The Proth-Gilbreath Conjecture -display of the G(Pi(x)) function for x E [1*1014,2*1014]- [La conjecture de Proth-Gilbreath -visualisation de la fonction G(Pi(x)) pour x E [1*1014,2*1014]-].
The Proth-Gilbreath Conjecture -display of the G(Pi(x)) function for x E [1*1014,2*1014]- [La conjecture de Proth-Gilbreath -visualisation de la fonction G(Pi(x)) pour x E [1*1014,2*1014]-].
[100019395806071,100019470404899] #NP=603992513 G(Pi(x))=500
[100019470405003,100038940809959] #NP=603977656 G(Pi(x))=476
[100038940809979,100058411214929] #NP=603993982 G(Pi(x))=497
[100058411214959,100077881619899] #NP=603983467 G(Pi(x))=535
[100077881619941,100097352024911] #NP=603968731 G(Pi(x))=435
[100097352024949,100116822429887] #NP=603979416 G(Pi(x))=473
[100116822429907,100136292834887] #NP=603979465 G(Pi(x))=480
[100136292834911,100155763239863] #NP=603982268 G(Pi(x))=497
[100155763239877,100175233644833] #NP=603961936 G(Pi(x))=486
[100175233644859,100194704049761] #NP=603967026 G(Pi(x))=471
[100194704049917,100214174454803] #NP=603939914 G(Pi(x))=499
[100214174454851,100233644859793] #NP=603943903 G(Pi(x))=500
[100233644859809,100253115264791] #NP=603945951 G(Pi(x))=483
[100253115264793,100272585669761] #NP=603934993 G(Pi(x))=517
[100272585669821,100292056074671] #NP=603943638 G(Pi(x))=469
[100292056074797,100311526479737] #NP=603957573 G(Pi(x))=489
[100311526479763,100330996884689] #NP=603924725 G(Pi(x))=608
[100330996884749,100350467289703] #NP=603905007 G(Pi(x))=489
[100350467289731,100369937694683] #NP=603929571 G(Pi(x))=479
[100369937694781,100389408099667] #NP=603920444 G(Pi(x))=478
[100389408099689,100408878504647] #NP=603921563 G(Pi(x))=559
[100408878504673,100428348909641] #NP=603910254 G(Pi(x))=505
[100428348909673,100447819314611] #NP=603893665 G(Pi(x))=517
[100447819314641,100467289719607] #NP=603898060 G(Pi(x))=462
[100467289719649,100486760124557] #NP=603899019 G(Pi(x))=513
[100486760124607,100506230529577] #NP=603868314 G(Pi(x))=517
[100506230529589,100525700934517] #NP=603910678 G(Pi(x))=516
[100525700934569,100545171339497] #NP=603882500 G(Pi(x))=521
[100545171339611,100564641744527] #NP=603904672 G(Pi(x))=516
[100564641744583,100584112149503] #NP=603881541 G(Pi(x))=567
[100584112149529,100603582554479] #NP=603885994 G(Pi(x))=444
[100603582554521,100623052959463] #NP=603872798 G(Pi(x))=459
[100623052959529,100642523364457] #NP=603883271 G(Pi(x))=547
[100642523364473,100661993769413] #NP=603867970 G(Pi(x))=541
[100661993769461,100681464174407] #NP=603867736 G(Pi(x))=507
[100681464174449,100700934579409] #NP=603882156 G(Pi(x))=483
[100700934579431,100728193146401] #NP=845388914 G(Pi(x))=462
[100728193146407,100755451713353] #NP=845401953 G(Pi(x))=526
[100755451713383,100782710280281] #NP=845366388 G(Pi(x))=465
[100782710280359,100809968847257] #NP=845376852 G(Pi(x))=502
[100809968847359,100837227414311] #NP=845375106 G(Pi(x))=571
[100837227414337,100864485981251] #NP=845361922 G(Pi(x))=486
[100864485981319,100891744548247] #NP=845351665 G(Pi(x))=564
[100891744548277,100919003115239] #NP=845351768 G(Pi(x))=497
[100919003115299,100948208722717] #NP=905727905 G(Pi(x))=485
[100948208722727,100977414330197] #NP=905720740 G(Pi(x))=545
[100977414330259,101006619937621] #NP=905704380 G(Pi(x))=602
[101006619937753,101035825545139] #NP=905711807 G(Pi(x))=516
[101035825545163,101065031152609] #NP=905700495 G(Pi(x))=504
[101065031152663,101094236760017] #NP=905683698 G(Pi(x))=481
[101094236760113,101123442367561] #NP=905658450 G(Pi(x))=488
[101123442367639,101152647975023] #NP=905672976 G(Pi(x))=517
[101152647975091,101181853582541] #NP=905654845 G(Pi(x))=499
[101181853582541,101211059189987] #NP=905666926 G(Pi(x))=485
[101211059190061,101240264797457] #NP=905639126 G(Pi(x))=493
[101240264797499,101269470404929] #NP=905655536 G(Pi(x))=549
[101269470404981,101298676012441] #NP=905639532 G(Pi(x))=471
[101298676012487,101327881619897] #NP=905612972 G(Pi(x))=517
[101327881619947,101357087227313] #NP=905602459 G(Pi(x))=489
[101357087227423,101386292834851] #NP=905613628 G(Pi(x))=493
[101386292834909,101415498442333] #NP=905598214 G(Pi(x))=502
[101415498442393,101444704049783] #NP=905587312 G(Pi(x))=467
[101444704049869,101473909657243] #NP=905577551 G(Pi(x))=464
[101473909657343,101503115264729] #NP=905576946 G(Pi(x))=593
[101503115264807,101534267912713] #NP=965942439 G(Pi(x))=541
[101534267912837,101565420560719] #NP=965902812 G(Pi(x))=536
[101565420560761,101596573208707] #NP=965926203 G(Pi(x))=477
[101596573208749,101627725856663] #NP=965927894 G(Pi(x))=581
[101627725856729,101658878504591] #NP=965914987 G(Pi(x))=499
[101658878504669,101690031152629] #NP=965894732 G(Pi(x))=549
[101690031152641,101721183800597] #NP=965893469 G(Pi(x))=517
[101721183800641,101752336448537] #NP=965873241 G(Pi(x))=544
[101752336448593,101783489096563] #NP=965858294 G(Pi(x))=514
[101783489096563,101814641744527] #NP=965834996 G(Pi(x))=576
[101814641744593,101845794392477] #NP=965826859 G(Pi(x))=480
[101845794392527,101876947040419] #NP=965816668 G(Pi(x))=533
[101876947040503,101908099688441] #NP=965811849 G(Pi(x))=529
[101908099688503,101939252336377] #NP=965805805 G(Pi(x))=481
[101939252336531,101970404984387] #NP=965829525 G(Pi(x))=554
[101970404984429,102001557632383] #NP=965798925 G(Pi(x))=539
[102001557632407,102032710280359] #NP=965785183 G(Pi(x))=507
[102032710280381,102063862928333] #NP=965812509 G(Pi(x))=480
[102063862928369,102095015576221] #NP=965765564 G(Pi(x))=487
[102095015576339,102126168224287] #NP=965763144 G(Pi(x))=533
[102126168224303,102157320872153] #NP=965731160 G(Pi(x))=501
[102157320872281,102188473520201] #NP=965730112 G(Pi(x))=544
[102188473520249,102219626168203] #NP=965736897 G(Pi(x))=485
[102219626168237,102250778816159] #NP=965724810 G(Pi(x))=529
[102250778816287,102281931464161] #NP=965696890 G(Pi(x))=465
[102281931464177,102313084112137] #NP=965730887 G(Pi(x))=523
[102313084112159,102344236760089] #NP=965708962 G(Pi(x))=521
[102344236760147,102375389408003] #NP=965683249 G(Pi(x))=565
[102375389408093,102406542056059] #NP=965692562 G(Pi(x))=491
[102406542056099,102437694703997] #NP=965649778 G(Pi(x))=507
[102437694704069,102468847351943] #NP=965671883 G(Pi(x))=595
[102468847352033,102499999999973] #NP=965637444 G(Pi(x))=459
[102500000000017,102519470404957] #NP=603520879 G(Pi(x))=492
[102519470405029,102538940809957] #NP=603534151 G(Pi(x))=548
[102538940809997,102558411214937] #NP=603528650 G(Pi(x))=459
[102558411214997,102577881619921] #NP=603487898 G(Pi(x))=477
[102577881619943,102597352024837] #NP=603528754 G(Pi(x))=461
[102597352024927,102616822429879] #NP=603501261 G(Pi(x))=459
[102616822429949,102636292834843] #NP=603510154 G(Pi(x))=469
[102636292834991,102655763239801] #NP=603505237 G(Pi(x))=533
[102655763239937,102675233644829] #NP=603496371 G(Pi(x))=546
[102675233644901,102694704049831] #NP=603501144 G(Pi(x))=517
[102694704049841,102714174454811] #NP=603483102 G(Pi(x))=483
[102714174454861,102733644859763] #NP=603480912 G(Pi(x))=605
[102733644859871,102753115264663] #NP=603482914 G(Pi(x))=455
[102753115264817,102772585669697] #NP=603478222 G(Pi(x))=487
[102772585669783,102792056074733] #NP=603470576 G(Pi(x))=488
[102792056074781,102811526479729] #NP=603494747 G(Pi(x))=565
[102811526479751,102830996884717] #NP=603475770 G(Pi(x))=520
[102830996884771,102850467289663] #NP=603440194 G(Pi(x))=506
[102850467289769,102869937694633] #NP=603459030 G(Pi(x))=487
[102869937694747,102889408099631] #NP=603455935 G(Pi(x))=515
[102889408099727,102908878504643] #NP=603459523 G(Pi(x))=452
[102908878504693,102928348909609] #NP=603465029 G(Pi(x))=522
[102928348909657,102947819314597] #NP=603453915 G(Pi(x))=521
[102947819314663,102967289719597] #NP=603444535 G(Pi(x))=532
[102967289719631,102986760124597] #NP=603453776 G(Pi(x))=484
[102986760124609,103006230529541] #NP=603428481 G(Pi(x))=523
[103006230529589,103025700934567] #NP=603445487 G(Pi(x))=494
[103025700934573,103045171339501] #NP=603440909 G(Pi(x))=472
[103045171339567,103064641744523] #NP=603410308 G(Pi(x))=482
[103064641744549,103084112149493] #NP=603433031 G(Pi(x))=469
[103084112149559,103103582554463] #NP=603415510 G(Pi(x))=499
[103103582554513,103123052959417] #NP=603437286 G(Pi(x))=513
[103123052959541,103142523364471] #NP=603420180 G(Pi(x))=520
[103142523364579,103161993769291] #NP=603403979 G(Pi(x))=564
[103161993769519,103181464174433] #NP=603410662 G(Pi(x))=516
[103181464174469,103200934579363] #NP=603396823 G(Pi(x))=490
[103200934579429,103228193146357] #NP=844740272 G(Pi(x))=499
[103228193146427,103255451713361] #NP=844754466 G(Pi(x))=509
[103255451713417,103282710280349] #NP=844755121 G(Pi(x))=483
[103282710280429,103309968847219] #NP=844753411 G(Pi(x))=499
[103309968847373,103337227414297] #NP=844746908 G(Pi(x))=511
[103337227414391,103364485981271] #NP=844743723 G(Pi(x))=526
[103364485981313,103391744548259] #NP=844713657 G(Pi(x))=549
[103391744548303,103419003115231] #NP=844723995 G(Pi(x))=529
[103419003115249,103448208722701] #NP=905034088 G(Pi(x))=466
[103448208722777,103477414330139] #NP=905031658 G(Pi(x))=502
[103477414330249,103506619937663] #NP=905034719 G(Pi(x))=517
[103506619937687,103535825545151] #NP=905008874 G(Pi(x))=540
[103535825545237,103565031152603] #NP=905001605 G(Pi(x))=537
[103565031152651,103594236760109] #NP=904996476 G(Pi(x))=502
[103594236760123,103623442367567] #NP=905001498 G(Pi(x))=547
[103623442367609,103652647974983] #NP=904997078 G(Pi(x))=514
[103652647975067,103681853582533] #NP=904974121 G(Pi(x))=537
[103681853582551,103711059189953] #NP=904963391 G(Pi(x))=473
[103711059190043,103740264797459] #NP=904950302 G(Pi(x))=504
[103740264797513,103769470404967] #NP=904941481 G(Pi(x))=489
[103769470404983,103798676012411] #NP=904938496 G(Pi(x))=570
[103798676012459,103827881619919] #NP=904956295 G(Pi(x))=546
[103827881619941,103857087227401] #NP=904913704 G(Pi(x))=490
[103857087227423,103886292834859] #NP=904930773 G(Pi(x))=489
[103886292834887,103915498442323] #NP=904921774 G(Pi(x))=455
[103915498442377,103944704049799] #NP=904882827 G(Pi(x))=523
[103944704049839,103973909657297] #NP=904901791 G(Pi(x))=473
[103973909657329,104003115264787] #NP=904872781 G(Pi(x))=521
[104003115264791,104034267912703] #NP=965228796 G(Pi(x))=529
[104034267912859,104065420560713] #NP=965200434 G(Pi(x))=551
[104065420560769,104096573208701] #NP=965187638 G(Pi(x))=582
[104096573208779,104127725856677] #NP=965176118 G(Pi(x))=545
[104127725856761,104158878504631] #NP=965168680 G(Pi(x))=498
[104158878504673,104190031152631] #NP=965159626 G(Pi(x))=499
[104190031152643,104221183800581] #NP=965158616 G(Pi(x))=541
[104221183800619,104252336448563] #NP=965157087 G(Pi(x))=471
[104252336448683,104283489096539] #NP=965116968 G(Pi(x))=487
[104283489096607,104314641744497] #NP=965114609 G(Pi(x))=591
[104314641744539,104345794392493] #NP=965097423 G(Pi(x))=519
[104345794392527,104376947040463] #NP=965099279 G(Pi(x))=506
[104376947040503,104408099688439] #NP=965104133 G(Pi(x))=547
[104408099688491,104439252336413] #NP=965087594 G(Pi(x))=529
[104439252336439,104470404984389] #NP=965082260 G(Pi(x))=493
[104470404984433,104501557632379] #NP=965102608 G(Pi(x))=533
[104501557632397,104532710280343] #NP=965062421 G(Pi(x))=497
[104532710280367,104563862928337] #NP=965072920 G(Pi(x))=553
[104563862928359,104595015576287] #NP=965050533 G(Pi(x))=524
[104595015576323,104626168224229] #NP=965038679 G(Pi(x))=517
[104626168224317,104657320872263] #NP=965042657 G(Pi(x))=549
[104657320872263,104688473520203] #NP=965003090 G(Pi(x))=531
[104688473520263,104719626168193] #NP=965009781 G(Pi(x))=460
[104719626168251,104750778816169] #NP=965002332 G(Pi(x))=545
[104750778816191,104781931464163] #NP=965026616 G(Pi(x))=585
[104781931464163,104813084112091] #NP=964974996 G(Pi(x))=533
[104813084112193,104844236760113] #NP=964985436 G(Pi(x))=561
[104844236760113,104875389408043] #NP=964951035 G(Pi(x))=499
[104875389408091,104906542056031] #NP=964949671 G(Pi(x))=503
[104906542056083,104937694703969] #NP=964954962 G(Pi(x))=582
[104937694704061,104968847352011] #NP=964939912 G(Pi(x))=475
[104968847352029,104999999999879] #NP=964945726 G(Pi(x))=536
[105000000000001,105019470404899] #NP=603079889 G(Pi(x))=477
[105019470405029,105038940809903] #NP=603086552 G(Pi(x))=484
[105038940809981,105058411214941] #NP=603059064 G(Pi(x))=503
[105058411214963,105077881619891] #NP=603057373 G(Pi(x))=561
[105077881620007,105097352024879] #NP=603072339 G(Pi(x))=509
[105097352024923,105116822429897] #NP=603040636 G(Pi(x))=472
[105116822430013,105136292834809] #NP=603054893 G(Pi(x))=608
[105136292834971,105155763239861] #NP=603071518 G(Pi(x))=585
[105155763239899,105175233644843] #NP=603057450 G(Pi(x))=596
[105175233644863,105194704049821] #NP=603051789 G(Pi(x))=439
[105194704049921,105214174454797] #NP=603018683 G(Pi(x))=539
[105214174454891,105233644859771] #NP=603049079 G(Pi(x))=500
[105233644859843,105253115264771] #NP=603036487 G(Pi(x))=509
[105253115264807,105272585669759] #NP=603041360 G(Pi(x))=490
[105272585669789,105292056074687] #NP=603041991 G(Pi(x))=551
[105292056074771,105311526479737] #NP=603025143 G(Pi(x))=542
[105311526479749,105330996884693] #NP=603030203 G(Pi(x))=520
[105330996884759,105350467289657] #NP=603016649 G(Pi(x))=502
[105350467289777,105369937694669] #NP=603014953 G(Pi(x))=504
[105369937694729,105389408099639] #NP=602991946 G(Pi(x))=587
[105389408099693,105408878504659] #NP=603017241 G(Pi(x))=511
