059190009] #NP=839570178 G(Pi(x))=518
[1281211059190087,1281240264797483] #NP=839559560 G(Pi(x))=558
[1281240264797561,1281269470404941] #NP=839536643 G(Pi(x))=529
[1281269470404977,1281298676012419] #NP=839552572 G(Pi(x))=537
[1281298676012461,1281327881619869] #NP=839569510 G(Pi(x))=553
[1281327881619943,1281357087227377] #NP=839545250 G(Pi(x))=615
[1281357087227447,1281386292834871] #NP=839568454 G(Pi(x))=610
[1281386292834913,1281415498442341] #NP=839561250 G(Pi(x))=599
[1281415498442383,1281444704049833] #NP=839551224 G(Pi(x))=521
[1281444704049871,1281473909657303] #NP=839564445 G(Pi(x))=539
[1281473909657317,1281503115264733] #NP=839556335 G(Pi(x))=649
[1281503115264803,1281534267912761] #NP=895553277 G(Pi(x))=537
[1281534267912779,1281565420560679] #NP=895535780 G(Pi(x))=596
[1281565420560827,1281596573208713] #NP=895541230 G(Pi(x))=553
[1281596573208713,1281627725856629] #NP=895536850 G(Pi(x))=551
[1281627725856733,1281658878504619] #NP=895535138 G(Pi(x))=501
[1281658878504727,1281690031152637] #NP=895541260 G(Pi(x))=574
[1281690031152653,1281721183800557] #NP=895527185 G(Pi(x))=533
[1281721183800649,1281752336448539] #NP=895523591 G(Pi(x))=609
[1281752336448593,1281783489096479] #NP=895524155 G(Pi(x))=589
[1281783489096623,1281814641744523] #NP=895511488 G(Pi(x))=595
[1281814641744541,1281845794392511] #NP=895529335 G(Pi(x))=565
[1281845794392521,1281876947040427] #NP=895528508 G(Pi(x))=619
[1281876947040527,1281908099688443] #NP=895543049 G(Pi(x))=565
[1281908099688499,1281939252336433] #NP=895517133 G(Pi(x))=551
[1281939252336461,1281970404984407] #NP=895536147 G(Pi(x))=603
[1281970404984473,1282001557632379] #NP=895515277 G(Pi(x))=652
[1282001557632403,1282032710280359] #NP=895516426 G(Pi(x))=531
[1282032710280367,1282063862928313] #NP=895515771 G(Pi(x))=540
[1282063862928353,1282095015576301] #NP=895521561 G(Pi(x))=636
[1282095015576341,1282126168224281] #NP=895538687 G(Pi(x))=605
[1282126168224299,1282157320872191] #NP=895503281 G(Pi(x))=538
[1282157320872269,1282188473520193] #NP=895518983 G(Pi(x))=620
[1282188473520259,1282219626168209] #NP=895523539 G(Pi(x))=562
[1282219626168323,1282250778816187] #NP=895493648 G(Pi(x))=597
[1282250778816211,1282281931464151] #NP=895513436 G(Pi(x))=519
[1282281931464181,1282313084112127] #NP=895506850 G(Pi(x))=535
[1282313084112149,1282344236760089] #NP=895492692 G(Pi(x))=605
[1282344236760121,1282375389408019] #NP=895509200 G(Pi(x))=501
[1282375389408097,1282406542055999] #NP=895495160 G(Pi(x))=573
[1282406542056089,1282437694704029] #NP=895498213 G(Pi(x))=530
[1282437694704071,1282468847351969] #NP=895533900 G(Pi(x))=585
[1282468847352029,1282499999999971] #NP=895541520 G(Pi(x))=670
[1282500000000017,1282519470404981] #NP=559685913 G(Pi(x))=539
[1282519470405011,1282538940809963] #NP=559720269 G(Pi(x))=537
[1282538940809993,1282558411214947] #NP=559678201 G(Pi(x))=523
[1282558411214963,1282577881619927] #NP=559677229 G(Pi(x))=601
[1282577881619939,1282597352024897] #NP=559677758 G(Pi(x))=493
[1282597352024929,1282616822429837] #NP=559695595 G(Pi(x))=555
[1282616822429953,1282636292834867] #NP=559668205 G(Pi(x))=517
[1282636292834917,1282655763239831] #NP=559684634 G(Pi(x))=537
[1282655763239899,1282675233644821] #NP=559723398 G(Pi(x))=501
[1282675233644879,1282694704049831] #NP=559704868 G(Pi(x))=541
[1282694704049879,1282714174454821] #NP=559685050 G(Pi(x))=577
[1282714174454863,1282733644859749] #NP=559683314 G(Pi(x))=567
[1282733644859827,1282753115264791] #NP=559692604 G(Pi(x))=563
[1282753115264839,1282772585669761] #NP=559675935 G(Pi(x))=521
[1282772585669791,1282792056074699] #NP=559676830 G(Pi(x))=531
[1282792056074833,1282811526479701] #NP=559680251 G(Pi(x))=513
[1282811526479783,1282830996884669] #NP=559717033 G(Pi(x))=553
[1282830996884771,1282850467289711] #NP=559692048 G(Pi(x))=541
[1282850467289747,1282869937694687] #NP=559678129 G(Pi(x))=595
[1282869937694707,1282889408099671] #NP=559684845 G(Pi(x))=595
[1282889408099683,1282908878504639] #NP=559704329 G(Pi(x))=603
[1282908878504731,1282928348909629] #NP=559704339 G(Pi(x))=485
[1282928348909651,1282947819314617] #NP=559663454 G(Pi(x))=508
[1282947819314653,1282967289719593] #NP=559681342 G(Pi(x))=611
[1282967289719641,1282986760124569] #NP=559686090 G(Pi(x))=555
[1282986760124617,1283006230529347] #NP=559682634 G(Pi(x))=521
[1283006230529587,1283025700934567] #NP=559688109 G(Pi(x))=582
[1283025700934699,1283045171339509] #NP=559694305 G(Pi(x))=528
[1283045171339563,1283064641744513] #NP=559701452 G(Pi(x))=541
[1283064641744539,1283084112149507] #NP=559663237 G(Pi(x))=524
[1283084112149537,1283103582554419] #NP=559696725 G(Pi(x))=485
[1283103582554531,1283123052959483] #NP=559684663 G(Pi(x))=541
[1283123052959533,1283142523364413] #NP=559677442 G(Pi(x))=559
[1283142523364501,1283161993769449] #NP=559702245 G(Pi(x))=509
[1283161993769489,1283181464174431] #NP=559697037 G(Pi(x))=611