[105408878504669,105428348909647] #NP=603017428 G(Pi(x))=533
[105428348909669,105447819314597] #NP=603014554 G(Pi(x))=463
[105447819314731,105467289719483] #NP=602996660 G(Pi(x))=489
[105467289719639,105486760124591] #NP=602973866 G(Pi(x))=541
[105486760124611,105506230529519] #NP=602979553 G(Pi(x))=483
[105506230529671,105525700934551] #NP=602963539 G(Pi(x))=455
[105525700934569,105545171339513] #NP=603001194 G(Pi(x))=478
[105545171339591,105564641744479] #NP=602978635 G(Pi(x))=459
[105564641744561,105584112149473] #NP=602998691 G(Pi(x))=493
[105584112149533,105603582554501] #NP=602998042 G(Pi(x))=491
[105603582554513,105623052959377] #NP=602945689 G(Pi(x))=497
[105623052959497,105642523364387] #NP=602995032 G(Pi(x))=507
[105642523364507,105661993769441] #NP=602957429 G(Pi(x))=471
[105661993769473,105681464174417] #NP=602952174 G(Pi(x))=534
[105681464174443,105700934579419] #NP=602956028 G(Pi(x))=597
[105700934579483,105728193146351] #NP=844140196 G(Pi(x))=552
[105728193146423,105755451713369] #NP=844112078 G(Pi(x))=523
[105755451713399,105782710280329] #NP=844127318 G(Pi(x))=493
[105782710280371,105809968847329] #NP=844127627 G(Pi(x))=519
[105809968847351,105837227414311] #NP=844111941 G(Pi(x))=525
[105837227414333,105864485981279] #NP=844090602 G(Pi(x))=537
[105864485981327,105891744548251] #NP=844096545 G(Pi(x))=565
[105891744548279,105919003115197] #NP=844087082 G(Pi(x))=521
[105919003115351,105948208722709] #NP=904399005 G(Pi(x))=505
[105948208722739,105977414330153] #NP=904357730 G(Pi(x))=487
[105977414330219,106006619937679] #NP=904366705 G(Pi(x))=514
[106006619937679,106035825545129] #NP=904354523 G(Pi(x))=485
[106035825545161,106065031152631] #NP=904324492 G(Pi(x))=493
[106065031152677,106094236760087] #NP=904326365 G(Pi(x))=487
[106094236760111,106123442367587] #NP=904344068 G(Pi(x))=509
[106123442367587,106152647975009] #NP=904312098 G(Pi(x))=617
[106152647975137,106181853582521] #NP=904291654 G(Pi(x))=495
[106181853582569,106211059189999] #NP=904313139 G(Pi(x))=542
[106211059190101,106240264797439] #NP=904277268 G(Pi(x))=489
[106240264797509,106269470404931] #NP=904284121 G(Pi(x))=519
[106269470404973,106298676012449] #NP=904292471 G(Pi(x))=507
[106298676012449,106327881619919] #NP=904282477 G(Pi(x))=601
[106327881619943,106357087227359] #NP=904275493 G(Pi(x))=482
[106357087227449,106386292834859] #NP=904242058 G(Pi(x))=535
[106386292834891,106415498442293] #NP=904231478 G(Pi(x))=617
[106415498442361,106444704049811] #NP=904239709 G(Pi(x))=521
[106444704049837,106473909657307] #NP=904213059 G(Pi(x))=507
[106473909657331,106503115264669] #NP=904210830 G(Pi(x))=460
[106503115264789,106534267912739] #NP=964502062 G(Pi(x))=547
[106534267912777,106565420560631] #NP=964497652 G(Pi(x))=527
[106565420560741,106596573208709] #NP=964490120 G(Pi(x))=580
[106596573208771,106627725856643] #NP=964467590 G(Pi(x))=471
[106627725856699,106658878504639] #NP=964445178 G(Pi(x))=559
[106658878504679,106690031152589] #NP=964462353 G(Pi(x))=527
[106690031152669,106721183800597] #NP=964464979 G(Pi(x))=503
[106721183800631,106752336448553] #NP=964412600 G(Pi(x))=615
[106752336448613,106783489096553] #NP=964432455 G(Pi(x))=493
[106783489096589,106814641744501] #NP=964432356 G(Pi(x))=534
[106814641744543,106845794392451] #NP=964401633 G(Pi(x))=473
[106845794392531,106876947040483] #NP=964399819 G(Pi(x))=477
[106876947040499,106908099688459] #NP=964392399 G(Pi(x))=501
[106908099688543,106939252336393] #NP=964390645 G(Pi(x))=487
[106939252336451,106970404984381] #NP=964373859 G(Pi(x))=530
[106970404984489,107001557632369] #NP=964392446 G(Pi(x))=469
[107001557632391,107032710280319] #NP=964376765 G(Pi(x))=495
[107032710280403,107063862928301] #NP=964348482 G(Pi(x))=482
[107063862928339,107095015576309] #NP=964327873 G(Pi(x))=505
[107095015576321,107126168224277] #NP=964320091 G(Pi(x))=501
[107126168224291,107157320872243] #NP=964323943 G(Pi(x))=464
[107157320872297,107188473520217] #NP=964335719 G(Pi(x))=512
[107188473520241,107219626168159] #NP=964277122 G(Pi(x))=492
[107219626168247,107250778816177] #NP=964318349 G(Pi(x))=537
[107250778816199,107281931464151] #NP=964293757 G(Pi(x))=535
[107281931464171,107313084112121] #NP=964275758 G(Pi(x))=593
[107313084112139,107344236759997] #NP=964273532 G(Pi(x))=473
[107344236760171,107375389408087] #NP=964270973 G(Pi(x))=545
[107375389408109,107406542056013] #NP=964277761 G(Pi(x))=491
[107406542056097,107437694703947] #NP=964245699 G(Pi(x))=537
[107437694704051,107468847352001] #NP=964253397 G(Pi(x))=509
[107468847352021,107499999999961] #NP=964215382 G(Pi(x))=543
[107500000000123,107519470404937] #NP=602636409 G(Pi(x))=500
[107519470404989,107538940809929] #NP=602616703 G(Pi(x))=503
[107538940809977,107558411214901] #NP=602636882 G(Pi(x))=469
[107558411214971,107577881619931] #NP=602620873 G(Pi(x))=485
[107577881619937,107597352024829] #NP=602637514 G(Pi(x))=577
[107597352024923,107616822429803] #NP=602629276 G(Pi(x))=529
[107616822429917,107636292834887] #NP=602621987 G(Pi(x))=557
[107636292834893,107655763239853] #NP=602602379 G(Pi(x))=539
[107655763239887,107675233644673] #NP=602607340 G(Pi(x))=466
[107675233644889,107694704049799] #NP=602595120 G(Pi(x))=545
[107694704049871,107714174454797] #NP=602630404 G(Pi(x))=485
[107714174454851,107733644859781] #NP=602597952 G(Pi(x))=505
[107733644859817,107753115264763] #NP=602614134 G(Pi(x))=468
[107753115264811,107772585669719] #NP=602578713 G(Pi(x))=474
[107772585669799,107792056074701] #NP=602593253 G(Pi(x))=533
[107792056074761,107811526479737] #NP=602595801 G(Pi(x))=475
[107811526479757,107830996884719] #NP=602587907 G(Pi(x))=525
[107830996884731,107850467289707] #NP=602572526 G(Pi(x))=466
[107850467289751,107869937694677] #NP=602553289 G(Pi(x))=475
[107869937694731,107889408099661] #NP=602582986 G(Pi(x))=467
[107889408099713,107908878504659] #NP=602566594 G(Pi(x))=485
[107908878504671,107928348909617] #NP=602556552 G(Pi(x))=484
[107928348909653,107947819314631] #NP=602566864 G(Pi(x))=512
[107947819314659,107967289719577] #NP=602536837 G(Pi(x))=461
[107967289719643,107986760124589] #NP=602555422 G(Pi(x))=547
[107986760124629,108006230529551] #NP=602566592 G(Pi(x))=491
[108006230529643,108025700934559] #NP=602528201 G(Pi(x))=532
[108025700934589,108045171339533] #NP=602544952 G(Pi(x))=537
[108045171339587,108064641744529] #NP=602552785 G(Pi(x))=489
[108064641744551,108084112149499] #NP=602532720 G(Pi(x))=537
[108084112149529,108103582554469] #NP=602534717 G(Pi(x))=472
[108103582554533,108123052959443] #NP=602527619 G(Pi(x))=546
[108123052959539,108142523364457] #NP=602543336 G(Pi(x))=601
[108142523364493,108161993769443] #NP=602528550 G(Pi(x))=512
[108161993769607,108181464174439] #NP=602532426 G(Pi(x))=649
[108181464174463,108200934579359] #NP=602507103 G(Pi(x))=545
[108200934579433,108228193146317] #NP=843530852 G(Pi(x))=577
[108228193146421,108255451713377] #NP=843526354 G(Pi(x))=545
[108255451713391,108282710280323] #NP=843530397 G(Pi(x))=529
[108282710280361,108309968847329] #NP=843487772 G(Pi(x))=500
[108309968847347,108337227414287] #NP=843487048 G(Pi(x))=517
[108337227414319,108364485981277] #NP=843471815 G(Pi(x))=544
[108364485981317,108391744548253] #NP=843479534 G(Pi(x))=553
[108391744548301,108419003115161] #NP=843475415 G(Pi(x))=482
[108419003115331,108448208722687] #NP=903703782 G(Pi(x))=497
[108448208722741,108477414330091] #NP=903700008 G(Pi(x))=487
[108477414330209,108506619937663] #NP=903709897 G(Pi(x))=591
[108506619937717,108535825545139] #NP=903689173 G(Pi(x))=539
[108535825545193,108565031152609] #NP=903687595 G(Pi(x))=493
[108565031152657,108594236760103] #NP=903667155 G(Pi(x))=488
[108594236760157,108623442367543] #NP=903675608 G(Pi(x))=487
[108623442367669,108652647975061] #NP=903686946 G(Pi(x))=701
[108652647975089,108681853582541] #NP=903655446 G(Pi(x))=497
[108681853582541,108711059189983] #NP=903663140 G(Pi(x))=500
[108711059190031,108740264797487] #NP=903652896 G(Pi(x))=508
[108740264797499,108769470404893] #NP=903628703 G(Pi(x))=583
[108769470405047,108798676012447] #NP=903638556 G(Pi(x))=517
[108798676012451,108827881619839] #NP=903609851 G(Pi(x))=479
[108827881619957,108857087227331] #NP=903627646 G(Pi(x))=511
[108857087227453,108886292834873] #NP=903624469 G(Pi(x))=613
[108886292834923,108915498442249] #NP=903561373 G(Pi(x))=573
[108915498442363,108944704049833] #NP=903596562 G(Pi(x))=497
[108944704049887,108973909657303] #NP=903585783 G(Pi(x))=519
[108973909657391,109003115264717] #NP=903562930 G(Pi(x))=485
[109003115264819,109034267912753] #NP=963819814 G(Pi(x))=489
[109034267912771,109065420560683] #NP=963793510 G(Pi(x))=509
[109065420560783,109096573208563] #NP=963792192 G(Pi(x))=524
[109096573208719,109127725856671] #NP=963763071 G(Pi(x))=473
[109127725856693,109158878504609] #NP=963763217 G(Pi(x))=473
[109158878504671,109190031152611] #NP=963779825 G(Pi(x))=577
[109190031152641,109221183800593] #NP=963749084 G(Pi(x))=507
[109221183800623,109252336448539] #NP=963749272 G(Pi(x))=537
[109252336448641,109283489096527] #NP=963733525 G(Pi(x))=460
[109283489096567,109314641744453] #NP=963744114 G(Pi(x))=540
[109314641744573,109345794392473] #NP=963727099 G(Pi(x))=531
[109345794392533,109376947040437] #NP=963721919 G(Pi(x))=512
[109376947040509,109408099688441] #NP=963690749 G(Pi(x))=487
[109408099688483,109439252336417] #NP=963691001 G(Pi(x))=522
[109439252336443,109470404984387] #NP=963682560 G(Pi(x))=489
[109470404984419,109501557632339] #NP=963675076 G(Pi(x))=492
[109501557632417,109532710280321] #NP=963701901 G(Pi(x))=540
[109532710280369,109563862928321] #NP=963633933 G(Pi(x))=483
[109563862928339,109595015576309] #NP=963649491 G(Pi(x))=501
[109595015576341,109626168224273] #NP=963655488 G(Pi(x))=577
[109626168224291,109657320872263] #NP=963628507 G(Pi(x))=531
[109657320872263,109688473520237] #NP=963637685 G(Pi(x))=472
[109688473520239,109719626168197] #NP=963622504 G(Pi(x))=512
[109719626168237,109750778816153] #NP=963615449 G(Pi(x))=514
[109750778816267,109781931464143] #NP=963578442 G(Pi(x))=541
[109781931464201,109813084112059] #NP=963605356 G(Pi(x))=521
[109813084112201,109844236760101] #NP=963609185 G(Pi(x))=521
[109844236760143,109875389408087] #NP=963581214 G(Pi(x))=467
[109875389408093,109906542056033] #NP=963568196 G(Pi(x))=531
[109906542056131,109937694704021] #NP=963557094 G(Pi(x))=537
[109937694704093,109968847351921] #NP=963552170 G(Pi(x))=478
[109968847352033,109999999999961] #NP=963539519 G(Pi(x))=520
[110000000000027,110019470404891] #NP=602220681 G(Pi(x))=501
[110019470405003,110038940809909] #NP=602192124 G(Pi(x))=480
[110038940809969,110058411214949] #NP=602197196 G(Pi(x))=483
[110058411214993,110077881619931] #NP=602194826 G(Pi(x))=469
[110077881619967,110097352024889] #NP=602215294 G(Pi(x))=527
[110097352024963,110116822429877] #NP=602190353 G(Pi(x))=468
[110116822429921,110136292834879] #NP=602195097 G(Pi(x))=485
[110136292834903,110155763239843] #NP=602188839 G(Pi(x))=487
[110155763240069,110175233644841] #NP=602179500 G(Pi(x))=503
[110175233644891,110194704049811] #NP=602177997 G(Pi(x))=472
[110194704049909,110214174454799] #NP=602179113 G(Pi(x))=461
[110214174454847,110233644859787] #NP=602176249 G(Pi(x))=473
[110233644859817,110253115264759] #NP=602158320 G(Pi(x))=529
[110253115264801,110272585669759] #NP=602165975 G(Pi(x))=463
[110272585669777,110292056074751] #NP=602182033 G(Pi(x))=541
[110292056074793,110311526479741] #NP=602173965 G(Pi(x))=511
[110311526479753,110330996884727] #NP=602153787 G(Pi(x))=463
[110330996884741,110350467289681] #NP=602152843 G(Pi(x))=494
[110350467289747,110369937694573] #NP=602135148 G(Pi(x))=515
[110369937694787,110389408099679] #NP=602139413 G(Pi(x))=458
[110389408099699,110408878504619] #NP=602155817 G(Pi(x))=608
[110408878504679,110428348909537] #NP=602148162 G(Pi(x))=473
[110428348909649,110447819314621] #NP=602135573 G(Pi(x))=498
[110447819314639,110467289719613] #NP=602136558 G(Pi(x))=509
[110467289719649,110486760124597] #NP=602128009 G(Pi(x))=443
[110486760124627,110506230529543] #NP=602132656 G(Pi(x))=497
[110506230529601,110525700934501] #NP=602120479 G(Pi(x))=501
[110525700934591,110545171339531] #NP=602116638 G(Pi(x))=560
[110545171339583,110564641744523] #NP=602111517 G(Pi(x))=501
[110564641744577,110584112149481] #NP=602108209 G(Pi(x))=487
[110584112149547,110603582554411] #NP=602118762 G(Pi(x))=503
[110603582554639,110623052959469] #NP=602114952 G(Pi(x))=525
[110623052959567,110642523364453] #NP=602100376 G(Pi(x))=445
[110642523364511,110661993769433] #NP=602106999 G(Pi(x))=515
[110661993769463,110681464174439] #NP=602088252 G(Pi(x))=503
[110681464174499,110700934579393] #NP=602084596 G(Pi(x))=465
[110700934579471,110728193146399] #NP=842929321 G(Pi(x))=489
[110728193146409,110755451713367] #NP=842926059 G(Pi(x))=458
[110755451713393,110782710280321] #NP=842913598 G(Pi(x))=489
[110782710280367,110809968847321] #NP=842907342 G(Pi(x))=475
[110809968847397,110837227414307] #NP=842870641 G(Pi(x))=493
[110837227414327,110864485981279] #NP=842888203 G(Pi(x))=511
[110864485981303,110891744548267] #NP=842882423 G(Pi(x))=576
[110891744548283,110919003115229] #NP=842912367 G(Pi(x))=475
[110919003115367,110948208722723] #NP=903075246 G(Pi(x))=503
[110948208722749,110977414330201] #NP=903069233 G(Pi(x))=483
[110977414330291,111006619937663] #NP=903060468 G(Pi(x))=496
[111006619937699,111035825545129] #NP=903017537 G(Pi(x))=517
[111035825545159,111065031152627] #NP=903062500 G(Pi(x))=505
[111065031152683,111094236760109] #NP=903065822 G(Pi(x))=497
[111094236760127,111123442367503] #NP=903048384 G(Pi(x))=667
[111123442367621,111152647974947] #NP=903021123 G(Pi(x))=618
[111152647975079,111181853582533] #NP=903031621 G(Pi(x))=475
[111181853582543,111211059189983] #NP=902992651 G(Pi(x))=591
[111211059190019,111240264797423] #NP=903015616 G(Pi(x))=508
[111240264797527,111269470404941] #NP=903028208 G(Pi(x))=505
[111269470404973,111298676012449] #NP=902973496 G(Pi(x))=532
[111298676012449,111327881619901] #NP=903008368 G(Pi(x))=533
[111327881620001,111357087227263] #NP=902992406 G(Pi(x))=571
[111357087227549,111386292834809] #NP=902956534 G(Pi(x))=603
[111386292834907,111415498442321] #NP=902966694 G(Pi(x))=504
[111415498442387,111444704049799] #NP=902985261 G(Pi(x))=515
[111444704049881,111473909657261] #NP=902963343 G(Pi(x))=477
[111473909657333,111503115264787] #NP=902955498 G(Pi(x))=521
[111503115264797,111534267912757] #NP=963101889 G(Pi(x))=453
[111534267912889,111565420560731] #NP=963109352 G(Pi(x))=475
[111565420560787,111596573208709] #NP=963119133 G(Pi(x))=487
[111596573208721,111627725856659] #NP=963102272 G(Pi(x))=487
[111627725856719,111658878504611] #NP=963105026 G(Pi(x))=533
[111658878504671,111690031152587] #NP=963080999 G(Pi(x))=500
[111690031152641,111721183800599] #NP=963075824 G(Pi(x))=550
[111721183800641,111752336448583] #NP=963089171 G(Pi(x))=501
[111752336448637,111783489096547] #NP=963086327 G(Pi(x))=513
[111783489096607,111814641744497] #NP=963049587 G(Pi(x))=530
[111814641744623,111845794392509] #NP=963049148 G(Pi(x))=540
[111845794392523,111876947040473] #NP=963072117 G(Pi(x))=489
[111876947040541,111908099688443] #NP=963028100 G(Pi(x))=503
[111908099688521,111939252336419] #NP=963020881 G(Pi(x))=481
[111939252336473,111970404984407] #NP=963016181 G(Pi(x))=541
[111970404984461,112001557632379] #NP=963013790 G(Pi(x))=468
[112001557632413,112032710280331] #NP=962996824 G(Pi(x))=562
[112032710280373,112063862928323] #NP=962991921 G(Pi(x))=526
[112063862928343,112095015576301] #NP=962961508 G(Pi(x))=542
[112095015576319,112126168224283] #NP=962966533 G(Pi(x))=579
[112126168224331,112157320872257] #NP=962980902 G(Pi(x))=540
[112157320872269,112188473520223] #NP=962946628 G(Pi(x))=657
[112188473520239,112219626168193] #NP=962952246 G(Pi(x))=511
[112219626168217,112250778816133] #NP=962934428 G(Pi(x))=489
[112250778816199,112281931464149] #NP=962902675 G(Pi(x))=511
[112281931464169,112313084112109] #NP=962926960 G(Pi(x))=529
[112313084112167,112344236760109] #NP=962910520 G(Pi(x))=584
[112344236760169,112375389408083] #NP=962899379 G(Pi(x))=532
[112375389408097,112406542056007] #NP=962893992 G(Pi(x))=513
[112406542056089,112437694704037] #NP=962865903 G(Pi(x))=587
[112437694704043,112468847351977] #NP=962899718 G(Pi(x))=527
[112468847352031,112499999999939] #NP=962868914 G(Pi(x))=495
[112500000000023,112519470404981] #NP=601807026 G(Pi(x))=525
[112519470405007,112538940809963] #NP=601804330 G(Pi(x))=481
[112538940809993,112558411214939] #NP=601764980 G(Pi(x))=505
[112558411214957,112577881619921] #NP=601773954 G(Pi(x))=564
[112577881619969,112597352024909] #NP=601773215 G(Pi(x))=471
[112597352024951,112616822429879] #NP=601772807 G(Pi(x))=505
[112616822429927,112636292834887] #NP=601776981 G(Pi(x))=469
[112636292834893,112655763239867] #NP=601764096 G(Pi(x))=486
[112655763239891,112675233644843] #NP=601764884 G(Pi(x))=495
[112675233644921,112694704049819] #NP=601746382 G(Pi(x))=487
[112694704049843,112714174454797] #NP=601735228 G(Pi(x))=541
[112714174454887,112733644859791] #NP=601768302 G(Pi(x))=581
[112733644859813,112753115264789] #NP=601762413 G(Pi(x))=525
[112753115264807,112772585669767] #NP=601748401 G(Pi(x))=516
[112772585669831,112792056074681] #NP=601763126 G(Pi(x))=490
[112792056074771,112811526479731] #NP=601758022 G(Pi(x))=509
[112811526479749,112830996884687] #NP=601736733 G(Pi(x))=441
[112830996884759,112850467289671] #NP=601733602 G(Pi(x))=463
[112850467289737,112869937694693] #NP=601741113 G(Pi(x))=529
[112869937694719,112889408099669] #NP=601717019 G(Pi(x))=465
[112889408099707,112908878504659] #NP=601724859 G(Pi(x))=481
[112908878504699,112928348909647] #NP=601720231 G(Pi(x))=505
[112928348909669,112947819314609] #NP=601724525 G(Pi(x))=519
[112947819314677,112967289719551] #NP=601714132 G(Pi(x))=535
[112967289719623,112986760124573] #NP=601719964 G(Pi(x))=530
[112986760124611,113006230529567] #NP=601701889 G(Pi(x))=457
[113006230529651,113025700934567] #NP=601721555 G(Pi(x))=543
[113025700934593,113045171339501] #NP=601707279 G(Pi(x))=513
[113045171339561,113064641744501] #NP=601711277 G(Pi(x))=457
[113064641744573,113084112149507] #NP=601681605 G(Pi(x))=529
[113084112149597,113103582554497] #NP=601679788 G(Pi(x))=527
[113103582554533,113123052959461] #NP=601700499 G(Pi(x))=475
[113123052959491,113142523364407] #NP=601703697 G(Pi(x))=551
[113142523364491,113161993769387] #NP=601668992 G(Pi(x))=498
[113161993769491,113181464174381] #NP=601671484 G(Pi(x))=541
[113181464174447,113200934579413] #NP=601692209 G(Pi(x))=507
[113200934579437,113228193146389] #NP=842350919 G(Pi(x))=537
[113228193146423,113255451713359] #NP=842352865 G(Pi(x))=535
[113255451713489,113282710280279] #NP=842340630 G(Pi(x))=517
[113282710280393,113309968847333] #NP=842346863 G(Pi(x))=491
[113309968847359,113337227414309] #NP=842322281 G(Pi(x))=483
[113337227414329,113364485981287] #NP=842298721 G(Pi(x))=465
[113364485981339,113391744548237] #NP=842284069 G(Pi(x))=486
[113391744548281,113419003115237] #NP=842294723 G(Pi(x))=483
[113419003115287,113448208722707] #NP=902444580 G(Pi(x))=535
[113448208722787,113477414330167] #NP=902450701 G(Pi(x))=497
[113477414330213,113506619937629] #NP=902422633 G(Pi(x))=501
[113506619937703,113535825545113] #NP=902468789 G(Pi(x))=516
[113535825545171,113565031152581] #NP=902437432 G(Pi(x))=521
[113565031152637,113594236760107] #NP=902427703 G(Pi(x))=499
[113594236760111,113623442367569] #NP=902413953 G(Pi(x))=523
[113623442367623,113652647975003] #NP=902427034 G(Pi(x))=491
[113652647975081,113681853582523] #NP=902391199 G(Pi(x))=541
[113681853582599,113711059189967] #NP=902394889 G(Pi(x))=526
[113711059190023,113740264797469] #NP=902397008 G(Pi(x))=489
[113740264797563,113769470404969] #NP=902395972 G(Pi(x))=497
[113769470405033,113798676012449] #NP=902389963 G(Pi(x))=519
[113798676012449,113827881619873] #NP=902377494 G(Pi(x))=477
[113827881619931,113857087227371] #NP=902355554 G(Pi(x))=540
[113857087227427,113886292834801] #NP=902348654 G(Pi(x))=477
[113886292834891,113915498442331] #NP=902358935 G(Pi(x))=535
[113915498442359,113944704049753] #NP=902328220 G(Pi(x))=588
[113944704049837,113973909657227] #NP=902322288 G(Pi(x))=511
[113973909657329,114003115264763] #NP=902301759 G(Pi(x))=509
[114003115264823,114034267912723] #NP=962464190 G(Pi(x))=481
[114034267912771,114065420560673] #NP=962459981 G(Pi(x))=527
[114065420560747,114096573208649] #NP=962456950 G(Pi(x))=497
[114096573208757,114127725856631] #NP=962433480 G(Pi(x))=563
[114127725856717,114158878504651] #NP=962445908 G(Pi(x))=581
[114158878504691,114190031152633] #NP=962410015 G(Pi(x))=517
[114190031152661,114221183800609] #NP=962443162 G(Pi(x))=567
[114221183800639,114252336448573] #NP=962436122 G(Pi(x))=551
[114252336448639,114283489096487] #NP=962383266 G(Pi(x))=490
[114283489096571,114314641744487] #NP=962371977 G(Pi(x))=488
[114314641744543,114345794392493] #NP=962368169 G(Pi(x))=513
[114345794392517,114376947040457] #NP=962393004 G(Pi(x))=538
[114376947040507,114408099688451] #NP=962381395 G(Pi(x))=561
[114408099688501,114439252336433] #NP=962370780 G(Pi(x))=571
[114439252336501,114470404984379] #NP=962338729 G(Pi(x))=485
[114470404984459,114501557632387] #NP=962316508 G(Pi(x))=584
[114501557632421,114532710280337] #NP=962359127 G(Pi(x))=545
[114532710280381,114563862928337] #NP=962317296 G(Pi(x))=463
[114563862928357,114595015576241] #NP=962320788 G(Pi(x))=499
[114595015576333,114626168224207] #NP=962324053 G(Pi(x))=543
[114626168224331,114657320872207] #NP=962291502 G(Pi(x))=509
[114657320872291,114688473520211] #NP=962290205 G(Pi(x))=492
[114688473520267,114719626168201] #NP=962317428 G(Pi(x))=485
[114719626168219,114750778816171] #NP=962282746 G(Pi(x))=477
[114750778816231,114781931464141] #NP=962282480 G(Pi(x))=489
[114781931464181,114813084112123] #NP=962271197 G(Pi(x))=525
[114813084112151,114844236760073] #NP=962257723 G(Pi(x))=581
[114844236760147,114875389408069] #NP=962291913 G(Pi(x))=537
[114875389408097,114906542056001] #NP=962268821 G(Pi(x))=488
[114906542056249,114937694703973] #NP=962221439 G(Pi(x))=561
[114937694704039,114968847351997] #NP=962219301 G(Pi(x))=530
[114968847352091,114999999999901] #NP=962206237 G(Pi(x))=503
[115000000000027,115019470404977] #NP=601375556 G(Pi(x))=528
[115019470404991,115038940809943] #NP=601381132 G(Pi(x))=470
[115038940810069,115058411214949] #NP=601385921 G(Pi(x))=498
[115058411214973,115077881619919] #NP=601372665 G(Pi(x))=527
[115077881619959,115097352024913] #NP=601366856 G(Pi(x))=523
[115097352024947,115116822429883] #NP=601369542 G(Pi(x))=489
[115116822430021,115136292834887] #NP=601372888 G(Pi(x))=482
[115136292834889,115155763239863] #NP=601371570 G(Pi(x))=467
[115155763239883,115175233644841] #NP=601357791 G(Pi(x))=467
[115175233644857,115194704049839] #NP=601357545 G(Pi(x))=481
[115194704049907,115214174454751] #NP=601352309 G(Pi(x))=497
[115214174454853,115233644859793] #NP=601339722 G(Pi(x))=495
[115233644859821,115253115264773] #NP=601363412 G(Pi(x))=459
[115253115264803,115272585669749] #NP=601355174 G(Pi(x))=465
[115272585669841,115292056074751] #NP=601353666 G(Pi(x))=461
[115292056074821,115311526479713] #NP=601345038 G(Pi(x))=565
[115311526479763,115330996884679] #NP=601329696 G(Pi(x))=518
[115330996884739,115350467289679] #NP=601331250 G(Pi(x))=469
[115350467289767,115369937694617] #NP=601327324 G(Pi(x))=503
[115369937694701,115389408099593] #NP=601311633 G(Pi(x))=503
[115389408099701,115408878504653] #NP=601318080 G(Pi(x))=515
[115408878504679,115428348909647] #NP=601318086 G(Pi(x))=529
[115428348909649,115447819314601] #NP=601310048 G(Pi(x))=483
[115447819314647,115467289719571] #NP=601328644 G(Pi(x))=553
[115467289719629,115486760124583] #NP=601301321 G(Pi(x))=498
[115486760124613,115506230529577] #NP=601305423 G(Pi(x))=445
[115506230529607,115525700934559] #NP=601287887 G(Pi(x))=505
[115525700934569,115545171339541] #NP=601287269 G(Pi(x))=483
[115545171339589,115564641744521] #NP=601303544 G(Pi(x))=517
[115564641744583,115584112149509] #NP=601309710 G(Pi(x))=495
[115584112149533,115603582554431] #NP=601282361 G(Pi(x))=459
[115603582554563,115623052959467] #NP=601286042 G(Pi(x))=543
[115623052959503,115642523364457] #NP=601273945 G(Pi(x))=537
[115642523364491,115661993769433] #NP=601290102 G(Pi(x))=519
[115661993769473,115681464174431] #NP=601273167 G(Pi(x))=485
[115681464174457,115700934579421] #NP=601270349 G(Pi(x))=495
[115700934579449,115728193146373] #NP=841773814 G(Pi(x))=531
[115728193146407,115755451713301] #NP=841761265 G(Pi(x))=462
[115755451713397,115782710280337] #NP=841769756 G(Pi(x))=567
[115782710280379,115809968847269] #NP=841792340 G(Pi(x))=591
[115809968847383,115837227414299] #NP=841759594 G(Pi(x))=579
[115837227414343,115864485981289] #NP=841727782 G(Pi(x))=479
[115864485981311,115891744548233] #NP=841738029 G(Pi(x))=489
[115891744548413,115919003115241] #NP=841750708 G(Pi(x))=555
[115919003115277,115948208722649] #NP=901865994 G(Pi(x))=515
[115948208722741,115977414330181] #NP=901849624 G(Pi(x))=605
[115977414330223,116006619937643] #NP=901852653 G(Pi(x))=515
[116006619937759,116035825545103] #NP=901844329 G(Pi(x))=482
[116035825545173,116065031152571] #NP=901834034 G(Pi(x))=513
[116065031152687,116094236760109] #NP=901808688 G(Pi(x))=542
[116094236760113,116123442367523] #NP=901809310 G(Pi(x))=510
[116123442367589,116152647975061] #NP=901814703 G(Pi(x))=501
[116152647975097,116181853582511] #NP=901793155 G(Pi(x))=493
[116181853582549,116211059189977] #NP=901812993 G(Pi(x))=493
[116211059190091,116240264797457] #NP=901771328 G(Pi(x))=575
[116240264797511,116269470404951] #NP=901787358 G(Pi(x))=637
[116269470404993,116298676012403] #NP=901763626 G(Pi(x))=520
[116298676012471,116327881619863] #NP=901749569 G(Pi(x))=511
[116327881619933,116357087227393] #NP=901756068 G(Pi(x))=547
[116357087227411,116386292834879] #NP=901738075 G(Pi(x))=501
[116386292834939,116415498442339] #NP=901740183 G(Pi(x))=505
[116415498442363,116444704049827] #NP=901729217 G(Pi(x))=461
[116444704049873,116473909657291] #NP=901709507 G(Pi(x))=491
[116473909657319,116503115264747] #NP=901709977 G(Pi(x))=507
[116503115264807,116534267912683] #NP=961806071 G(Pi(x))=561
[116534267912789,116565420560689] #NP=961834614 G(Pi(x))=501
[116565420560861,116596573208711] #NP=961800017 G(Pi(x))=481
[116596573208723,116627725856657] #NP=961812404 G(Pi(x))=525
[116627725856711,116658878504647] #NP=961799041 G(Pi(x))=635
[116658878504771,116690031152621] #NP=961794990 G(Pi(x))=589
[116690031152687,116721183800597] #NP=961765295 G(Pi(x))=523
[116721183800623,116752336448401] #NP=961787792 G(Pi(x))=551
[116752336448591,116783489096507] #NP=961791744 G(Pi(x))=473
[116783489096647,116814641744533] #NP=961748657 G(Pi(x))=469
[116814641744543,116845794392441] #NP=961745009 G(Pi(x))=469
[116845794392519,116876947040479] #NP=961750066 G(Pi(x))=493