[1283181464174473,1283200934579401] #NP=559690940 G(Pi(x))=609
[1283200934579441,1283228193146309] #NP=783559280 G(Pi(x))=600
[1283228193146447,1283255451713153] #NP=783592474 G(Pi(x))=545
[1283255451713383,1283282710280357] #NP=783534274 G(Pi(x))=527
[1283282710280369,1283309968847321] #NP=783564293 G(Pi(x))=557
[1283309968847369,1283337227414303] #NP=783586489 G(Pi(x))=509
[1283337227414387,1283364485981233] #NP=783563927 G(Pi(x))=525
[1283364485981309,1283391744548203] #NP=783556602 G(Pi(x))=569
[1283391744548341,1283419003115237] #NP=783549287 G(Pi(x))=517
[1283419003115257,1283448208722679] #NP=839525097 G(Pi(x))=505
[1283448208722751,1283477414330183] #NP=839496594 G(Pi(x))=551
[1283477414330203,1283506619937653] #NP=839526941 G(Pi(x))=541
[1283506619937719,1283535825545143] #NP=839508847 G(Pi(x))=539
[1283535825545159,1283565031152611] #NP=839497858 G(Pi(x))=575
[1283565031152757,1283594236760107] #NP=839536068 G(Pi(x))=525
[1283594236760131,1283623442367523] #NP=839510224 G(Pi(x))=651
[1283623442367713,1283652647975053] #NP=839509242 G(Pi(x))=559
[1283652647975083,1283681853582467] #NP=839525057 G(Pi(x))=583
[1283681853582577,1283711059189969] #NP=839512084 G(Pi(x))=601
[1283711059190047,1283740264797439] #NP=839512746 G(Pi(x))=583
[1283740264797503,1283769470404963] #NP=839492200 G(Pi(x))=559
[1283769470404987,1283798676012389] #NP=839513602 G(Pi(x))=593
[1283798676012473,1283827881619891] #NP=839501082 G(Pi(x))=601
[1283827881619937,1283857087227293] #NP=839516606 G(Pi(x))=565
[1283857087227409,1283886292834819] #NP=839497925 G(Pi(x))=552
[1283886292834927,1283915498442347] #NP=839518103 G(Pi(x))=523
[1283915498442443,1283944704049823] #NP=839521054 G(Pi(x))=517
[1283944704049877,1283973909657277] #NP=839493151 G(Pi(x))=578
[1283973909657371,1284003115264687] #NP=839553846 G(Pi(x))=589
[1284003115264801,1284034267912757] #NP=895483078 G(Pi(x))=548
[1284034267912817,1284065420560733] #NP=895497446 G(Pi(x))=562
[1284065420560763,1284096573208703] #NP=895493799 G(Pi(x))=533
[1284096573208721,1284127725856669] #NP=895484264 G(Pi(x))=518
[1284127725856691,1284158878504631] #NP=895458466 G(Pi(x))=530
[1284158878504673,1284190031152529] #NP=895480243 G(Pi(x))=559
[1284190031152649,1284221183800573] #NP=895484986 G(Pi(x))=561
[1284221183800663,1284252336448541] #NP=895444603 G(Pi(x))=526
[1284252336448589,1284283489096523] #NP=895459087 G(Pi(x))=533
[1284283489096579,1284314641744507] #NP=895477021 G(Pi(x))=555
[1284314641744549,1284345794392501] #NP=895449444 G(Pi(x))=530
[1284345794392519,1284376947040471] #NP=895485837 G(Pi(x))=519
[1284376947040513,1284408099688453] #NP=895451526 G(Pi(x))=541
[1284408099688471,1284439252336381] #NP=895464034 G(Pi(x))=573
[1284439252336619,1284470404984309] #NP=895472566 G(Pi(x))=542
[1284470404984439,1284501557632339] #NP=895500783 G(Pi(x))=551
[1284501557632409,1284532710280361] #NP=895468147 G(Pi(x))=567
[1284532710280373,1284563862928327] #NP=895453773 G(Pi(x))=595
[1284563862928373,1284595015576219] #NP=895477946 G(Pi(x))=550
[1284595015576399,1284626168224283] #NP=895452167 G(Pi(x))=549
[1284626168224331,1284657320872229] #NP=895479636 G(Pi(x))=504
[1284657320872279,1284688473520189] #NP=895437149 G(Pi(x))=537
[1284688473520253,1284719626168129] #NP=895477379 G(Pi(x))=541
[1284719626168259,1284750778816159] #NP=895480318 G(Pi(x))=533
[1284750778816213,1284781931464127] #NP=895480809 G(Pi(x))=598
[1284781931464217,1284813084112133] #NP=895462973 G(Pi(x))=553
[1284813084112139,1284844236760087] #NP=895461489 G(Pi(x))=583
[1284844236760193,1284875389408057] #NP=895456446 G(Pi(x))=561
[1284875389408099,1284906542056063] #NP=895479689 G(Pi(x))=541
[1284906542056063,1284937694704033] #NP=895474504 G(Pi(x))=590
[1284937694704117,1284968847351971] #NP=895460070 G(Pi(x))=535
[1284968847352033,1284999999999983] #NP=895431273 G(Pi(x))=577
[1285000000000007,1285019470404979] #NP=559690251 G(Pi(x))=493
[1285019470405049,1285038940809889] #NP=559659703 G(Pi(x))=559
[1285038940809979,1285058411214911] #NP=559669786 G(Pi(x))=540
[1285058411214971,1285077881619911] #NP=559644321 G(Pi(x))=559
[1285077881619947,1285097352024901] #NP=559656173 G(Pi(x))=491
[1285097352024949,1285116822429899] #NP=559654247 G(Pi(x))=527
[1285116822429911,1285136292834887] #NP=559652478 G(Pi(x))=561
[1285136292834907,1285155763239871] #NP=559663005 G(Pi(x))=489
[1285155763239973,1285175233644851] #NP=559662096 G(Pi(x))=508
[1285175233644881,1285194704049787] #NP=559667423 G(Pi(x))=595
[1285194704049937,1285214174454811] #NP=559667238 G(Pi(x))=573
[1285214174454839,1285233644859803] #NP=559679448 G(Pi(x))=656
[1285233644859823,1285253115264779] #NP=559668401 G(Pi(x))=603
[1285253115264817,1285272585669767] #NP=559653804 G(Pi(x))=500
[1285272585669817,1285292056074751] #NP=559649358 G(Pi(x))=537
[1285292056074779,1285311526479727] #NP=559647275 G(Pi(x))=521