[116876947040507,116908099688399] #NP=961717873 G(Pi(x))=489
[116908099688491,116939252336407] #NP=961742418 G(Pi(x))=479
[116939252336507,116970404984399] #NP=961703795 G(Pi(x))=545
[116970404984497,117001557632299] #NP=961706408 G(Pi(x))=547
[117001557632411,117032710280303] #NP=961694559 G(Pi(x))=512
[117032710280383,117063862928333] #NP=961673643 G(Pi(x))=465
[117063862928347,117095015576267] #NP=961689415 G(Pi(x))=581
[117095015576317,117126168224279] #NP=961650154 G(Pi(x))=507
[117126168224297,117157320872183] #NP=961651394 G(Pi(x))=503
[117157320872287,117188473520227] #NP=961668056 G(Pi(x))=627
[117188473520267,117219626168213] #NP=961677579 G(Pi(x))=513
[117219626168213,117250778816177] #NP=961658796 G(Pi(x))=487
[117250778816201,117281931464123] #NP=961640848 G(Pi(x))=533
[117281931464179,117313084112083] #NP=961640298 G(Pi(x))=481
[117313084112177,117344236760087] #NP=961624151 G(Pi(x))=506
[117344236760117,117375389408059] #NP=961630794 G(Pi(x))=529
[117375389408177,117406542055981] #NP=961608517 G(Pi(x))=494
[117406542056071,117437694703991] #NP=961569507 G(Pi(x))=464
[117437694704063,117468847351969] #NP=961586118 G(Pi(x))=465
[117468847352057,117499999999981] #NP=961574284 G(Pi(x))=514
[117500000000021,117519470404939] #NP=600983082 G(Pi(x))=501
[117519470405011,117538940809919] #NP=600975336 G(Pi(x))=487
[117538940810009,117558411214927] #NP=600962029 G(Pi(x))=517
[117558411214987,117577881619927] #NP=600966385 G(Pi(x))=552
[117577881619973,117597352024897] #NP=600948746 G(Pi(x))=508
[117597352024921,117616822429903] #NP=600968064 G(Pi(x))=510
[117616822429927,117636292834883] #NP=600948131 G(Pi(x))=503
[117636292834901,117655763239871] #NP=600956633 G(Pi(x))=504
[117655763239981,117675233644853] #NP=600941834 G(Pi(x))=534
[117675233644867,117694704049837] #NP=600960940 G(Pi(x))=439
[117694704049921,117714174454729] #NP=600954218 G(Pi(x))=508
[117714174454829,117733644859801] #NP=600964551 G(Pi(x))=611
[117733644859837,117753115264789] #NP=600948837 G(Pi(x))=474
[117753115264831,117772585669763] #NP=600936871 G(Pi(x))=542
[117772585669819,117792056074681] #NP=600961313 G(Pi(x))=539
[117792056074799,117811526479741] #NP=600944865 G(Pi(x))=548
[117811526479747,117830996884649] #NP=600936279 G(Pi(x))=515
[117830996884729,117850467289693] #NP=600918737 G(Pi(x))=513
[117850467289873,117869937694693] #NP=600931368 G(Pi(x))=649
[117869937694711,117889408099643] #NP=600923389 G(Pi(x))=522
[117889408099709,117908878504639] #NP=600900430 G(Pi(x))=611
[117908878504751,117928348909643] #NP=600929958 G(Pi(x))=465
[117928348909669,117947819314631] #NP=600923213 G(Pi(x))=469
[117947819314639,117967289719603] #NP=600912139 G(Pi(x))=587
[117967289719627,117986760124531] #NP=600893471 G(Pi(x))=519
[117986760124609,118006230529483] #NP=600898985 G(Pi(x))=498
[118006230529637,118025700934529] #NP=600908378 G(Pi(x))=470
[118025700934571,118045171339549] #NP=600920554 G(Pi(x))=525
[118045171339567,118064641744531] #NP=600885428 G(Pi(x))=521
[118064641744573,118084112149477] #NP=600877774 G(Pi(x))=510
[118084112149541,118103582554483] #NP=600898966 G(Pi(x))=531
[118103582554513,118123052959397] #NP=600887136 G(Pi(x))=583
[118123052959511,118142523364429] #NP=600881975 G(Pi(x))=474
[118142523364529,118161993769423] #NP=600896323 G(Pi(x))=595
[118161993769489,118181464174439] #NP=600867759 G(Pi(x))=501
[118181464174451,118200934579423] #NP=600870830 G(Pi(x))=540
[118200934579439,118228193146397] #NP=841223554 G(Pi(x))=545
[118228193146477,118255451713369] #NP=841211447 G(Pi(x))=485
[118255451713513,118282710280331] #NP=841222034 G(Pi(x))=481
[118282710280381,118309968847333] #NP=841190816 G(Pi(x))=465
[118309968847387,118337227414309] #NP=841183948 G(Pi(x))=499
[118337227414319,118364485981249] #NP=841190001 G(Pi(x))=537
[118364485981319,118391744548193] #NP=841177206 G(Pi(x))=559
[118391744548303,118419003115229] #NP=841170908 G(Pi(x))=554
[118419003115249,118448208722719] #NP=901255207 G(Pi(x))=487
[118448208722747,118477414330199] #NP=901262973 G(Pi(x))=467
[118477414330241,118506619937639] #NP=901216688 G(Pi(x))=519
[118506619937707,118535825545153] #NP=901267159 G(Pi(x))=499
[118535825545261,118565031152611] #NP=901234088 G(Pi(x))=518
[118565031152647,118594236760073] #NP=901209003 G(Pi(x))=533
[118594236760147,118623442367579] #NP=901209433 G(Pi(x))=568
[118623442367611,118652647975061] #NP=901209685 G(Pi(x))=547
[118652647975079,118681853582533] #NP=901218050 G(Pi(x))=496
[118681853582573,118711059190013] #NP=901200947 G(Pi(x))=517
[118711059190033,118740264797411] #NP=901201385 G(Pi(x))=493
[118740264797533,118769470404971] #NP=901182640 G(Pi(x))=545
[118769470405037,118798676012413] #NP=901200832 G(Pi(x))=527
[118798676012459,118827881619907] #NP=901151492 G(Pi(x))=515
[118827881619947,118857087227399] #NP=901153672 G(Pi(x))=539
[118857087227449,118886292834877] #NP=901166860 G(Pi(x))=545
[118886292834887,118915498442291] #NP=901160965 G(Pi(x))=500
[118915498442381,118944704049779] #NP=901148549 G(Pi(x))=519
[118944704049851,118973909657299] #NP=901125472 G(Pi(x))=477
[118973909657387,119003115264743] #NP=901110224 G(Pi(x))=507
[119003115264799,119034267912761] #NP=961176116 G(Pi(x))=489
[119034267912799,119065420560731] #NP=961212875 G(Pi(x))=523
[119065420560739,119096573208709] #NP=961174068 G(Pi(x))=489
[119096573208721,119127725856631] #NP=961184585 G(Pi(x))=515
[119127725856697,119158878504661] #NP=961147209 G(Pi(x))=533
[119158878504667,119190031152607] #NP=961169190 G(Pi(x))=516
[119190031152653,119221183800611] #NP=961162516 G(Pi(x))=499
[119221183800679,119252336448577] #NP=961144685 G(Pi(x))=495
[119252336448589,119283489096547] #NP=961150222 G(Pi(x))=529
[119283489096571,119314641744523] #NP=961107744 G(Pi(x))=627
[119314641744563,119345794392493] #NP=961108275 G(Pi(x))=505
[119345794392541,119376947040467] #NP=961087307 G(Pi(x))=519
[119376947040511,119408099688443] #NP=961111193 G(Pi(x))=532
[119408099688467,119439252336403] #NP=961084835 G(Pi(x))=489
[119439252336449,119470404984347] #NP=961079991 G(Pi(x))=523
[119470404984439,119501557632367] #NP=961085640 G(Pi(x))=534
[119501557632421,119532710280307] #NP=961065163 G(Pi(x))=497
[119532710280383,119563862928331] #NP=961070557 G(Pi(x))=557
[119563862928343,119595015576299] #NP=961066339 G(Pi(x))=544
[119595015576383,119626168224239] #NP=961045828 G(Pi(x))=549
[119626168224301,119657320872191] #NP=961047886 G(Pi(x))=551
[119657320872307,119688473520157] #NP=961030866 G(Pi(x))=505
[119688473520241,119719626168073] #NP=961032957 G(Pi(x))=465
[119719626168229,119750778816167] #NP=960997427 G(Pi(x))=553
[119750778816199,119781931464067] #NP=960997478 G(Pi(x))=545
[119781931464193,119813084112103] #NP=961002517 G(Pi(x))=611
[119813084112149,119844236760109] #NP=960982374 G(Pi(x))=558
[119844236760137,119875389408043] #NP=960980079 G(Pi(x))=519
[119875389408107,119906542056031] #NP=961005192 G(Pi(x))=485
[119906542056097,119937694704011] #NP=960961649 G(Pi(x))=545
[119937694704067,119968847352001] #NP=960947940 G(Pi(x))=557
[119968847352139,119999999999947] #NP=960951168 G(Pi(x))=525
[120000000000031,120019470404969] #NP=600610154 G(Pi(x))=485
[120019470405049,120038940809933] #NP=600609539 G(Pi(x))=475
[120038940809969,120058411214941] #NP=600583145 G(Pi(x))=557
[120058411214953,120077881619921] #NP=600591553 G(Pi(x))=511
[120077881619953,120097352024869] #NP=600585104 G(Pi(x))=540
[120097352024959,120116822429887] #NP=600569153 G(Pi(x))=589
[120116822429939,120136292834879] #NP=600575819 G(Pi(x))=534
[120136292834891,120155763239867] #NP=600585008 G(Pi(x))=501
[120155763239899,120175233644839] #NP=600536948 G(Pi(x))=503
[120175233644887,120194704049813] #NP=600575005 G(Pi(x))=482
[120194704049879,120214174454821] #NP=600561438 G(Pi(x))=492
[120214174454861,120233644859737] #NP=600562452 G(Pi(x))=477
[120233644859813,120253115264747] #NP=600548877 G(Pi(x))=465
[120253115264879,120272585669689] #NP=600542382 G(Pi(x))=523
[120272585669779,120292056074683] #NP=600572047 G(Pi(x))=476
[120292056074867,120311526479737] #NP=600546588 G(Pi(x))=499
[120311526479791,120330996884719] #NP=600550848 G(Pi(x))=509
[120330996884743,120350467289669] #NP=600529229 G(Pi(x))=502
[120350467289719,120369937694693] #NP=600544285 G(Pi(x))=532
[120369937694723,120389408099677] #NP=600525682 G(Pi(x))=510
[120389408099683,120408878504647] #NP=600542368 G(Pi(x))=543
[120408878504693,120428348909597] #NP=600530712 G(Pi(x))=485
[120428348909653,120447819314611] #NP=600509770 G(Pi(x))=460
[120447819314657,120467289719573] #NP=600521958 G(Pi(x))=477
[120467289719641,120486760124597] #NP=600510187 G(Pi(x))=503
[120486760124611,120506230529563] #NP=600525442 G(Pi(x))=531
[120506230529593,120525700934411] #NP=600502215 G(Pi(x))=487
[120525700934627,120545171339519] #NP=600531006 G(Pi(x))=531
[120545171339561,120564641744531] #NP=600508889 G(Pi(x))=479
[120564641744537,120584112149519] #NP=600518369 G(Pi(x))=593
[120584112149537,120603582554471] #NP=600503693 G(Pi(x))=533
[120603582554519,120623052959459] #NP=600502443 G(Pi(x))=493
[120623052959501,120642523364431] #NP=600496798 G(Pi(x))=477
[120642523364477,120661993769423] #NP=600514781 G(Pi(x))=565
[120661993769467,120681464174387] #NP=600463166 G(Pi(x))=529
[120681464174461,120700934579383] #NP=600479224 G(Pi(x))=495
[120700934579447,120728193146401] #NP=840686732 G(Pi(x))=529
[120728193146417,120755451713359] #NP=840678075 G(Pi(x))=485
[120755451713383,120782710280339] #NP=840661185 G(Pi(x))=499
[120782710280431,120809968847329] #NP=840655789 G(Pi(x))=536
[120809968847383,120837227414273] #NP=840650851 G(Pi(x))=491
[120837227414369,120864485981287] #NP=840653222 G(Pi(x))=489
[120864485981401,120891744548269] #NP=840628238 G(Pi(x))=509
[120891744548279,120919003115161] #NP=840628684 G(Pi(x))=557
[120919003115303,120948208722661] #NP=900676906 G(Pi(x))=499
[120948208722779,120977414330197] #NP=900653060 G(Pi(x))=483
[120977414330251,121006619937661] #NP=900670284 G(Pi(x))=497
[121006619937727,121035825545147] #NP=900671064 G(Pi(x))=568
[121035825545227,121065031152617] #NP=900646171 G(Pi(x))=497
[121065031152787,121094236760089] #NP=900644264 G(Pi(x))=533
[121094236760131,121123442367533] #NP=900611677 G(Pi(x))=497
[121123442367607,121152647975057] #NP=900628399 G(Pi(x))=491
[121152647975101,121181853582529] #NP=900625258 G(Pi(x))=553
[121181853582547,121211059190017] #NP=900637393 G(Pi(x))=491
[121211059190041,121240264797467] #NP=900592312 G(Pi(x))=473
[121240264797511,121269470404961] #NP=900591138 G(Pi(x))=553
[121269470405047,121298676012439] #NP=900611033 G(Pi(x))=563
[121298676012491,121327881619849] #NP=900579902 G(Pi(x))=481
[121327881619933,121357087227391] #NP=900579695 G(Pi(x))=485
[121357087227469,121386292834867] #NP=900591091 G(Pi(x))=513
[121386292834889,121415498442349] #NP=900591348 G(Pi(x))=484
[121415498442377,121444704049829] #NP=900575006 G(Pi(x))=493
[121444704049853,121473909657293] #NP=900540061 G(Pi(x))=521
[121473909657337,121503115264777] #NP=900560975 G(Pi(x))=536
[121503115264793,121534267912621] #NP=960596437 G(Pi(x))=489
[121534267912801,121565420560643] #NP=960574337 G(Pi(x))=477
[121565420560763,121596573208657] #NP=960563782 G(Pi(x))=587
[121596573208723,121627725856627] #NP=960549536 G(Pi(x))=556
[121627725856781,121658878504561] #NP=960537051 G(Pi(x))=524
[121658878504697,121690031152631] #NP=960553492 G(Pi(x))=539
[121690031152639,121721183800597] #NP=960535414 G(Pi(x))=533
[121721183800639,121752336448573] #NP=960521739 G(Pi(x))=529
[121752336448649,121783489096561] #NP=960517354 G(Pi(x))=524
[121783489096579,121814641744469] #NP=960524568 G(Pi(x))=564
[121814641744541,121845794392489] #NP=960501427 G(Pi(x))=529
[121845794392547,121876947040469] #NP=960489073 G(Pi(x))=499
[121876947040559,121908099688457] #NP=960466176 G(Pi(x))=527
[121908099688523,121939252336423] #NP=960475130 G(Pi(x))=487
[121939252336439,121970404984411] #NP=960467404 G(Pi(x))=549
[121970404984433,122001557632327] #NP=960498762 G(Pi(x))=529
[122001557632459,122032710280297] #NP=960441525 G(Pi(x))=569
[122032710280381,122063862928333] #NP=960434770 G(Pi(x))=473
[122063862928363,122095015576309] #NP=960453449 G(Pi(x))=542
[122095015576349,122126168224253] #NP=960447078 G(Pi(x))=541
[122126168224331,122157320872217] #NP=960440621 G(Pi(x))=485
[122157320872271,122188473520213] #NP=960413877 G(Pi(x))=513
[122188473520361,122219626168163] #NP=960415372 G(Pi(x))=511
[122219626168231,122250778816109] #NP=960401657 G(Pi(x))=531
[122250778816211,122281931464151] #NP=960384766 G(Pi(x))=573
[122281931464201,122313084112123] #NP=960368141 G(Pi(x))=472
[122313084112157,122344236760037] #NP=960376170 G(Pi(x))=497
[122344236760169,122375389408081] #NP=960380226 G(Pi(x))=593
[122375389408133,122406542056061] #NP=960362562 G(Pi(x))=543
[122406542056067,122437694704019] #NP=960391045 G(Pi(x))=521
[122437694704043,122468847352009] #NP=960330247 G(Pi(x))=561
[122468847352021,122499999999941] #NP=960349991 G(Pi(x))=470
[122500000000039,122519470404967] #NP=600225240 G(Pi(x))=535
[122519470405061,122538940809953] #NP=600206552 G(Pi(x))=475
[122538940810007,122558411214919] #NP=600186331 G(Pi(x))=516
[122558411214961,122577881619911] #NP=600200464 G(Pi(x))=539
[122577881619943,122597352024913] #NP=600204576 G(Pi(x))=527
[122597352024949,122616822429883] #NP=600197953 G(Pi(x))=539
[122616822429953,122636292834863] #NP=600199383 G(Pi(x))=527
[122636292834901,122655763239853] #NP=600200279 G(Pi(x))=523
[122655763239887,122675233644841] #NP=600195332 G(Pi(x))=481
[122675233644889,122694704049811] #NP=600151251 G(Pi(x))=497
[122694704049859,122714174454761] #NP=600190431 G(Pi(x))=503
[122714174454847,122733644859769] #NP=600140930 G(Pi(x))=504
[122733644859821,122753115264743] #NP=600182467 G(Pi(x))=449
[122753115264797,122772585669707] #NP=600166685 G(Pi(x))=467
[122772585669787,122792056074689] #NP=600165060 G(Pi(x))=499
[122792056074797,122811526479739] #NP=600162813 G(Pi(x))=567
[122811526479787,122830996884727] #NP=600150992 G(Pi(x))=477
[122830996884731,122850467289703] #NP=600151083 G(Pi(x))=569
[122850467289731,122869937694667] #NP=600155543 G(Pi(x))=478
[122869937694701,122889408099641] #NP=600165147 G(Pi(x))=497
[122889408099691,122908878504661] #NP=600171103 G(Pi(x))=612
[122908878504667,122928348909647] #NP=600171856 G(Pi(x))=554
[122928348909649,122947819314623] #NP=600154866 G(Pi(x))=485
[122947819314709,122967289719583] #NP=600134357 G(Pi(x))=579
[122967289719643,122986760124559] #NP=600158626 G(Pi(x))=505
[122986760124637,123006230529487] #NP=600141771 G(Pi(x))=467
[123006230529601,123025700934553] #NP=600146070 G(Pi(x))=539
[123025700934569,123045171339449] #NP=600127016 G(Pi(x))=527
[123045171339577,123064641744479] #NP=600130689 G(Pi(x))=579
[123064641744557,123084112149517] #NP=600113216 G(Pi(x))=577
[123084112149587,123103582554503] #NP=600133862 G(Pi(x))=494
[123103582554587,123123052959373] #NP=600117032 G(Pi(x))=442
[123123052959499,123142523364457] #NP=600124143 G(Pi(x))=481
[123142523364571,123161993769401] #NP=600120278 G(Pi(x))=496
[123161993769461,123181464174421] #NP=600112725 G(Pi(x))=528
[123181464174481,123200934579383] #NP=600096216 G(Pi(x))=490
[123200934579427,123228193146329] #NP=840169640 G(Pi(x))=483
[123228193146431,123255451713379] #NP=840140520 G(Pi(x))=468
[123255451713461,123282710280347] #NP=840158369 G(Pi(x))=515
[123282710280391,123309968847281] #NP=840117843 G(Pi(x))=521
[123309968847337,123337227414293] #NP=840129301 G(Pi(x))=545
[123337227414347,123364485981283] #NP=840140685 G(Pi(x))=509
[123364485981337,123391744548257] #NP=840103214 G(Pi(x))=512
[123391744548287,123419003115203] #NP=840119443 G(Pi(x))=527
[123419003115259,123448208722697] #NP=900116560 G(Pi(x))=510
[123448208722733,123477414330161] #NP=900098632 G(Pi(x))=523
[123477414330229,123506619937663] #NP=900077701 G(Pi(x))=471
[123506619937709,123535825545107] #NP=900076086 G(Pi(x))=476
[123535825545191,123565031152531] #NP=900077414 G(Pi(x))=485
[123565031152639,123594236760073] #NP=900060623 G(Pi(x))=468
[123594236760133,123623442367583] #NP=900077560 G(Pi(x))=541
[123623442367597,123652647975061] #NP=900057626 G(Pi(x))=509
[123652647975133,123681853582429] #NP=900080385 G(Pi(x))=515
[123681853582549,123711059189929] #NP=900037065 G(Pi(x))=531
[123711059190031,123740264797493] #NP=900054118 G(Pi(x))=473
[123740264797507,123769470404969] #NP=900041557 G(Pi(x))=515
[123769470404989,123798676012433] #NP=900060910 G(Pi(x))=572
[123798676012483,123827881619903] #NP=900040404 G(Pi(x))=477
[123827881619927,123857087227403] #NP=899974113 G(Pi(x))=585
[123857087227403,123886292834831] #NP=900017631 G(Pi(x))=497
[123886292834881,123915498442327] #NP=900005885 G(Pi(x))=511
[123915498442369,123944704049741] #NP=899988865 G(Pi(x))=572
[123944704049839,123973909657309] #NP=899991528 G(Pi(x))=537
[123973909657331,124003115264773] #NP=900001061 G(Pi(x))=512
[124003115264813,124034267912707] #NP=959984517 G(Pi(x))=602
[124034267912767,124065420560693] #NP=959971983 G(Pi(x))=537
[124065420560749,124096573208623] #NP=959953608 G(Pi(x))=531
[124096573208767,124127725856593] #NP=959952677 G(Pi(x))=494
[124127725856713,124158878504663] #NP=959943696 G(Pi(x))=504
[124158878504663,124190031152633] #NP=959929403 G(Pi(x))=501
[124190031152713,124221183800587] #NP=959917957 G(Pi(x))=511
[124221183800639,124252336448531] #NP=959948257 G(Pi(x))=534
[124252336448623,124283489096527] #NP=959943028 G(Pi(x))=495
[124283489096647,124314641744519] #NP=959900950 G(Pi(x))=513
[124314641744591,124345794392503] #NP=959897127 G(Pi(x))=474
[124345794392549,124376947040459] #NP=959904378 G(Pi(x))=527
[124376947040497,124408099688447] #NP=959876392 G(Pi(x))=500
[124408099688533,124439252336407] #NP=959871642 G(Pi(x))=577
[124439252336473,124470404984357] #NP=959878805 G(Pi(x))=543
[124470404984489,124501557632371] #NP=959847829 G(Pi(x))=539
[124501557632393,124532710280359] #NP=959881911 G(Pi(x))=526
[124532710280393,124563862928321] #NP=959852467 G(Pi(x))=480
[124563862928363,124595015576309] #NP=959845048 G(Pi(x))=493
[124595015576347,124626168224279] #NP=959828745 G(Pi(x))=477
[124626168224309,124657320872251] #NP=959837339 G(Pi(x))=491
[124657320872297,124688473520183] #NP=959838878 G(Pi(x))=505
[124688473520251,124719626168141] #NP=959816090 G(Pi(x))=498
[124719626168237,124750778816149] #NP=959824729 G(Pi(x))=479
[124750778816201,124781931464137] #NP=959797765 G(Pi(x))=507
[124781931464167,124813084112113] #NP=959789830 G(Pi(x))=485
[124813084112141,124844236760083] #NP=959759837 G(Pi(x))=487
[124844236760203,124875389408069] #NP=959769764 G(Pi(x))=523
[124875389408113,124906542056039] #NP=959773402 G(Pi(x))=517
[124906542056161,124937694703951] #NP=959776831 G(Pi(x))=545
[124937694704047,124968847352009] #NP=959756111 G(Pi(x))=660
[124968847352071,124999999999957] #NP=959750257 G(Pi(x))=592
[125000000000011,125019470404981] #NP=599827405 G(Pi(x))=491
[125019470404993,125038940809963] #NP=599844195 G(Pi(x))=585
[125038940810071,125058411214939] #NP=599845696 G(Pi(x))=537
[125058411214987,125077881619897] #NP=599826105 G(Pi(x))=516
[125077881619973,125097352024787] #NP=599821592 G(Pi(x))=506
[125097352024969,125116822429901] #NP=599819294 G(Pi(x))=527
[125116822429943,125136292834879] #NP=599813870 G(Pi(x))=499
[125136292834913,125155763239811] #NP=599811246 G(Pi(x))=473
[125155763239907,125175233644843] #NP=599816898 G(Pi(x))=545
[125175233644873,125194704049819] #NP=599795855 G(Pi(x))=469
[125194704049847,125214174454703] #NP=599821888 G(Pi(x))=513
[125214174454861,125233644859769] #NP=599817427 G(Pi(x))=558
[125233644859867,125253115264789] #NP=599798345 G(Pi(x))=470
[125253115264861,125272585669753] #NP=599799865 G(Pi(x))=510
[125272585669807,125292056074747] #NP=599788540 G(Pi(x))=495
[125292056074799,125311526479723] #NP=599804501 G(Pi(x))=515
[125311526479787,125330996884669] #NP=599818213 G(Pi(x))=517
[125330996884739,125350467289699] #NP=599775614 G(Pi(x))=465
[125350467289717,125369937694667] #NP=599800747 G(Pi(x))=501
[125369937694817,125389408099663] #NP=599780709 G(Pi(x))=495
[125389408099699,125408878504633] #NP=599766411 G(Pi(x))=537
[125408878504697,125428348909573] #NP=599765776 G(Pi(x))=604
[125428348909673,125447819314613] #NP=599786046 G(Pi(x))=481
[125447819314661,125467289719589] #NP=599781082 G(Pi(x))=493
[125467289719619,125486760124591] #NP=599773304 G(Pi(x))=491
[125486760124673,125506230529543] #NP=599754307 G(Pi(x))=509
[125506230529601,125525700934547] #NP=599774932 G(Pi(x))=515
[125525700934573,125545171339547] #NP=599786534 G(Pi(x))=553
[125545171339579,125564641744523] #NP=599737738 G(Pi(x))=583
[125564641744537,125584112149513] #NP=599757926 G(Pi(x))=473
[125584112149541,125603582554487] #NP=599747347 G(Pi(x))=438
[125603582554507,125623052959487] #NP=599739956 G(Pi(x))=546
[125623052959489,125642523364453] #NP=599752297 G(Pi(x))=489
[125642523364537,125661993769447] #NP=599768597 G(Pi(x))=493
[125661993769457,125681464174439] #NP=599730964 G(Pi(x))=469
[125681464174489,125700934579411] #NP=599734214 G(Pi(x))=461
[125700934579453,125728193146393] #NP=839634530 G(Pi(x))=505
[125728193146427,125755451713373] #NP=839626644 G(Pi(x))=510
[125755451713417,125782710280351] #NP=839618981 G(Pi(x))=509
[125782710280369,125809968847271] #NP=839606355 G(Pi(x))=529
[125809968847363,125837227414303] #NP=839616454 G(Pi(x))=501
[125837227414337,125864485981279] #NP=839606943 G(Pi(x))=509
[125864485981303,125891744548259] #NP=839607439 G(Pi(x))=562
[125891744548277,125919003115237] #NP=839601335 G(Pi(x))=475
[125919003115271,125948208722657] #NP=899534496 G(Pi(x))=563
[125948208722783,125977414330193] #NP=899542059 G(Pi(x))=550
[125977414330211,126006619937657] #NP=899540723 G(Pi(x))=501
[126006619937699,126035825545129] #NP=899531920 G(Pi(x))=495
[126035825545183,126065031152623] #NP=899510270 G(Pi(x))=532
[126065031152653,126094236760067] #NP=899542049 G(Pi(x))=482
[126094236760183,126123442367537] #NP=899525661 G(Pi(x))=567
[126123442367633,126152647975051] #NP=899498830 G(Pi(x))=518
[126152647975073,126181853582537] #NP=899496620 G(Pi(x))=536
[126181853582549,126211059189997] #NP=899495440 G(Pi(x))=493
[126211059190061,126240264797431] #NP=899499904 G(Pi(x))=550
[126240264797503,126269470404923] #NP=899477360 G(Pi(x))=522
[126269470404977,126298676012437] #NP=899450291 G(Pi(x))=522
[126298676012491,126327881619893] #NP=899436910 G(Pi(x))=485
[126327881620009,126357087227359] #NP=899440167 G(Pi(x))=593
[126357087227429,126386292834839] #NP=899462983 G(Pi(x))=509
[126386292834917,126415498442333] #NP=899449762 G(Pi(x))=477
[126415498442411,126444704049817] #NP=899446849 G(Pi(x))=501
[126444704049857,126473909657311] #NP=899434051 G(Pi(x))=523
[126473909657311,126503115264781] #NP=899467940 G(Pi(x))=533
[126503115264791,126534267912721] #NP=959391359 G(Pi(x))=531
[126534267912799,126565420560701] #NP=959384848 G(Pi(x))=481
[126565420560751,126596573208701] #NP=959358789 G(Pi(x))=530
[126596573208739,126627725856677] #NP=959349848 G(Pi(x))=563
[126627725856689,126658878504659] #NP=959362705 G(Pi(x))=541
[126658878504701,126690031152617] #NP=959350687 G(Pi(x))=483
[126690031152653,126721183800599] #NP=959331178 G(Pi(x))=490
[126721183800637,126752336448559] #NP=959340114 G(Pi(x))=587
[126752336448593,126783489096553] #NP=959328846 G(Pi(x))=558
[126783489096601,126814641744493] #NP=959326396 G(Pi(x))=533
[126814641744601,126845794392511] #NP=959321296 G(Pi(x))=505
[126845794392529,126876947040479] #NP=959307119 G(Pi(x))=495
[126876947040491,126908099688413] #NP=959310963 G(Pi(x))=520
[126908099688527,126939252336431] #NP=959302089 G(Pi(x))=508
[126939252336487,126970404984383] #NP=959297376 G(Pi(x))=641
[126970404984463,127001557632379] #NP=959263484 G(Pi(x))=632
[127001557632457,127032710280337] #NP=959260641 G(Pi(x))=527
[127032710280409,127063862928283] #NP=959255388 G(Pi(x))=562
[127063862928383,127095015576313] #NP=959262229 G(Pi(x))=522
[127095015576313,127126168224271] #NP=959261826 G(Pi(x))=533
[127126168224329,127157320872259] #NP=959224654 G(Pi(x))=545
[127157320872269,127188473520221] #NP=959231122 G(Pi(x))=488
[127188473520281,127219626168211] #NP=959223239 G(Pi(x))=504
[127219626168227,127250778816121] #NP=959220790 G(Pi(x))=501
[127250778816193,127281931464161] #NP=959196582 G(Pi(x))=591
[127281931464169,127313084112091] #NP=959194700 G(Pi(x))=562
[127313084112143,127344236760107] #NP=959210766 G(Pi(x))=483
[127344236760119,127375389408073] #NP=959166620 G(Pi(x))=515
[127375389408089,127406542056041] #NP=959183345 G(Pi(x))=497
[127406542056071,127437694703989] #NP=959195166 G(Pi(x))=547
[127437694704109,127468847352001] #NP=959177879 G(Pi(x))=529
[127468847352053,127499999999971] #NP=959172298 G(Pi(x))=515
[127500000000011,127519470404951] #NP=599481404 G(Pi(x))=495
[127519470405013,127538940809941] #NP=599452300 G(Pi(x))=530
[127538940809989,127558411214903] #NP=599466549 G(Pi(x))=503
[127558411215061,127577881619887] #NP=599475786 G(Pi(x))=472
[127577881619963,127597352024899] #NP=599442567 G(Pi(x))=545
[127597352024941,127616822429839] #NP=599449815 G(Pi(x))=493
[127616822429911,127636292834887] #NP=599458739 G(Pi(x))=484
[127636292834909,127655763239869] #NP=599465487 G(Pi(x))=486
[127655763239899,127675233644753] #NP=599450684 G(Pi(x))=496
[127675233644863,127694704049819] #NP=599440730 G(Pi(x))=516
[127694704049911,127714174454821] #NP=599436185 G(Pi(x))=502
[127714174454851,127733644859797] #NP=599434647 G(Pi(x))=531
[127733644859809,127753115264743] #NP=599425429 G(Pi(x))=497
[127753115264821,127772585669731] #NP=599431743 G(Pi(x))=512
[127772585669789,127792056074713] #NP=599450853 G(Pi(x))=543
[127792056074783,127811526479723] #NP=599435208 G(Pi(x))=466
[127811526479773,127830996884653] #NP=599436678 G(Pi(x))=531
[127830996884777,127850467289669] #NP=599426951 G(Pi(x))=458
[127850467289747,127869937694659] #NP=599441851 G(Pi(x))=503
[127869937694711,127889408099627] #NP=599399991 G(Pi(x))=529
[127889408099701,127908878504647] #NP=599405346 G(Pi(x))=525
[127908878504689,127928348909633] #NP=599394088 G(Pi(x))=501
[127928348909653,127947819314621] #NP=599411931 G(Pi(x))=498
[127947819314633,127967289719609] #NP=599414633 G(Pi(x))=504
[127967289719671,127986760124599] #NP=599415231 G(Pi(x))=481
[127986760124633,128006230529579] #NP=599384693 G(Pi(x))=483
[128006230529651,128025700934479] #NP=599424854 G(Pi(x))=500
[128025700934591,128045171339531] #NP=599408354 G(Pi(x))=557
[128045171339557,128064641744483] #NP=599390565 G(Pi(x))=468
[128064641744537,128084112149507] #NP=599382595 G(Pi(x))=489
[128084112149527,128103582554477] #NP=599408887 G(Pi(x))=493
[128103582554527,128123052959423] #NP=599378915 G(Pi(x))=507
[128123052959519,128142523364417] #NP=599407363 G(Pi(x))=511
[128142523364473,128161993769449] #NP=599372473 G(Pi(x))=481
[128161993769543,128181464174429] #NP=599380147 G(Pi(x))=490