[1285311526479749,1285330996884721] #NP=559644279 G(Pi(x))=605
[1285330996884763,1285350467289671] #NP=559661341 G(Pi(x))=489
[1285350467289719,1285369937694691] #NP=559651748 G(Pi(x))=557
[1285369937694727,1285389408099677] #NP=559658157 G(Pi(x))=525
[1285389408099739,1285408878504589] #NP=559663601 G(Pi(x))=514
[1285408878504721,1285428348909643] #NP=559656881 G(Pi(x))=565
[1285428348909709,1285447819314583] #NP=559657432 G(Pi(x))=565
[1285447819314641,1285467289719553] #NP=559669395 G(Pi(x))=529
[1285467289719617,1285486760124521] #NP=559648167 G(Pi(x))=546
[1285486760124607,1285506230529583] #NP=559650201 G(Pi(x))=529
[1285506230529623,1285525700934521] #NP=559685384 G(Pi(x))=552
[1285525700934613,1285545171339487] #NP=559631134 G(Pi(x))=503
[1285545171339641,1285564641744527] #NP=559643189 G(Pi(x))=583
[1285564641744583,1285584112149511] #NP=559660271 G(Pi(x))=546
[1285584112149541,1285603582554493] #NP=559653418 G(Pi(x))=536
[1285603582554547,1285623052959473] #NP=559665175 G(Pi(x))=565
[1285623052959491,1285642523364427] #NP=559666830 G(Pi(x))=533
[1285642523364503,1285661993769449] #NP=559665897 G(Pi(x))=482
[1285661993769467,1285681464174421] #NP=559670697 G(Pi(x))=511
[1285681464174463,1285700934579421] #NP=559650240 G(Pi(x))=560
[1285700934579431,1285728193146401] #NP=783530426 G(Pi(x))=533
[1285728193146433,1285755451713289] #NP=783510848 G(Pi(x))=514
[1285755451713539,1285782710280353] #NP=783510194 G(Pi(x))=516
[1285782710280359,1285809968847301] #NP=783516490 G(Pi(x))=636
[1285809968847347,1285837227414287] #NP=783515502 G(Pi(x))=542
[1285837227414407,1285864485981227] #NP=783519542 G(Pi(x))=564
[1285864485981293,1285891744548251] #NP=783483923 G(Pi(x))=545
[1285891744548401,1285919003115167] #NP=783520463 G(Pi(x))=583
[1285919003115281,1285948208722699] #NP=839479804 G(Pi(x))=602
[1285948208722781,1285977414330113] #NP=839484720 G(Pi(x))=631
[1285977414330251,1286006619937661] #NP=839461402 G(Pi(x))=641
[1286006619937681,1286035825545089] #NP=839498696 G(Pi(x))=560
[1286035825545173,1286065031152631] #NP=839449259 G(Pi(x))=539
[1286065031152637,1286094236760107] #NP=839487895 G(Pi(x))=603
[1286094236760119,1286123442367571] #NP=839482931 G(Pi(x))=567
[1286123442367633,1286152647975059] #NP=839458736 G(Pi(x))=570
[1286152647975119,1286181853582511] #NP=839476118 G(Pi(x))=565
[1286181853582553,1286211059190007] #NP=839457656 G(Pi(x))=543
[1286211059190023,1286240264797489] #NP=839465920 G(Pi(x))=603
[1286240264797519,1286269470404861] #NP=839478756 G(Pi(x))=617
[1286269470404983,1286298676012439] #NP=839461407 G(Pi(x))=491
[1286298676012453,1286327881619843] #NP=839465635 G(Pi(x))=511
[1286327881619951,1286357087227351] #NP=839486535 G(Pi(x))=565
[1286357087227417,1286386292834849] #NP=839495259 G(Pi(x))=543
[1286386292834887,1286415498442241] #NP=839492913 G(Pi(x))=564
[1286415498442421,1286444704049717] #NP=839462409 G(Pi(x))=553
[1286444704049861,1286473909657297] #NP=839480405 G(Pi(x))=490
[1286473909657319,1286503115264777] #NP=839467965 G(Pi(x))=554
[1286503115264827,1286534267912743] #NP=895432720 G(Pi(x))=535
[1286534267912801,1286565420560729] #NP=895447930 G(Pi(x))=625
[1286565420560747,1286596573208581] #NP=895407843 G(Pi(x))=710
[1286596573208717,1286627725856651] #NP=895443249 G(Pi(x))=511
[1286627725856717,1286658878504653] #NP=895415778 G(Pi(x))=490
[1286658878504683,1286690031152633] #NP=895446359 G(Pi(x))=564
[1286690031152641,1286721183800539] #NP=895448902 G(Pi(x))=541
[1286721183800671,1286752336448587] #NP=895415397 G(Pi(x))=604
[1286752336448599,1286783489096557] #NP=895395871 G(Pi(x))=560
[1286783489096579,1286814641744501] #NP=895431741 G(Pi(x))=599
[1286814641744551,1286845794392453] #NP=895416870 G(Pi(x))=642
[1286845794392591,1286876947040479] #NP=895411822 G(Pi(x))=497
[1286876947040491,1286908099688429] #NP=895418703 G(Pi(x))=545
[1286908099688537,1286939252336359] #NP=895428204 G(Pi(x))=595
[1286939252336459,1286970404984413] #NP=895409896 G(Pi(x))=573
[1286970404984413,1287001557632191] #NP=895420014 G(Pi(x))=579
[1287001557632437,1287032710280351] #NP=895386390 G(Pi(x))=547
[1287032710280371,1287063862928321] #NP=895427360 G(Pi(x))=521
[1287063862928387,1287095015576303] #NP=895442015 G(Pi(x))=541
[1287095015576323,1287126168224209] #NP=895431313 G(Pi(x))=559
[1287126168224317,1287157320872209] #NP=895418558 G(Pi(x))=547
[1287157320872299,1287188473520171] #NP=895436388 G(Pi(x))=515
[1287188473520249,1287219626168183] #NP=895443971 G(Pi(x))=549
[1287219626168227,1287250778816111] #NP=895396724 G(Pi(x))=537
[1287250778816243,1287281931464119] #NP=895414314 G(Pi(x))=581
[1287281931464299,1287313084112117] #NP=895417163 G(Pi(x))=522
[1287313084112207,1287344236760077] #NP=895398629 G(Pi(x))=530
[1287344236760137,1287375389408023] #NP=895398654 G(Pi(x))=531
[1287375389408099,1287406542055957] #NP=895417206 G(Pi(x))=525
[1287406542056081,1287437694703921] #NP=895419601 G(Pi(x))=611
[1287437694704081,1287468847351979] #NP=895440973 G(Pi(x))=529
[1287468847352041,1287499999999987] #NP=895415497 G(Pi(x))=553
[1287500000000009,1287519470404903] #NP=559648222 G(Pi(x))=575
[1287519470405029,1287538940809937] #NP=559616732 G(Pi(x))=506
[1287538940809973,1287558411214903] #NP=559652941 G(Pi(x))=575
[1287558411214979,1287577881619933] #NP=559647135 G(Pi(x))=524
[1287577881619949,1287597352024913] #NP=559622441 G(Pi(x))=562
[1287597352024939,1287616822429837] #NP=559632275 G(Pi(x))=539
[1287616822429921,1287636292834819] #NP=559612368 G(Pi(x))=513
[1287636292834889,1287655763239847] #NP=559634284 G(Pi(x))=552
[1287655763239891,1287675233644781] #NP=559628833 G(Pi(x))=570
[1287675233644879,1287694704049829] #NP=559629120 G(Pi(x))=529
[1287694704049921,1287714174454811] #NP=559602344 G(Pi(x))=585
[1287714174454871,1287733644859777] #NP=559631621 G(Pi(x))=561
[1287733644859817,1287753115264787] #NP=559655466 G(Pi(x))=578
[1287753115264871,1287772585669763] #NP=559633929 G(Pi(x))=530
[1287772585669789,1287792056074747] #NP=559640450 G(Pi(x))=520
[1287792056074763,1287811526479669] #NP=559644899 G(Pi(x))=483
[1287811526479757,1287830996884681] #NP=559606041 G(Pi(x))=497
[1287830996884801,1287850467289691] #NP=559637193 G(Pi(x))=505
[1287850467289951,1287869937694663] #NP=559627388 G(Pi(x))=634
[1287869937694733,1287889408099669] #NP=559628040 G(Pi(x))=549
[1287889408099687,1287908878504639] #NP=559633760 G(Pi(x))=551
[1287908878504769,1287928348909637] #NP=559630558 G(Pi(x))=521
[1287928348909663,1287947819314603] #NP=559604454 G(Pi(x))=580
[1287947819314649,1287967289719597] #NP=559617419 G(Pi(x))=533
[1287967289719651,1287986760124583] #NP=559623472 G(Pi(x))=536
[1287986760124607,1288006230529567] #NP=559637822 G(Pi(x))=532
[1288006230529591,1288025700934513] #NP=559617892 G(Pi(x))=533
[1288025700934579,1288045171339547] #NP=559646020 G(Pi(x))=518
[1288045171339631,1288064641744523] #NP=559607284 G(Pi(x))=547
[1288064641744541,1288084112149507] #NP=559632510 G(Pi(x))=659
[1288084112149547,1288103582554483] #NP=559617334 G(Pi(x))=638
[1288103582554559,1288123052959469] #NP=559614800 G(Pi(x))=710
[1288123052959489,1288142523364469] #NP=559623379 G(Pi(x))=633
[1288142523364507,1288161993769433] #NP=559626801 G(Pi(x))=485
[1288161993769481,1288181464174403] #NP=559622699 G(Pi(x))=543
[1288181464174447,1288200934579411] #NP=559629087 G(Pi(x))=525
[1288200934579547,1288228193146361] #NP=783486060 G(Pi(x))=577
[1288228193146417,1288255451713367] #NP=783442325 G(Pi(x))=543
[1288255451713453,1288282710280283] #NP=783458736 G(Pi(x))=656
[1288282710280367,1288309968847331] #NP=783444217 G(Pi(x))=552
[1288309968847357,1288337227414271] #NP=783467956 G(Pi(x))=569
[1288337227414327,1288364485981291] #NP=783492407 G(Pi(x))=517
[1288364485981319,1288391744548243] #NP=783450445 G(Pi(x))=505
[1288391744548277,1288419003115217] #NP=783460414 G(Pi(x))=593
[1288419003115253,1288448208722713] #NP=839395116 G(Pi(x))=526
[1288448208722749,1288477414330157] #NP=839441480 G(Pi(x))=514
[1288477414330243,1288506619937657] #NP=839425698 G(Pi(x))=587
[1288506619937753,1288535825545123] #NP=839416561 G(Pi(x))=573
[1288535825545181,1288565031152603] #NP=839417950 G(Pi(x))=533
[1288565031152639,1288594236760099] #NP=839445729 G(Pi(x))=558
[1288594236760111,1288623442367579] #NP=839431864 G(Pi(x))=587
[1288623442367603,1288652647975051] #NP=839429393 G(Pi(x))=554
[1288652647975151,1288681853582509] #NP=839430666 G(Pi(x))=705
[1288681853582573,1288711059190007] #NP=839407572 G(Pi(x))=580
[1288711059190099,1288740264797473] #NP=839422367 G(Pi(x))=613
[1288740264797507,1288769470404907] #NP=839415921 G(Pi(x))=567
[1288769470405037,1288798676012389] #NP=839407390 G(Pi(x))=595
[1288798676012473,1288827881619919] #NP=839427394 G(Pi(x))=603
[1288827881619977,1288857087227399] #NP=839420388 G(Pi(x))=539
[1288857087227539,1288886292834871] #NP=839447738 G(Pi(x))=506
[1288886292834941,1288915498442267] #NP=839418192 G(Pi(x))=566
[1288915498442387,1288944704049797] #NP=839423399 G(Pi(x))=532
[1288944704049841,1288973909657311] #NP=839411821 G(Pi(x))=577
[1288973909657311,1289003115264757] #NP=839421989 G(Pi(x))=497
[1289003115264817,1289034267912751] #NP=895402520 G(Pi(x))=549
[1289034267912827,1289065420560727] #NP=895359497 G(Pi(x))=568
[1289065420560763,1289096573208673] #NP=895386624 G(Pi(x))=544
[1289096573208727,1289127725856643] #NP=895365704 G(Pi(x))=561
[1289127725856709,1289158878504659] #NP=895390848 G(Pi(x))=543
[1289158878504709,1289190031152593] #NP=895350217 G(Pi(x))=535
[1289190031152689,1289221183800593] #NP=895373517 G(Pi(x))=497
[1289221183800643,1289252336448541] #NP=895360696 G(Pi(x))=511
[1289252336448623,1289283489096539] #NP=895370439 G(Pi(x))=531
[1289283489096569,1289314641744533] #NP=895374599 G(Pi(x))=565
[1289314641744539,1289345794392451] #NP=895364986 G(Pi(x))=512