[128181464174443,128200934579369] #NP=599376425 G(Pi(x))=563
[128200934579429,128228193146381] #NP=839107447 G(Pi(x))=474
[128228193146423,128255451713327] #NP=839111895 G(Pi(x))=508
[128255451713393,128282710280321] #NP=839117056 G(Pi(x))=547
[128282710280359,128309968847329] #NP=839100312 G(Pi(x))=545
[128309968847351,128337227414309] #NP=839121797 G(Pi(x))=515
[128337227414339,128364485981287] #NP=839081851 G(Pi(x))=472
[128364485981341,128391744548251] #NP=839090740 G(Pi(x))=518
[128391744548359,128419003115239] #NP=839079581 G(Pi(x))=537
[128419003115369,128448208722709] #NP=898994402 G(Pi(x))=473
[128448208722731,128477414330189] #NP=899016617 G(Pi(x))=561
[128477414330219,128506619937679] #NP=898998860 G(Pi(x))=509
[128506619937679,128535825545093] #NP=898999047 G(Pi(x))=499
[128535825545173,128565031152629] #NP=898997213 G(Pi(x))=541
[128565031152637,128594236760057] #NP=898952779 G(Pi(x))=488
[128594236760149,128623442367587] #NP=898971139 G(Pi(x))=533
[128623442367587,128652647975051] #NP=898968875 G(Pi(x))=533
[128652647975107,128681853582509] #NP=898947951 G(Pi(x))=630
[128681853582547,128711059189961] #NP=898950800 G(Pi(x))=549
[128711059190041,128740264797493] #NP=898943240 G(Pi(x))=474
[128740264797497,128769470404963] #NP=898929389 G(Pi(x))=531
[128769470404999,128798676012437] #NP=898913086 G(Pi(x))=501
[128798676012463,128827881619837] #NP=898926266 G(Pi(x))=573
[128827881619951,128857087227377] #NP=898893515 G(Pi(x))=481
[128857087227413,128886292834877] #NP=898914778 G(Pi(x))=481
[128886292834907,128915498442319] #NP=898907012 G(Pi(x))=505
[128915498442359,128944704049801] #NP=898923286 G(Pi(x))=517
[128944704049841,128973909657289] #NP=898896060 G(Pi(x))=551
[128973909657319,129003115264753] #NP=898895592 G(Pi(x))=544
[129003115264889,129034267912763] #NP=958796806 G(Pi(x))=560
[129034267912763,129065420560651] #NP=958800263 G(Pi(x))=477
[129065420560759,129096573208637] #NP=958801105 G(Pi(x))=589
[129096573208721,129127725856687] #NP=958829084 G(Pi(x))=497
[129127725856711,129158878504657] #NP=958779963 G(Pi(x))=529
[129158878504679,129190031152613] #NP=958774438 G(Pi(x))=483
[129190031152643,129221183800601] #NP=958766592 G(Pi(x))=505
[129221183800649,129252336448579] #NP=958763288 G(Pi(x))=513
[129252336448621,129283489096529] #NP=958753642 G(Pi(x))=537
[129283489096613,129314641744537] #NP=958734925 G(Pi(x))=593
[129314641744583,129345794392513] #NP=958718301 G(Pi(x))=483
[129345794392513,129376947040447] #NP=958734637 G(Pi(x))=585
[129376947040499,129408099688421] #NP=958740512 G(Pi(x))=505
[129408099688471,129439252336403] #NP=958722551 G(Pi(x))=517
[129439252336489,129470404984399] #NP=958689905 G(Pi(x))=505
[129470404984447,129501557632387] #NP=958727889 G(Pi(x))=525
[129501557632417,129532710280361] #NP=958660792 G(Pi(x))=569
[129532710280417,129563862928231] #NP=958695114 G(Pi(x))=521
[129563862928363,129595015576289] #NP=958685480 G(Pi(x))=509
[129595015576489,129626168224219] #NP=958666358 G(Pi(x))=515
[129626168224321,129657320872253] #NP=958656949 G(Pi(x))=597
[129657320872361,129688473520223] #NP=958651876 G(Pi(x))=472
[129688473520261,129719626168211] #NP=958652612 G(Pi(x))=505
[129719626168219,129750778816171] #NP=958655006 G(Pi(x))=495
[129750778816189,129781931464151] #NP=958637283 G(Pi(x))=447
[129781931464187,129813084112121] #NP=958641972 G(Pi(x))=539
[129813084112181,129844236760111] #NP=958630174 G(Pi(x))=600
[129844236760213,129875389408007] #NP=958609401 G(Pi(x))=553
[129875389408091,129906542056013] #NP=958584889 G(Pi(x))=549
[129906542056079,129937694704031] #NP=958606763 G(Pi(x))=491
[129937694704067,129968847351947] #NP=958588672 G(Pi(x))=481
[129968847352049,129999999999973] #NP=958571897 G(Pi(x))=514
[130000000000063,130019470404953] #NP=599133042 G(Pi(x))=524
[130019470404991,130038940809961] #NP=599116175 G(Pi(x))=476
[130038940810033,130058411214937] #NP=599119142 G(Pi(x))=481
[130058411214997,130077881619929] #NP=599110900 G(Pi(x))=470
[130077881619977,130097352024881] #NP=599107648 G(Pi(x))=526
[130097352024923,130116822429899] #NP=599096138 G(Pi(x))=466
[130116822429911,130136292834881] #NP=599092698 G(Pi(x))=522
[130136292834913,130155763239869] #NP=599094534 G(Pi(x))=507
[130155763239877,130175233644851] #NP=599085363 G(Pi(x))=499
[130175233644877,130194704049803] #NP=599098687 G(Pi(x))=499
[130194704049857,130214174454769] #NP=599084617 G(Pi(x))=539
[130214174454863,130233644859757] #NP=599088674 G(Pi(x))=524
[130233644859809,130253115264773] #NP=599107324 G(Pi(x))=542
[130253115264817,130272585669763] #NP=599101120 G(Pi(x))=532
[130272585669791,130292056074641] #NP=599076071 G(Pi(x))=515
[130292056074833,130311526479727] #NP=599051848 G(Pi(x))=503
[130311526479779,130330996884719] #NP=599051418 G(Pi(x))=513
[130330996884743,130350467289689] #NP=599071117 G(Pi(x))=611
[130350467289761,130369937694671] #NP=599045522 G(Pi(x))=480
[130369937694701,130389408099641] #NP=599064803 G(Pi(x))=507
[130389408099683,130408878504623] #NP=599072885 G(Pi(x))=509
[130408878504703,130428348909623] #NP=599057916 G(Pi(x))=517
[130428348909671,130447819314619] #NP=599060015 G(Pi(x))=473
[130447819314641,130467289719553] #NP=599044459 G(Pi(x))=492
[130467289719703,130486760124547] #NP=599053804 G(Pi(x))=541
[130486760124607,130506230529583] #NP=599058279 G(Pi(x))=557
[130506230529593,130525700934539] #NP=599060235 G(Pi(x))=497
[130525700934613,130545171339521] #NP=599033701 G(Pi(x))=509
[130545171339589,130564641744487] #NP=599019837 G(Pi(x))=443
[130564641744557,130584112149503] #NP=599061554 G(Pi(x))=529
[130584112149541,130603582554413] #NP=599021958 G(Pi(x))=485
[130603582554541,130623052959463] #NP=599037002 G(Pi(x))=515
[130623052959533,130642523364427] #NP=599013036 G(Pi(x))=491
[130642523364491,130661993769431] #NP=599017719 G(Pi(x))=515
[130661993769523,130681464174413] #NP=599038217 G(Pi(x))=497
[130681464174517,130700934579379] #NP=599035687 G(Pi(x))=580
[130700934579433,130728193146359] #NP=838619700 G(Pi(x))=487
[130728193146497,130755451713373] #NP=838603054 G(Pi(x))=517
[130755451713391,130782710280301] #NP=838623999 G(Pi(x))=555
[130782710280403,130809968847197] #NP=838590207 G(Pi(x))=529
[130809968847407,130837227414227] #NP=838591484 G(Pi(x))=504
[130837227414319,130864485981283] #NP=838609185 G(Pi(x))=535
[130864485981401,130891744548251] #NP=838594351 G(Pi(x))=506
[130891744548287,130919003115181] #NP=838591375 G(Pi(x))=545
[130919003115259,130948208722697] #NP=898469955 G(Pi(x))=525
[130948208722831,130977414330199] #NP=898468680 G(Pi(x))=530
[130977414330223,131006619937649] #NP=898464320 G(Pi(x))=481
[131006619937717,131035825545137] #NP=898466404 G(Pi(x))=488
[131035825545283,131065031152633] #NP=898427034 G(Pi(x))=504
[131065031152633,131094236760101] #NP=898457924 G(Pi(x))=517
[131094236760163,131123442367537] #NP=898445912 G(Pi(x))=531
[131123442367591,131152647975053] #NP=898427075 G(Pi(x))=547
[131152647975077,131181853582531] #NP=898419767 G(Pi(x))=541
[131181853582583,131211059189971] #NP=898419682 G(Pi(x))=557
[131211059190031,131240264797463] #NP=898425959 G(Pi(x))=483
[131240264797513,131269470404929] #NP=898425177 G(Pi(x))=561
[131269470404999,131298676012391] #NP=898395358 G(Pi(x))=523
[131298676012453,131327881619923] #NP=898402189 G(Pi(x))=489
[131327881619959,131357087227393] #NP=898392382 G(Pi(x))=491
[131357087227409,131386292834861] #NP=898380819 G(Pi(x))=469
[131386292834933,131415498442343] #NP=898379142 G(Pi(x))=501
[131415498442367,131444704049783] #NP=898374685 G(Pi(x))=495
[131444704049843,131473909657289] #NP=898356789 G(Pi(x))=546
[131473909657333,131503115264783] #NP=898370891 G(Pi(x))=516
[131503115264791,131534267912759] #NP=958231626 G(Pi(x))=537
[131534267912779,131565420560699] #NP=958266530 G(Pi(x))=534
[131565420560831,131596573208699] #NP=958220787 G(Pi(x))=521
[131596573208777,131627725856687] #NP=958235079 G(Pi(x))=511
[131627725856699,131658878504597] #NP=958212048 G(Pi(x))=607
[131658878504677,131690031152621] #NP=958231885 G(Pi(x))=487
[131690031152639,131721183800597] #NP=958200740 G(Pi(x))=472
[131721183800627,131752336448573] #NP=958212125 G(Pi(x))=485
[131752336448687,131783489096563] #NP=958165415 G(Pi(x))=612
[131783489096563,131814641744497] #NP=958188893 G(Pi(x))=541
[131814641744549,131845794392497] #NP=958160870 G(Pi(x))=481
[131845794392537,131876947040471] #NP=958141258 G(Pi(x))=519
[131876947040533,131908099688447] #NP=958145214 G(Pi(x))=493
[131908099688471,131939252336383] #NP=958152181 G(Pi(x))=482
[131939252336497,131970404984399] #NP=958137721 G(Pi(x))=516
[131970404984423,132001557632377] #NP=958146012 G(Pi(x))=541
[132001557632389,132032710280333] #NP=958118979 G(Pi(x))=497
[132032710280369,132063862928323] #NP=958116676 G(Pi(x))=483
[132063862928339,132095015576297] #NP=958128589 G(Pi(x))=480
[132095015576339,132126168224279] #NP=958152624 G(Pi(x))=547
[132126168224321,132157320872263] #NP=958096014 G(Pi(x))=517
[132157320872263,132188473520149] #NP=958100445 G(Pi(x))=521
[132188473520239,132219626168213] #NP=958083986 G(Pi(x))=519
[132219626168213,132250778816171] #NP=958075961 G(Pi(x))=489
[132250778816237,132281931464131] #NP=958079984 G(Pi(x))=548
[132281931464197,132313084112117] #NP=958079302 G(Pi(x))=523
[132313084112147,132344236760107] #NP=958051967 G(Pi(x))=643
[132344236760137,132375389408071] #NP=958064699 G(Pi(x))=519
[132375389408089,132406542056029] #NP=958027883 G(Pi(x))=487
[132406542056069,132437694704017] #NP=958024367 G(Pi(x))=495
[132437694704111,132468847352011] #NP=958024239 G(Pi(x))=491
[132468847352027,132499999999979] #NP=958037992 G(Pi(x))=517
[132500000000099,132519470404957] #NP=598760377 G(Pi(x))=545
[132519470405033,132538940809931] #NP=598769776 G(Pi(x))=507
[132538940810033,132558411214951] #NP=598762270 G(Pi(x))=534
[132558411214993,132577881619879] #NP=598766367 G(Pi(x))=501
[132577881619987,132597352024867] #NP=598759790 G(Pi(x))=588
[132597352024933,132616822429783] #NP=598759928 G(Pi(x))=549
[132616822429933,132636292834841] #NP=598765640 G(Pi(x))=496
[132636292834943,132655763239841] #NP=598746221 G(Pi(x))=553
[132655763239889,132675233644763] #NP=598738042 G(Pi(x))=462
[132675233644901,132694704049829] #NP=598719999 G(Pi(x))=510
[132694704049849,132714174454819] #NP=598730128 G(Pi(x))=453
[132714174454831,132733644859807] #NP=598742616 G(Pi(x))=483
[132733644859859,132753115264769] #NP=598722100 G(Pi(x))=449
[132753115264871,132772585669747] #NP=598729387 G(Pi(x))=541
[132772585669807,132792056074753] #NP=598721657 G(Pi(x))=468
[132792056074807,132811526479699] #NP=598740044 G(Pi(x))=467
[132811526479771,132830996884681] #NP=598724412 G(Pi(x))=659
[132830996884741,132850467289703] #NP=598706170 G(Pi(x))=535
[132850467289763,132869937694649] #NP=598710147 G(Pi(x))=486
[132869937694723,132889408099661] #NP=598701970 G(Pi(x))=537
[132889408099697,132908878504657] #NP=598703364 G(Pi(x))=517
[132908878504687,132928348909633] #NP=598719932 G(Pi(x))=542
[132928348909693,132947819314589] #NP=598691205 G(Pi(x))=535
[132947819314649,132967289719597] #NP=598723117 G(Pi(x))=489
[132967289719687,132986760124583] #NP=598690515 G(Pi(x))=509
[132986760124609,133006230529583] #NP=598674653 G(Pi(x))=517
[133006230529621,133025700934541] #NP=598684417 G(Pi(x))=489
[133025700934571,133045171339543] #NP=598691932 G(Pi(x))=511
[133045171339583,133064641744459] #NP=598683671 G(Pi(x))=532
[133064641744547,133084112149511] #NP=598682800 G(Pi(x))=553
[133084112149531,133103582554489] #NP=598685267 G(Pi(x))=505
[133103582554559,133123052959487] #NP=598671517 G(Pi(x))=489
[133123052959513,133142523364447] #NP=598680262 G(Pi(x))=541
[133142523364481,133161993769417] #NP=598658174 G(Pi(x))=461
[133161993769471,133181464174427] #NP=598679561 G(Pi(x))=504
[133181464174523,133200934579421] #NP=598673128 G(Pi(x))=513
[133200934579441,133228193146369] #NP=838146349 G(Pi(x))=489
[133228193146409,133255451713357] #NP=838131560 G(Pi(x))=523
[133255451713393,133282710280351] #NP=838125820 G(Pi(x))=507
[133282710280367,133309968847309] #NP=838094951 G(Pi(x))=483
[133309968847361,133337227414241] #NP=838120100 G(Pi(x))=509
[133337227414333,133364485981283] #NP=838113990 G(Pi(x))=475
[133364485981297,133391744548241] #NP=838084134 G(Pi(x))=518
[133391744548297,133419003115247] #NP=838094308 G(Pi(x))=515
[133419003115261,133448208722723] #NP=897939256 G(Pi(x))=489
[133448208722749,133477414330199] #NP=897935836 G(Pi(x))=532
[133477414330207,133506619937657] #NP=897941867 G(Pi(x))=543
[133506619937737,133535825545153] #NP=897955593 G(Pi(x))=535
[133535825545159,133565031152551] #NP=897944026 G(Pi(x))=513
[133565031152659,133594236760109] #NP=897911157 G(Pi(x))=489
[133594236760133,133623442367579] #NP=897906580 G(Pi(x))=561
[133623442367651,133652647975013] #NP=897933945 G(Pi(x))=538
[133652647975103,133681853582513] #NP=897925855 G(Pi(x))=603
[133681853582579,133711059189991] #NP=897907127 G(Pi(x))=516
[133711059190039,133740264797443] #NP=897888753 G(Pi(x))=509
[133740264797519,133769470404961] #NP=897905837 G(Pi(x))=497
[133769470404979,133798676012429] #NP=897873626 G(Pi(x))=489
[133798676012459,133827881619919] #NP=897891130 G(Pi(x))=548
[133827881619989,133857087227329] #NP=897870328 G(Pi(x))=481
[133857087227467,133886292834863] #NP=897858964 G(Pi(x))=485
[133886292834893,133915498442351] #NP=897841044 G(Pi(x))=487
[133915498442387,133944704049833] #NP=897846243 G(Pi(x))=476