[1289345794392521,1289376947040461] #NP=895379945 G(Pi(x))=589
[1289376947040557,1289408099688463] #NP=895370753 G(Pi(x))=553
[1289408099688463,1289439252336349] #NP=895384841 G(Pi(x))=558
[1289439252336463,1289470404984413] #NP=895371931 G(Pi(x))=649
[1289470404984413,1289501557632293] #NP=895375741 G(Pi(x))=549
[1289501557632413,1289532710280359] #NP=895386233 G(Pi(x))=537
[1289532710280443,1289563862928331] #NP=895380053 G(Pi(x))=748
[1289563862928343,1289595015576271] #NP=895365986 G(Pi(x))=534
[1289595015576353,1289626168224269] #NP=895371256 G(Pi(x))=501
[1289626168224293,1289657320872149] #NP=895361326 G(Pi(x))=567
[1289657320872353,1289688473520221] #NP=895362513 G(Pi(x))=549
[1289688473520263,1289719626168173] #NP=895377825 G(Pi(x))=573
[1289719626168241,1289750778816161] #NP=895358533 G(Pi(x))=635
[1289750778816193,1289781931464157] #NP=895360800 G(Pi(x))=588
[1289781931464259,1289813084112131] #NP=895367370 G(Pi(x))=530
[1289813084112149,1289844236760077] #NP=895356877 G(Pi(x))=529
[1289844236760119,1289875389408071] #NP=895391331 G(Pi(x))=609
[1289875389408139,1289906542056061] #NP=895364910 G(Pi(x))=522
[1289906542056103,1289937694704023] #NP=895374529 G(Pi(x))=626
[1289937694704179,1289968847352013] #NP=895380556 G(Pi(x))=511
[1289968847352013,1289999999999969] #NP=895368603 G(Pi(x))=517
[1290000000000053,1290019470404969] #NP=559604786 G(Pi(x))=509
[1290019470405037,1290038940809939] #NP=559597169 G(Pi(x))=613
[1290038940810043,1290058411214941] #NP=559608615 G(Pi(x))=573
[1290058411214971,1290077881619843] #NP=559598186 G(Pi(x))=487
[1290077881619951,1290097352024881] #NP=559600834 G(Pi(x))=557
[1290097352024947,1290116822429881] #NP=559585477 G(Pi(x))=593
[1290116822429921,1290136292834849] #NP=559612530 G(Pi(x))=577
[1290136292834941,1290155763239869] #NP=559600367 G(Pi(x))=503
[1290155763239911,1290175233644839] #NP=559590850 G(Pi(x))=534
[1290175233644879,1290194704049833] #NP=559582004 G(Pi(x))=505
[1290194704049869,1290214174454767] #NP=559611293 G(Pi(x))=539
[1290214174454833,1290233644859801] #NP=559579294 G(Pi(x))=554
[1290233644859869,1290253115264723] #NP=559615702 G(Pi(x))=485
[1290253115264821,1290272585669713] #NP=559596810 G(Pi(x))=521
[1290272585669849,1290292056074753] #NP=559604060 G(Pi(x))=497
[1290292056074789,1290311526479743] #NP=559594819 G(Pi(x))=555
[1290311526479783,1290330996884717] #NP=559612788 G(Pi(x))=573
[1290330996884807,1290350467289687] #NP=559593986 G(Pi(x))=544
[1290350467289731,1290369937694623] #NP=559592354 G(Pi(x))=544
[1290369937694701,1290389408099633] #NP=559607541 G(Pi(x))=561
[1290389408099689,1290408878504663] #NP=559564857 G(Pi(x))=541
[1290408878504689,1290428348909459] #NP=559621308 G(Pi(x))=579
[1290428348909653,1290447819314627] #NP=559590048 G(Pi(x))=586
[1290447819314659,1290467289719603] #NP=559605795 G(Pi(x))=533
[1290467289719651,1290486760124467] #NP=559607373 G(Pi(x))=599
[1290486760124701,1290506230529569] #NP=559593141 G(Pi(x))=493
[1290506230529587,1290525700934549] #NP=559595322 G(Pi(x))=544
[1290525700934597,1290545171339497] #NP=559600513 G(Pi(x))=531
[1290545171339591,1290564641744479] #NP=559596217 G(Pi(x))=491
[1290564641744549,1290584112149491] #NP=559591398 G(Pi(x))=498
[1290584112149533,1290603582554501] #NP=559611666 G(Pi(x))=527
[1290603582554567,1290623052959477] #NP=559604176 G(Pi(x))=545
[1290623052959507,1290642523364471] #NP=559604158 G(Pi(x))=524
[1290642523364497,1290661993769441] #NP=559572438 G(Pi(x))=501
[1290661993769507,1290681464174407] #NP=559597605 G(Pi(x))=507
[1290681464174461,1290700934579411] #NP=559570387 G(Pi(x))=559
[1290700934579431,1290728193146303] #NP=783457989 G(Pi(x))=542
[1290728193146407,1290755451713339] #NP=783438139 G(Pi(x))=505
[1290755451713401,1290782710280351] #NP=783423837 G(Pi(x))=583
[1290782710280377,1290809968847263] #NP=783438439 G(Pi(x))=497
[1290809968847351,1290837227414291] #NP=783435692 G(Pi(x))=523
[1290837227414327,1290864485981261] #NP=783421161 G(Pi(x))=555
[1290864485981299,1290891744548221] #NP=783415321 G(Pi(x))=501
[1290891744548333,1290919003115233] #NP=783437727 G(Pi(x))=548
[1290919003115249,1290948208722547] #NP=839378800 G(Pi(x))=587
[1290948208722737,1290977414330117] #NP=839372445 G(Pi(x))=533
[1290977414330291,1291006619937511] #NP=839377785 G(Pi(x))=530
[1291006619937703,1291035825545143] #NP=839366659 G(Pi(x))=586
[1291035825545243,1291065031152581] #NP=839381006 G(Pi(x))=559
[1291065031152641,1291094236760087] #NP=839352078 G(Pi(x))=529
[1291094236760177,1291123442367461] #NP=839355085 G(Pi(x))=609
[1291123442367601,1291152647975039] #NP=839376658 G(Pi(x))=595
[1291152647975077,1291181853582409] #NP=839389625 G(Pi(x))=537
[1291181853582547,1291211059189993] #NP=839343439 G(Pi(x))=557
[1291211059190051,1291240264797463] #NP=839401038 G(Pi(x))=521
[1291240264797533,1291269470404939] #NP=839339687 G(Pi(x))=514