[133944704049857,133973909657303] #NP=897833666 G(Pi(x))=555
[133973909657339,134003115264703] #NP=897832750 G(Pi(x))=487
[134003115264793,134034267912737] #NP=957690073 G(Pi(x))=495
[134034267912817,134065420560737] #NP=957652614 G(Pi(x))=493
[134065420560749,134096573208701] #NP=957697676 G(Pi(x))=465
[134096573208727,134127725856679] #NP=957661421 G(Pi(x))=539
[134127725856737,134158878504619] #NP=957661073 G(Pi(x))=532
[134158878504697,134190031152629] #NP=957645162 G(Pi(x))=521
[134190031152701,134221183800593] #NP=957676596 G(Pi(x))=558
[134221183800617,134252336448541] #NP=957650853 G(Pi(x))=527
[134252336448623,134283489096551] #NP=957615065 G(Pi(x))=531
[134283489096577,134314641744499] #NP=957644327 G(Pi(x))=511
[134314641744541,134345794392503] #NP=957624465 G(Pi(x))=511
[134345794392559,134376947040467] #NP=957608183 G(Pi(x))=497
[134376947040491,134408099688449] #NP=957588542 G(Pi(x))=565
[134408099688469,134439252336379] #NP=957597903 G(Pi(x))=553
[134439252336497,134470404984359] #NP=957584289 G(Pi(x))=483
[134470404984481,134501557632373] #NP=957570033 G(Pi(x))=593
[134501557632401,134532710280359] #NP=957592858 G(Pi(x))=475
[134532710280383,134563862928329] #NP=957581435 G(Pi(x))=545
[134563862928349,134595015576251] #NP=957561632 G(Pi(x))=531
[134595015576347,134626168224287] #NP=957556848 G(Pi(x))=564
[134626168224337,134657320872233] #NP=957555263 G(Pi(x))=526
[134657320872287,134688473520203] #NP=957545319 G(Pi(x))=490
[134688473520259,134719626168187] #NP=957548811 G(Pi(x))=518
[134719626168247,134750778816187] #NP=957532839 G(Pi(x))=529
[134750778816209,134781931464163] #NP=957522931 G(Pi(x))=511
[134781931464163,134813084112131] #NP=957520747 G(Pi(x))=507
[134813084112169,134844236760109] #NP=957520725 G(Pi(x))=497
[134844236760193,134875389408079] #NP=957522332 G(Pi(x))=517
[134875389408101,134906542056031] #NP=957503165 G(Pi(x))=523
[134906542056137,134937694704037] #NP=957492070 G(Pi(x))=521
[134937694704079,134968847351953] #NP=957487115 G(Pi(x))=547
[134968847352029,134999999999981] #NP=957469923 G(Pi(x))=533
[135000000000059,135019470404981] #NP=598415724 G(Pi(x))=522
[135019470404989,135038940809963] #NP=598421773 G(Pi(x))=501
[135038940809999,135058411214869] #NP=598424124 G(Pi(x))=491
[135058411214963,135077881619887] #NP=598410424 G(Pi(x))=531
[135077881619953,135097352024849] #NP=598404331 G(Pi(x))=505
[135097352024989,135116822429887] #NP=598412328 G(Pi(x))=497
[135116822429921,135136292834863] #NP=598368933 G(Pi(x))=494
[135136292834947,135155763239867] #NP=598415155 G(Pi(x))=503
[135155763239947,135175233644831] #NP=598412125 G(Pi(x))=518
[135175233644873,135194704049837] #NP=598392813 G(Pi(x))=470
[135194704049851,135214174454803] #NP=598371425 G(Pi(x))=519
[135214174454833,135233644859791] #NP=598393496 G(Pi(x))=485
[135233644859837,135253115264737] #NP=598381831 G(Pi(x))=563
[135253115264819,135272585669747] #NP=598376995 G(Pi(x))=511
[135272585669779,135292056074717] #NP=598382255 G(Pi(x))=489
[135292056074843,135311526479711] #NP=598386611 G(Pi(x))=483
[135311526479803,135330996884711] #NP=598377894 G(Pi(x))=480
[135330996884737,135350467289537] #NP=598389449 G(Pi(x))=550
[135350467289759,135369937694659] #NP=598351493 G(Pi(x))=451
[135369937694699,135389408099557] #NP=598374931 G(Pi(x))=529
[135389408099707,135408878504657] #NP=598362958 G(Pi(x))=495
[135408878504681,135428348909617] #NP=598366850 G(Pi(x))=495
[135428348909699,135447819314611] #NP=598355302 G(Pi(x))=485
[135447819314659,135467289719591] #NP=598381816 G(Pi(x))=540
[135467289719623,135486760124591] #NP=598359107 G(Pi(x))=551
[135486760124623,135506230529569] #NP=598344962 G(Pi(x))=521
[135506230529603,135525700934567] #NP=598356392 G(Pi(x))=531
[135525700934597,135545171339527] #NP=598337301 G(Pi(x))=509
[135545171339569,135564641744527] #NP=598353060 G(Pi(x))=493
[135564641744641,135584112149467] #NP=598332592 G(Pi(x))=551
[135584112149569,135603582554501] #NP=598317734 G(Pi(x))=519
[135603582554513,135623052959453] #NP=598340367 G(Pi(x))=545
[135623052959587,135642523364471] #NP=598337260 G(Pi(x))=505
[135642523364503,135661993769447] #NP=598331587 G(Pi(x))=561
[135661993769473,135681464174423] #NP=598338216 G(Pi(x))=443
[135681464174447,135700934579383] #NP=598339198 G(Pi(x))=520
[135700934579467,135728193146387] #NP=837671691 G(Pi(x))=521
[135728193146407,135755451713359] #NP=837668074 G(Pi(x))=503
[135755451713383,135782710280351] #NP=837633068 G(Pi(x))=505
[135782710280377,135809968847321] #NP=837629628 G(Pi(x))=513
[135809968847401,135837227414309] #NP=837636553 G(Pi(x))=477
[135837227414387,135864485981183] #NP=837628774 G(Pi(x))=615
[135864485981321,135891744548237] #NP=837608316 G(Pi(x))=541
[135891744548279,135919003115221] #NP=837625066 G(Pi(x))=550
[135919003115261,135948208722647] #NP=897474933 G(Pi(x))=523
[135948208722791,135977414330159] #NP=897414569 G(Pi(x))=494
[135977414330279,136006619937653] #NP=897425724 G(Pi(x))=499
[136006619937731,136035825545129] #NP=897416992 G(Pi(x))=488
[136035825545281,136065031152499] #NP=897412666 G(Pi(x))=489
[136065031152697,136094236760107] #NP=897424140 G(Pi(x))=593
[136094236760113,136123442367553] #NP=897400699 G(Pi(x))=514
[136123442367593,136152647975059] #NP=897364934 G(Pi(x))=507
[136152647975087,136181853582529] #NP=897379081 G(Pi(x))=496
[136181853582547,136211059189949] #NP=897413108 G(Pi(x))=545
[136211059190081,136240264797493] #NP=897402341 G(Pi(x))=540
[136240264797617,136269470404961] #NP=897387146 G(Pi(x))=550
[136269470404987,136298676012439] #NP=897346835 G(Pi(x))=507
[136298676012461,136327881619883] #NP=897355190 G(Pi(x))=503
[136327881620003,136357087227397] #NP=897357197 G(Pi(x))=527
[136357087227419,136386292834877] #NP=897345578 G(Pi(x))=555
[136386292834919,136415498442313] #NP=897322411 G(Pi(x))=499
[136415498442409,136444704049681] #NP=897350768 G(Pi(x))=501
[136444704049853,136473909657263] #NP=897338182 G(Pi(x))=525
[136473909657313,136503115264783] #NP=897319593 G(Pi(x))=535
[136503115264801,136534267912759] #NP=957134940 G(Pi(x))=491
[136534267912789,136565420560733] #NP=957143698 G(Pi(x))=517
[136565420560747,136596573208703] #NP=957128916 G(Pi(x))=467
[136596573208723,136627725856669] #NP=957125817 G(Pi(x))=486
[136627725856703,136658878504657] #NP=957137293 G(Pi(x))=505
[136658878504693,136690031152529] #NP=957117713 G(Pi(x))=477
[136690031152643,136721183800603] #NP=957116014 G(Pi(x))=531
[136721183800631,136752336448573] #NP=957105383 G(Pi(x))=549
[136752336448613,136783489096543] #NP=957078824 G(Pi(x))=497
[136783489096603,136814641744513] #NP=957095244 G(Pi(x))=493
[136814641744553,136845794392427] #NP=957076348 G(Pi(x))=536
[136845794392609,136876947040487] #NP=957062309 G(Pi(x))=498
[136876947040507,136908099688441] #NP=957059761 G(Pi(x))=495
[136908099688471,136939252336433] #NP=957049941 G(Pi(x))=491
[136939252336459,136970404984403] #NP=957061962 G(Pi(x))=603
[136970404984423,137001557632339] #NP=957026003 G(Pi(x))=478
[137001557632397,137032710280337] #NP=957036874 G(Pi(x))=486
[137032710280399,137063862928337] #NP=957043147 G(Pi(x))=509
[137063862928361,137095015576297] #NP=957014029 G(Pi(x))=566
[137095015576319,137126168224261] #NP=957006010 G(Pi(x))=515
[137126168224301,137157320872237] #NP=957016977 G(Pi(x))=488
[137157320872279,137188473520177] #NP=957037107 G(Pi(x))=510
[137188473520271,137219626168193] #NP=957007889 G(Pi(x))=564
[137219626168223,137250778816159] #NP=956975923 G(Pi(x))=541
[137250778816199,137281931464141] #NP=956987619 G(Pi(x))=538
[137281931464189,137313084112117] #NP=956988924 G(Pi(x))=479
[137313084112157,137344236760099] #NP=956949149 G(Pi(x))=519
[137344236760121,137375389408021] #NP=956960643 G(Pi(x))=541
[137375389408099,137406542056013] #NP=956929022 G(Pi(x))=555
[137406542056093,137437694704003] #NP=956949655 G(Pi(x))=527
[137437694704039,137468847351977] #NP=956951220 G(Pi(x))=531
[137468847352019,137499999999983] #NP=956948952 G(Pi(x))=515
[137500000000007,137519470404983] #NP=598089281 G(Pi(x))=453
[137519470404991,137538940809967] #NP=598080031 G(Pi(x))=557
[137538940809973,137558411214941] #NP=598104615 G(Pi(x))=469
[137558411215021,137577881619907] #NP=598081392 G(Pi(x))=525
[137577881619979,137597352024919] #NP=598075810 G(Pi(x))=569
[137597352024941,137616822429901] #NP=598069239 G(Pi(x))=542
[137616822429941,137636292834871] #NP=598065325 G(Pi(x))=501
[137636292834893,137655763239857] #NP=598058689 G(Pi(x))=463
[137655763239983,137675233644833] #NP=598059859 G(Pi(x))=485
[137675233644881,137694704049779] #NP=598045274 G(Pi(x))=507
[137694704049913,137714174454739] #NP=598062536 G(Pi(x))=584
[137714174454887,137733644859743] #NP=598054538 G(Pi(x))=495
[137733644859901,137753115264697] #NP=598043999 G(Pi(x))=459
[137753115264799,137772585669749] #NP=598036970 G(Pi(x))=535
[137772585669781,137792056074737] #NP=598041170 G(Pi(x))=620
[137792056074763,137811526479743] #NP=598067687 G(Pi(x))=513
[137811526479761,137830996884703] #NP=598040241 G(Pi(x))=536
[137830996884773,137850467289709] #NP=598053628 G(Pi(x))=552
[137850467289727,137869937694653] #NP=598027734 G(Pi(x))=533
[137869937694719,137889408099673] #NP=598017041 G(Pi(x))=533
[137889408099683,137908878504647] #NP=598041735 G(Pi(x))=481
[137908878504667,137928348909557] #NP=598029455 G(Pi(x))=509
[137928348909697,137947819314629] #NP=598017586 G(Pi(x))=507
[137947819314637,137967289719593] #NP=598027192 G(Pi(x))=499
[137967289719709,137986760124559] #NP=598001619 G(Pi(x))=551
[137986760124611,138006230529499] #NP=598022966 G(Pi(x))=533
[138006230529613,138025700934491] #NP=597988550 G(Pi(x))=493
[138025700934577,138045171339547] #NP=598029786 G(Pi(x))=517
[138045171339557,138064641744509] #NP=598007209 G(Pi(x))=531
[138064641744571,138084112149509] #NP=598013170 G(Pi(x))=485
[138084112149541,138103582554503] #NP=598005389 G(Pi(x))=474
[138103582554523,138123052959473] #NP=597998809 G(Pi(x))=525
[138123052959533,138142523364449] #NP=598005671 G(Pi(x))=529
[138142523364539,138161993769433] #NP=597987161 G(Pi(x))=525
[138161993769509,138181464174427] #NP=598008796 G(Pi(x))=459
[138181464174473,138200934579419] #NP=597987427 G(Pi(x))=470
[138200934579451,138228193146401] #NP=837207012 G(Pi(x))=471
[138228193146443,138255451713311] #NP=837161879 G(Pi(x))=473
[138255451713433,138282710280353] #NP=837189139 G(Pi(x))=518
[138282710280413,138309968847329] #NP=837175056 G(Pi(x))=528
[138309968847367,138337227414313] #NP=837163061 G(Pi(x))=529
[138337227414319,138364485981283] #NP=837172866 G(Pi(x))=545
[138364485981331,138391744548223] #NP=837148746 G(Pi(x))=477
[138391744548287,138419003115229] #NP=837147364 G(Pi(x))=527
[138419003115329,138448208722711] #NP=896949811 G(Pi(x))=529
[138448208722729,138477414330113] #NP=896922031 G(Pi(x))=502
[138477414330209,138506619937663] #NP=896936043 G(Pi(x))=584
[138506619937729,138535825545151] #NP=896938056 G(Pi(x))=511
[138535825545157,138565031152553] #NP=896903158 G(Pi(x))=545
[138565031152649,138594236760029] #NP=896910942 G(Pi(x))=479
[138594236760127,138623442367549] #NP=896902023 G(Pi(x))=581
[138623442367591,138652647975029] #NP=896890871 G(Pi(x))=536
[138652647975089,138681853582541] #NP=896877692 G(Pi(x))=507
[138681853582541,138711059189987] #NP=896893416 G(Pi(x))=471
[138711059190029,138740264797457] #NP=896882775 G(Pi(x))=524
[138740264797531,138769470404893] #NP=896858427 G(Pi(x))=501
[138769470404989,138798676012429] #NP=896869569 G(Pi(x))=474
[138798676012487,138827881619839] #NP=896876574 G(Pi(x))=489
[138827881619981,138857087227363] #NP=896851580 G(Pi(x))=499
[138857087227459,138886292834869] #NP=896869739 G(Pi(x))=560
[138886292834903,138915498442351] #NP=896833692 G(Pi(x))=535
[138915498442373,138944704049791] #NP=896841020 G(Pi(x))=525
[138944704049887,138973909657309] #NP=896847088 G(Pi(x))=511
[138973909657343,139003115264669] #NP=896817656 G(Pi(x))=496
[139003115264789,139034267912693] #NP=956626436 G(Pi(x))=489
[139034267912803,139065420560723] #NP=956599911 G(Pi(x))=561
[139065420560831,139096573208633] #NP=956607130 G(Pi(x))=500
[139096573208737,139127725856687] #NP=956574941 G(Pi(x))=571
[139127725856689,139158878504651] #NP=956585915 G(Pi(x))=478
[139158878504671,139190031152633] #NP=956574639 G(Pi(x))=523
[139190031152659,139221183800597] #NP=956593746 G(Pi(x))=534
[139221183800639,139252336448579] #NP=956566397 G(Pi(x))=525
[139252336448623,139283489096489] #NP=956560657 G(Pi(x))=483
[139283489096597,139314641744527] #NP=956565903 G(Pi(x))=517
[139314641744569,139345794392437] #NP=956538667 G(Pi(x))=527
[139345794392531,139376947040479] #NP=956535792 G(Pi(x))=524
[139376947040519,139408099688461] #NP=956531661 G(Pi(x))=524
[139408099688467,139439252336413] #NP=956540066 G(Pi(x))=487
[139439252336467,139470404984399] #NP=956519686 G(Pi(x))=550
[139470404984423,139501557632357] #NP=956533102 G(Pi(x))=541
[139501557632407,139532710280357] #NP=956488998 G(Pi(x))=504
[139532710280371,139563862928279] #NP=956513207 G(Pi(x))=566
[139563862928407,139595015576227] #NP=956480065 G(Pi(x))=506
[139595015576351,139626168224219] #NP=956482371 G(Pi(x))=517
[139626168224293,139657320872231] #NP=956466190 G(Pi(x))=586
[139657320872287,139688473520237] #NP=956487202 G(Pi(x))=537
[139688473520243,139719626168207] #NP=956462430 G(Pi(x))=500
[139719626168233,139750778816179] #NP=956468096 G(Pi(x))=467
[139750778816213,139781931464141] #NP=956453758 G(Pi(x))=491
[139781931464237,139813084112113] #NP=956448525 G(Pi(x))=527