[1291269470404973,1291298676012421] #NP=839367477 G(Pi(x))=532
[1291298676012463,1291327881619891] #NP=839372172 G(Pi(x))=541
[1291327881620011,1291357087227341] #NP=839395888 G(Pi(x))=544
[1291357087227469,1291386292834861] #NP=839368307 G(Pi(x))=580
[1291386292834889,1291415498442353] #NP=839364465 G(Pi(x))=585
[1291415498442493,1291444704049741] #NP=839372240 G(Pi(x))=517
[1291444704049867,1291473909657247] #NP=839354158 G(Pi(x))=557
[1291473909657319,1291503115264781] #NP=839383637 G(Pi(x))=571
[1291503115264819,1291534267912753] #NP=895323964 G(Pi(x))=523
[1291534267912771,1291565420560699] #NP=895331320 G(Pi(x))=548
[1291565420560739,1291596573208673] #NP=895329169 G(Pi(x))=541
[1291596573208729,1291627725856639] #NP=895326792 G(Pi(x))=773
[1291627725856723,1291658878504649] #NP=895304565 G(Pi(x))=665
[1291658878504697,1291690031152637] #NP=895337228 G(Pi(x))=551
[1291690031152639,1291721183800589] #NP=895323428 G(Pi(x))=565
[1291721183800637,1291752336448559] #NP=895333844 G(Pi(x))=570
[1291752336448669,1291783489096553] #NP=895325629 G(Pi(x))=504
[1291783489096589,1291814641744513] #NP=895322941 G(Pi(x))=537
[1291814641744607,1291845794392409] #NP=895304471 G(Pi(x))=541
[1291845794392537,1291876947040453] #NP=895329035 G(Pi(x))=555
[1291876947040553,1291908099688441] #NP=895318338 G(Pi(x))=609
[1291908099688469,1291939252336427] #NP=895302082 G(Pi(x))=585
[1291939252336451,1291970404984403] #NP=895338595 G(Pi(x))=539
[1291970404984459,1292001557632363] #NP=895322835 G(Pi(x))=555
[1292001557632403,1292032710280331] #NP=895305392 G(Pi(x))=561
[1292032710280369,1292063862928303] #NP=895345629 G(Pi(x))=608
[1292063862928361,1292095015576289] #NP=895320803 G(Pi(x))=569
[1292095015576411,1292126168224277] #NP=895330684 G(Pi(x))=605
[1292126168224379,1292157320872183] #NP=895303978 G(Pi(x))=539
[1292157320872267,1292188473520193] #NP=895328970 G(Pi(x))=509
[1292188473520261,1292219626168147] #NP=895317578 G(Pi(x))=548
[1292219626168231,1292250778816169] #NP=895321984 G(Pi(x))=553
[1292250778816189,1292281931464157] #NP=895327825 G(Pi(x))=617
[1292281931464187,1292313084112129] #NP=895313383 G(Pi(x))=512
[1292313084112159,1292344236760079] #NP=895281822 G(Pi(x))=557
[1292344236760147,1292375389408087] #NP=895328283 G(Pi(x))=597
[1292375389408121,1292406542056043] #NP=895325541 G(Pi(x))=626
[1292406542056073,1292437694704033] #NP=895305462 G(Pi(x))=567
[1292437694704109,1292468847352003] #NP=895342363 G(Pi(x))=522
[1292468847352063,1292499999999983] #NP=895310459 G(Pi(x))=531
[1292500000000049,1292519470404961] #NP=559558805 G(Pi(x))=529
[1292519470405013,1292538940809871] #NP=559566987 G(Pi(x))=527
[1292538940809983,1292558411214901] #NP=559571104 G(Pi(x))=602
[1292558411214977,1292577881619851] #NP=559574627 G(Pi(x))=581
[1292577881619949,1292597352024911] #NP=559584423 G(Pi(x))=603
[1292597352024941,1292616822429893] #NP=559564638 G(Pi(x))=517
[1292616822429917,1292636292834787] #NP=559556315 G(Pi(x))=498
[1292636292834911,1292655763239871] #NP=559579308 G(Pi(x))=527
[1292655763239887,1292675233644811] #NP=559557004 G(Pi(x))=521
[1292675233644869,1292694704049811] #NP=559554748 G(Pi(x))=522
[1292694704049857,1292714174454821] #NP=559577431 G(Pi(x))=512
[1292714174454877,1292733644859803] #NP=559558035 G(Pi(x))=587
[1292733644859871,1292753115264757] #NP=559552154 G(Pi(x))=599
[1292753115264829,1292772585669709] #NP=559577577 G(Pi(x))=519
[1292772585669821,1292792056074749] #NP=559565345 G(Pi(x))=555
[1292792056074781,1292811526479743] #NP=559568797 G(Pi(x))=493
[1292811526479761,1292830996884659] #NP=559588509 G(Pi(x))=486
[1292830996884769,1292850467289697] #NP=559569296 G(Pi(x))=552
[1292850467289721,1292869937694653] #NP=559560343 G(Pi(x))=541
[1292869937694701,1292889408099659] #NP=559554597 G(Pi(x))=545
[1292889408099713,1292908878504643] #NP=559577416 G(Pi(x))=496
[1292908878504721,1292928348909623] #NP=559564111 G(Pi(x))=485
[1292928348909649,1292947819314611] #NP=559584758 G(Pi(x))=547
[1292947819314643,1292967289719583] #NP=559553300 G(Pi(x))=554
[1292967289719733,1292986760124589] #NP=559548368 G(Pi(x))=533
[1292986760124601,1293006230529547] #NP=559575767 G(Pi(x))=548
[1293006230529613,1293025700934551] #NP=559567574 G(Pi(x))=565
[1293025700934677,1293045171339503] #NP=559560109 G(Pi(x))=499
[1293045171339671,1293064641744523] #NP=559559723 G(Pi(x))=541
[1293064641744569,1293084112149509] #NP=559561845 G(Pi(x))=713
[1293084112149539,1293103582554499] #NP=559559758 G(Pi(x))=524
[1293103582554523,1293123052959433] #NP=559571549 G(Pi(x))=571
[1293123052959523,1293142523364457] #NP=559548201 G(Pi(x))=541
[1293142523364493,1293161993769449] #NP=559548288 G(Pi(x))=555
[1293161993769533,1293181464174437] #NP=559559651 G(Pi(x))=563
[1293181464174497,1293200934579347] #NP=559561296 G(Pi(x))=551
[1293200934579431,1293228193146377] #NP=783385371 G(Pi(x))=522
[1293228193146481,1293255451713377] #NP=783378802 G(Pi(x))=538
[1293255451713397,1293282710280329] #NP=783384566 G(Pi(x))=507
[1293282710280367,1293309968847313] #NP=783388271 G(Pi(x))=548
[1293309968847349,1293337227414301] #NP=783394295 G(Pi(x))=532
[1293337227414433,1293364485981287] #NP=783369939 G(Pi(x))=589
[1293364485981299,1293391744548263] #NP=783386467 G(Pi(x))=575
[1293391744548271,1293419003115241] #NP=783361001 G(Pi(x))=560
[1293419003115299,1293448208722693] #NP=839339844 G(Pi(x))=647
[1293448208722753,1293477414330137] #NP=839340213 G(Pi(x))=569
[1293477414330239,1293506619937603] #NP=839305735 G(Pi(x))=481
[1293506619937681,1293535825545143] #NP=839340806 G(Pi(x))=577
[1293535825545203,1293565031152633] #NP=839335966 G(Pi(x))=541
[1293565031152633,1293594236760103] #NP=839358109 G(Pi(x))=582
[1293594236760113,1293623442367523] #NP=839332792 G(Pi(x))=509
[1293623442367591,1293652647975053] #NP=839336867 G(Pi(x))=565
[1293652647975091,1293681853582529] #NP=839347006 G(Pi(x))=524
[1293681853582553,1293711059189897] #NP=839335044 G(Pi(x))=535
[1293711059190071,1293740264797397] #NP=839312323 G(Pi(x))=529
[1293740264797507,1293769470404959] #NP=839348178 G(Pi(x))=609
[1293769470404977,1293798676012439] #NP=839334054 G(Pi(x))=546
[1293798676012459,1293827881619921] #NP=839335277 G(Pi(x))=490
[1293827881620017,1293857087227403] #NP=839303893 G(Pi(x))=547
[1293857087227403,1293886292834879] #NP=839318855 G(Pi(x))=574
[1293886292835001,1293915498442351] #NP=839334353 G(Pi(x))=543
[1293915498442393,1293944704049831] #NP=839337085 G(Pi(x))=605
[1293944704049857,1293973909657301] #NP=839341849 G(Pi(x))=587
[1293973909657391,1294003115264737] #NP=839318273 G(Pi(x))=565
[1294003115264831,1294034267912753] #NP=895281840 G(Pi(x))=609
[1294034267912801,1294065420560723] #NP=895270425 G(Pi(x))=547
[1294065420560807,1294096573208599] #NP=895264884 G(Pi(x))=513
[1294096573208749,1294127725856599] #NP=895311678 G(Pi(x))=572
[1294127725856753,1294158878504659] #NP=895273047 G(Pi(x))=570
[1294158878504741,1294190031152587] #NP=895269238 G(Pi(x))=562
[1294190031152647,1294221183800579] #NP=895267416 G(Pi(x))=539
[1294221183800617,1294252336448581] #NP=895278114 G(Pi(x))=525
[1294252336448633,1294283489096531] #NP=895282752 G(Pi(x))=614
[1294283489096573,1294314641744521] #NP=895280573 G(Pi(x))=533
[1294314641744543,1294345794392473] #NP=895232643 G(Pi(x))=551
[1294345794392551,1294376947040467] #NP=895265369 G(Pi(x))=563
[1294376947040491,1294408099688453] #NP=895256640 G(Pi(x))=539
[1294408099688491,1294439252336431] #NP=895276064 G(Pi(x))=591
[1294439252336473,1294470404984381] #NP=895290358 G(Pi(x))=557
[1294470404984447,1294501557632333] #NP=895257155 G(Pi(x))=553
[1294501557632449,1294532710280357] #NP=895280708 G(Pi(x))=518
[1294532710280389,1294563862928243] #NP=895277668 G(Pi(x))=619
[1294563862928351,1294595015576297] #NP=895310734 G(Pi(x))=567
[1294595015576323,1294626168224269] #NP=895246261 G(Pi(x))=535
[1294626168224309,1294657320872249] #NP=895281475 G(Pi(x))=521
[1294657320872297,1294688473520219] #NP=895271419 G(Pi(x))=592
[1294688473520287,1294719626168207] #NP=895219760 G(Pi(x))=527
[1294719626168219,1294750778816161] #NP=895258291 G(Pi(x))=598
[1294750778816203,1294781931464089] #NP=895279961 G(Pi(x))=583
[1294781931464179,1294813084112131] #NP=895258428 G(Pi(x))=534
[1294813084112147,1294844236760083] #NP=895282454 G(Pi(x))=504
[1294844236760117,1294875389408077] #NP=895274614 G(Pi(x))=553
[1294875389408093,1294906542056047] #NP=895262280 G(Pi(x))=577
[1294906542056077,1294937694703969] #NP=895238618 G(Pi(x))=555
[1294937694704081,1294968847351997] #NP=895283468 G(Pi(x))=561
[1294968847352077,1294999999999943] #NP=895241800 G(Pi(x))=507
[1295000000000023,1295019470404973] #NP=559534957 G(Pi(x))=514
[1295019470404997,1295038940809849] #NP=559540732 G(Pi(x))=522
[1295038940809969,1295058411214889] #NP=559555900 G(Pi(x))=524
[1295058411214957,1295077881619927] #NP=559549019 G(Pi(x))=545
[1295077881619997,1295097352024919] #NP=559524903 G(Pi(x))=531
[1295097352024961,1295116822429883] #NP=559554581 G(Pi(x))=552
[1295116822429907,1295136292834859] #NP=559533553 G(Pi(x))=609
[1295136292834963,1295155763239787] #NP=559524297 G(Pi(x))=484
[1295155763239873,1295175233644847] #NP=559550278 G(Pi(x))=539
[1295175233644867,1295194704049837] #NP=559530140 G(Pi(x))=500
[1295194704049891,1295214174454819] #NP=559546584 G(Pi(x))=514
[1295214174454831,1295233644859799] #NP=559557162 G(Pi(x))=536
[1295233644859841,1295253115264783] #NP=559528300 G(Pi(x))=497
[1295253115264903,1295272585669721] #NP=559530559 G(Pi(x))=503
[1295272585669891,1295292056074711] #NP=559553607 G(Pi(x))=593
[1295292056074843,1295311526479723] #NP=559530474 G(Pi(x))=521
[1295311526479819,1295330996884711] #NP=559543488 G(Pi(x))=515
[1295330996884733,1295350467289657] #NP=559553596 G(Pi(x))=494
[1295350467289727,1295369937694681] #NP=559505430 G(Pi(x))=560
[1295369937694697,1295389408099637] #NP=559536925 G(Pi(x))=515
[1295389408099681,1295408878504613] #NP=559554673 G(Pi(x))=559
[1295408878504673,1295428348909559] #NP=559527453 G(Pi(x))=555
[1295428348909661,1295447819314591] #NP=559548009 G(Pi(x))=601
[1295447819314657,1295467289719573] #NP=559532234 G(Pi(x))=497
[1295467289719709,1295486760124541] #NP=559526938 G(Pi(x))=538
[1295486760124709,1295506230529561] #NP=559541412 G(Pi(x))=523
[1295506230529591,1295525700934567] #NP=559539332 G(Pi(x))=537
[1295525700934613,1295545171339543] #NP=559509906 G(Pi(x))=519
[1295545171339567,1295564641744523] #NP=559516411 G(Pi(x))=502
[1295564641744559,1295584112149493] #NP=559552578 G(Pi(x))=543
[1295584112149541,1295603582554469] #NP=559535139 G(Pi(x))=507
[1295603582554549,1295623052959483] #NP=559542955 G(Pi(x))=511
[1295623052959513,1295642523364463] #NP=559535563 G(Pi(x))=587
[1295642523364529,1295661993769373] #NP=559515887 G(Pi(x))=539
[1295661993769471,1295681464174417] #NP=559529992 G(Pi(x))=533
[1295681464174523,1295700934579279] #NP=559542233 G(Pi(x))=527
[1295700934579427,1295728193146397] #NP=783341290 G(Pi(x))=539
[1295728193146441,1295755451713361] #NP=783334987 G(Pi(x))=547
[1295755451713381,1295782710280351] #NP=783339594 G(Pi(x))=509
[1295782710280469,1295809968847319] #NP=783344673 G(Pi(x))=566
[1295809968847337,1295837227414259] #NP=783334112 G(Pi(x))=589
[1295837227414321,1295864485981279] #NP=783338048 G(Pi(x))=551
[1295864485981309,1295891744548253] #NP=783351729 G(Pi(x))=529
[1295891744548277,1295919003115229] #NP=783326828 G(Pi(x))=535
[1295919003115309,1295948208722711] #NP=839303232 G(Pi(x))=585
[1295948208722731,1295977414330147] #NP=839265215 G(Pi(x))=553
[1295977414330259,1296006619937663] #NP=839296575 G(Pi(x))=551
[1296006619937707,1296035825545121] #NP=839274035 G(Pi(x))=525
[1296035825545157,1296065031152623] #NP=839297073 G(Pi(x))=602
[1296065031152641,1296094236760097] #NP=839264961 G(Pi(x))=548
[1296094236760181,1296123442367549] #NP=839270683 G(Pi(x))=530
[1296123442367617,1296152647975063] #NP=839277372 G(Pi(x))=507
[1296152647975099,1296181853582479] #NP=839280441 G(Pi(x))=617
[1296181853582543,1296211059190013] #NP=839299024 G(Pi(x))=559
[1296211059190049,1296240264797281] #NP=839297486 G(Pi(x))=549
[1296240264797497,1296269470404959] #NP=839285290 G(Pi(x))=508
[1296269470404991,1296298676012357] #NP=839299173 G(Pi(x))=571
[1296298676012503,1296327881619919] #NP=839256183 G(Pi(x))=573
[1296327881619941,1296357087227369] #NP=839268608 G(Pi(x))=554
[1296357087227563,1296386292834839] #NP=839262566 G(Pi(x))=589
[1296386292834889,1296415498442231] #NP=839268255 G(Pi(x))=587
[1296415498442371,1296444704049827] #NP=839253898 G(Pi(x))=604
[1296444704049899,1296473909657309] #NP=839286540 G(Pi(x))=509
[1296473909657447,1296503115264769] #NP=839278369 G(Pi(x))=521
[1296503115264869,1296534267912733] #NP=895234895 G(Pi(x))=534
[1296534267912791,1296565420560677] #NP=895226388 G(Pi(x))=653
[1296565420560757,1296596573208691] #NP=895227254 G(Pi(x))=513
[1296596573208733,1296627725856647] #NP=895230220 G(Pi(x))=632
[1296627725856689,1296658878504601] #NP=895206344 G(Pi(x))=520
[1296658878504673,1296690031152557] #NP=895236630 G(Pi(x))=533
[1296690031152653,1296721183800611] #NP=895245243 G(Pi(x))=527
[1296721183800629,1296752336448587] #NP=895237444 G(Pi(x))=521
[1296752336448629,1296783489096547] #NP=895214368 G(Pi(x))=549
[1296783489096569,1296814641744509] #NP=895232086 G(Pi(x))=543
[1296814641744541,1296845794392443] #NP=895235909 G(Pi(x))=510
[1296845794392559,1296876947040487] #NP=895218449 G(Pi(x))=551
[1296876947040497,1296908099688437] #NP=895214885 G(Pi(x))=556
[1296908099688529,1296939252336389] #NP=895213443 G(Pi(x))=526
[1296939252336451,1296970404984389] #NP=895264683 G(Pi(x))=621
[1296970404984421,1297001557632311] #NP=895223329 G(Pi(x))=557
[1297001557632457,1297032710280311] #NP=895197285 G(Pi(x))=543
[1297032710280397,1297063862928319] #NP=895215781 G(Pi(x))=557
[1297063862928341,1297095015576313] #NP=895223250 G(Pi(x))=554
[1297095015576313,1297126168224269] #NP=895238685 G(Pi(x))=518
[1297126168224301,1297157320872263] #NP=895195994 G(Pi(x))=541
[1297157320872263,1297188473520217] #NP=895189918 G(Pi(x))=666
[1297188473520253,1297219626168199] #NP=895242760 G(Pi(x))=593
[1297219626168241,1297250778816169] #NP=895207140 G(Pi(x))=549
[1297250778816203,1297281931464163] #NP=895199267 G(Pi(x))=585
[1297281931464163,1297313084112113] #NP=895236362 G(Pi(x))=549
[1297313084112169,1297344236760113] #NP=895201257 G(Pi(x))=626
[1297344236760113,1297375389408073] #NP=895222814 G(Pi(x))=581
[1297375389408127,1297406542056061] #NP=895227462 G(Pi(x))=539
[1297406542056263,1297437694704029] #NP=895220210 G(Pi(x))=559
[1297437694704043,1297468847351947] #NP=895209508 G(Pi(x))=541
[1297468847352023,1297499999999939] #NP=895223438 G(Pi(x))=533