[139813084112197,139844236760101] #NP=956456215 G(Pi(x))=479
[139844236760117,139875389408087] #NP=956442875 G(Pi(x))=647
[139875389408129,139906542056051] #NP=956443177 G(Pi(x))=484
[139906542056077,139937694704033] #NP=956421808 G(Pi(x))=564
[139937694704141,139968847351987] #NP=956429108 G(Pi(x))=540
[139968847352021,139999999999987] #NP=956421539 G(Pi(x))=525
[140000000000023,140019470404981] #NP=597744323 G(Pi(x))=475
[140019470404993,140038940809949] #NP=597771934 G(Pi(x))=449
[140038940809979,140058411214933] #NP=597752100 G(Pi(x))=491
[140058411214999,140077881619931] #NP=597735196 G(Pi(x))=599
[140077881619981,140097352024907] #NP=597749810 G(Pi(x))=475
[140097352024939,140116822429891] #NP=597744415 G(Pi(x))=515
[140116822429939,140136292834819] #NP=597727076 G(Pi(x))=511
[140136292834913,140155763239861] #NP=597738198 G(Pi(x))=465
[140155763239903,140175233644841] #NP=597723760 G(Pi(x))=497
[140175233644861,140194704049817] #NP=597725141 G(Pi(x))=495
[140194704049847,140214174454807] #NP=597727663 G(Pi(x))=515
[140214174454909,140233644859741] #NP=597714032 G(Pi(x))=487
[140233644859813,140253115264783] #NP=597730904 G(Pi(x))=571
[140253115264817,140272585669759] #NP=597727622 G(Pi(x))=485
[140272585669793,140292056074739] #NP=597715852 G(Pi(x))=643
[140292056074811,140311526479741] #NP=597725470 G(Pi(x))=536
[140311526479757,140330996884709] #NP=597714184 G(Pi(x))=495
[140330996884783,140350467289699] #NP=597706385 G(Pi(x))=543
[140350467289723,140369937694691] #NP=597698842 G(Pi(x))=488
[140369937694729,140389408099679] #NP=597692565 G(Pi(x))=481
[140389408099727,140408878504627] #NP=597717754 G(Pi(x))=506
[140408878504709,140428348909613] #NP=597708948 G(Pi(x))=502
[140428348909657,140447819314603] #NP=597688103 G(Pi(x))=452
[140447819314639,140467289719577] #NP=597689010 G(Pi(x))=470
[140467289719697,140486760124589] #NP=597698984 G(Pi(x))=549
[140486760124609,140506230529531] #NP=597688938 G(Pi(x))=508
[140506230529619,140525700934529] #NP=597690855 G(Pi(x))=582
[140525700934607,140545171339549] #NP=597687138 G(Pi(x))=511
[140545171339561,140564641744441] #NP=597673182 G(Pi(x))=457
[140564641744601,140584112149513] #NP=597689617 G(Pi(x))=573
[140584112149693,140603582554459] #NP=597662940 G(Pi(x))=594
[140603582554507,140623052959469] #NP=597667485 G(Pi(x))=462
[140623052959547,140642523364463] #NP=597681904 G(Pi(x))=558
[140642523364513,140661993769439] #NP=597669512 G(Pi(x))=477
[140661993769459,140681464174439] #NP=597663378 G(Pi(x))=595
[140681464174483,140700934579421] #NP=597661434 G(Pi(x))=489
[140700934579511,140728193146369] #NP=836716600 G(Pi(x))=493
[140728193146427,140755451713351] #NP=836698143 G(Pi(x))=477
[140755451713381,140782710280309] #NP=836701209 G(Pi(x))=633
[140782710280361,140809968847313] #NP=836702353 G(Pi(x))=477
[140809968847349,140837227414297] #NP=836689199 G(Pi(x))=537
[140837227414319,140864485981283] #NP=836724212 G(Pi(x))=520
[140864485981369,140891744548073] #NP=836693608 G(Pi(x))=525
[140891744548283,140919003115243] #NP=836696464 G(Pi(x))=550
[140919003115249,140948208722723] #NP=896427143 G(Pi(x))=477
[140948208722747,140977414330189] #NP=896411928 G(Pi(x))=489
[140977414330217,141006619937647] #NP=896404104 G(Pi(x))=537
[141006619937693,141035825545141] #NP=896420395 G(Pi(x))=542
[141035825545247,141065031152627] #NP=896410002 G(Pi(x))=501
[141065031152729,141094236760109] #NP=896414472 G(Pi(x))=509
[141094236760151,141123442367539] #NP=896437133 G(Pi(x))=521
[141123442367597,141152647975057] #NP=896411809 G(Pi(x))=595
[141152647975177,141181853582467] #NP=896406596 G(Pi(x))=531
[141181853582569,141211059189997] #NP=896378201 G(Pi(x))=513
[141211059190037,141240264797483] #NP=896382122 G(Pi(x))=610
[141240264797557,141269470404919] #NP=896378030 G(Pi(x))=513
[141269470404989,141298676012447] #NP=896404076 G(Pi(x))=554
[141298676012497,141327881619889] #NP=896378449 G(Pi(x))=591
[141327881619961,141357087227353] #NP=896350678 G(Pi(x))=525
[141357087227441,141386292834827] #NP=896383869 G(Pi(x))=457
[141386292834893,141415498442347] #NP=896358246 G(Pi(x))=514
[141415498442363,141444704049773] #NP=896356168 G(Pi(x))=487
[141444704049839,141473909657303] #NP=896352217 G(Pi(x))=489
[141473909657351,141503115264767] #NP=896332785 G(Pi(x))=459
[141503115264809,141534267912731] #NP=956104005 G(Pi(x))=529
[141534267912839,141565420560713] #NP=956055956 G(Pi(x))=479
[141565420560743,141596573208679] #NP=956076018 G(Pi(x))=511
[141596573208749,141627725856613] #NP=956055986 G(Pi(x))=559
[141627725856689,141658878504659] #NP=956035964 G(Pi(x))=557
[141658878504721,141690031152629] #NP=956078757 G(Pi(x))=506
[141690031152641,141721183800607] #NP=956030631 G(Pi(x))=497
[141721183800617,141752336448581] #NP=956076062 G(Pi(x))=481
[141752336448631,141783489096499] #NP=956045779 G(Pi(x))=503
[141783489096617,141814641744487] #NP=956032344 G(Pi(x))=534
[141814641744541,141845794392473] #NP=956019053 G(Pi(x))=561
[141845794392521,141876947040467] #NP=956010719 G(Pi(x))=543
[141876947040523,141908099688419] #NP=956019588 G(Pi(x))=537
[141908099688469,141939252336403] #NP=956007627 G(Pi(x))=510
[141939252336461,141970404984389] #NP=955971901 G(Pi(x))=487
[141970404984431,142001557632359] #NP=955985668 G(Pi(x))=568
[142001557632397,142032710280347] #NP=955986336 G(Pi(x))=487
[142032710280467,142063862928313] #NP=955996236 G(Pi(x))=509
[142063862928353,142095015576287] #NP=955990916 G(Pi(x))=549
[142095015576341,142126168224283] #NP=955975170 G(Pi(x))=523
[142126168224311,142157320872221] #NP=955940987 G(Pi(x))=489
[142157320872317,142188473520179] #NP=955978312 G(Pi(x))=563
[142188473520259,142219626168173] #NP=955943752 G(Pi(x))=535
[142219626168259,142250778816169] #NP=955950184 G(Pi(x))=497
[142250778816203,142281931464151] #NP=955947301 G(Pi(x))=553
[142281931464173,142313084112127] #NP=955929641 G(Pi(x))=563
[142313084112161,142344236760097] #NP=955933235 G(Pi(x))=513
[142344236760259,142375389408073] #NP=955897215 G(Pi(x))=575
[142375389408149,142406542056043] #NP=955896346 G(Pi(x))=526
[142406542056137,142437694704037] #NP=955920191 G(Pi(x))=495
[142437694704047,142468847351953] #NP=955861203 G(Pi(x))=497
[142468847352047,142499999999983] #NP=955863911 G(Pi(x))=563
[142500000000067,142519470404953] #NP=597435603 G(Pi(x))=496
[142519470405017,142538940809957] #NP=597409411 G(Pi(x))=503
[142538940809999,142558411214927] #NP=597408333 G(Pi(x))=497
[142558411214971,142577881619917] #NP=597420740 G(Pi(x))=605
[142577881619977,142597352024879] #NP=597414375 G(Pi(x))=531
[142597352024921,142616822429843] #NP=597409903 G(Pi(x))=489
[142616822429909,142636292834887] #NP=597403471 G(Pi(x))=565
[142636292834891,142655763239863] #NP=597392043 G(Pi(x))=521
[142655763239923,142675233644821] #NP=597398430 G(Pi(x))=463
[142675233644921,142694704049837] #NP=597412661 G(Pi(x))=509
[142694704049861,142714174454801] #NP=597404587 G(Pi(x))=489
[142714174454867,142733644859783] #NP=597406077 G(Pi(x))=476
[142733644859831,142753115264731] #NP=597400906 G(Pi(x))=489
[142753115264813,142772585669759] #NP=597391287 G(Pi(x))=533
[142772585669789,142792056074651] #NP=597384109 G(Pi(x))=529
[142792056074771,142811526479717] #NP=597386798 G(Pi(x))=637
[142811526479779,142830996884701] #NP=597397942 G(Pi(x))=486
[142830996884743,142850467289711] #NP=597382969 G(Pi(x))=493
[142850467289743,142869937694683] #NP=597374101 G(Pi(x))=541
[142869937694699,142889408099629] #NP=597383402 G(Pi(x))=487
[142889408099699,142908878504603] #NP=597376200 G(Pi(x))=599
[142908878504767,142928348909617] #NP=597371636 G(Pi(x))=478
[142928348909669,142947819314557] #NP=597381917 G(Pi(x))=549
[142947819314633,142967289719519] #NP=597362711 G(Pi(x))=457
[142967289719633,142986760124597] #NP=597378242 G(Pi(x))=632
[142986760124623,143006230529579] #NP=597362921 G(Pi(x))=524
[143006230529677,143025700934461] #NP=597367312 G(Pi(x))=479
[143025700934593,143045171339501] #NP=597342866 G(Pi(x))=513
[143045171339633,143064641744509] #NP=597355863 G(Pi(x))=625
[143064641744539,143084112149441] #NP=597349170 G(Pi(x))=488
[143084112149533,143103582554501] #NP=597361526 G(Pi(x))=573
[143103582554519,143123052959407] #NP=597336324 G(Pi(x))=509
[143123052959531,143142523364447] #NP=597368878 G(Pi(x))=497
[143142523364501,143161993769453] #NP=597340477 G(Pi(x))=503
[143161993769489,143181464174401] #NP=597334753 G(Pi(x))=476
[143181464174461,143200934579419] #NP=597364083 G(Pi(x))=493
[143200934579473,143228193146321] #NP=836247275 G(Pi(x))=491
[143228193146411,143255451713323] #NP=836274945 G(Pi(x))=523
[143255451713393,143282710280327] #NP=836271140 G(Pi(x))=491
[143282710280363,143309968847293] #NP=836248599 G(Pi(x))=643
[143309968847351,143337227414299] #NP=836264925 G(Pi(x))=523
[143337227414321,143364485981239] #NP=836237002 G(Pi(x))=553
[143364485981303,143391744548257] #NP=836213875 G(Pi(x))=511
[143391744548281,143419003115239] #NP=836228510 G(Pi(x))=501
[143419003115291,143448208722703] #NP=895961827 G(Pi(x))=525
[143448208722751,143477414330183] #NP=895953723 G(Pi(x))=501
[143477414330203,143506619937677] #NP=895951931 G(Pi(x))=555
[143506619937683,143535825545131] #NP=895926627 G(Pi(x))=644
[143535825545159,143565031152617] #NP=895925757 G(Pi(x))=497
[143565031152689,143594236760027] #NP=895956000 G(Pi(x))=488
[143594236760111,143623442367569] #NP=895922044 G(Pi(x))=453
[143623442367607,143652647975051] #NP=895939751 G(Pi(x))=482
[143652647975071,143681853582523] #NP=895925825 G(Pi(x))=587
[143681853582559,143711059189963] #NP=895910809 G(Pi(x))=526
[143711059190057,143740264797433] #NP=895910555 G(Pi(x))=477
[143740264797497,143769470404933] #NP=895892257 G(Pi(x))=529
[143769470404991,143798676012437] #NP=895902396 G(Pi(x))=468
[143798676012457,143827881619861] #NP=895891886 G(Pi(x))=496
[143827881619931,143857087227401] #NP=895909096 G(Pi(x))=493
[143857087227467,143886292834807] #NP=895887267 G(Pi(x))=555
[143886292834927,143915498442341] #NP=895872297 G(Pi(x))=561
[143915498442379,143944704049819] #NP=895868947 G(Pi(x))=499
[143944704049841,143973909657257] #NP=895844823 G(Pi(x))=507
[143973909657317,144003115264777] #NP=895860054 G(Pi(x))=545
[144003115264793,144034267912729] #NP=955566653 G(Pi(x))=519
[144034267912883,144065420560619] #NP=955570831 G(Pi(x))=519
[144065420560753,144096573208703] #NP=955567320 G(Pi(x))=593
[144096573208793,144127725856663] #NP=955565333 G(Pi(x))=517
[144127725856747,144158878504651] #NP=955523747 G(Pi(x))=572
[144158878504757,144190031152637] #NP=955539144 G(Pi(x))=483
[144190031152639,144221183800583] #NP=955541520 G(Pi(x))=559
[144221183800621,144252336448483] #NP=955519303 G(Pi(x))=478
[144252336448601,144283489096541] #NP=955522924 G(Pi(x))=561
[144283489096639,144314641744513] #NP=955542242 G(Pi(x))=487
[144314641744591,144345794392507] #NP=955515907 G(Pi(x))=545
[144345794392561,144376947040483] #NP=955499978 G(Pi(x))=461
[144376947040499,144408099688397] #NP=955505527 G(Pi(x))=535
[144408099688469,144439252336433] #NP=955471845 G(Pi(x))=527
[144439252336453,144470404984387] #NP=955501126 G(Pi(x))=531
[144470404984441,144501557632373] #NP=955476276 G(Pi(x))=505
[144501557632477,144532710280327] #NP=955472013 G(Pi(x))=495
[144532710280367,144563862928291] #NP=955489956 G(Pi(x))=479
[144563862928339,144595015576309] #NP=955430916 G(Pi(x))=616
[144595015576373,144626168224253] #NP=955470919 G(Pi(x))=530
[144626168224289,144657320872261] #NP=955452437 G(Pi(x))=525
[144657320872279,144688473520181] #NP=955409178 G(Pi(x))=533
[144688473520273,144719626168211] #NP=955432109 G(Pi(x))=467
[144719626168219,144750778816169] #NP=955419012 G(Pi(x))=483
[144750778816283,144781931464153] #NP=955429261 G(Pi(x))=494
[144781931464207,144813084112111] #NP=955395817 G(Pi(x))=549
[144813084112157,144844236760039] #NP=955425201 G(Pi(x))=501
[144844236760159,144875389408081] #NP=955394966 G(Pi(x))=555
[144875389408103,144906542056021] #NP=955397199 G(Pi(x))=744
[144906542056181,144937694704031] #NP=955406146 G(Pi(x))=567
[144937694704067,144968847352009] #NP=955398214 G(Pi(x))=505
[144968847352067,144999999999983] #NP=955363339 G(Pi(x))=526
[145000000000033,145019470404983] #NP=597111936 G(Pi(x))=632
[145019470405009,145038940809943] #NP=597102166 G(Pi(x))=504
[145038940810033,145058411214931] #NP=597126003 G(Pi(x))=553
[145058411214961,145077881619907] #NP=597095110 G(Pi(x))=443
[145077881619947,145097352024913] #NP=597102568 G(Pi(x))=547
[145097352024923,145116822429881] #NP=597090897 G(Pi(x))=529
[145116822429941,145136292834851] #NP=597090350 G(Pi(x))=467
[145136292834889,145155763239841] #NP=597091320 G(Pi(x))=497
[145155763239917,145175233644803] #NP=597073753 G(Pi(x))=505
[145175233644863,145194704049823] #NP=597097621 G(Pi(x))=521
[145194704049851,145214174454787] #NP=597100365 G(Pi(x))=503
[145214174454827,145233644859803] #NP=597067154 G(Pi(x))=476
[145233644859839,145253115264779] #NP=597090277 G(Pi(x))=520
[145253115264863,145272585669751] #NP=597069259 G(Pi(x))=534
[145272585669839,145292056074707] #NP=597066128 G(Pi(x))=548
[145292056074769,145311526479653] #NP=597059667 G(Pi(x))=525
[145311526479793,145330996884719] #NP=597067800 G(Pi(x))=498
[145330996884797,145350467289683] #NP=597062198 G(Pi(x))=465
[145350467289733,145369937694661] #NP=597065879 G(Pi(x))=477
[145369937694701,145389408099673] #NP=597061237 G(Pi(x))=473
[145389408099737,145408878504661] #NP=597049921 G(Pi(x))=503
[145408878504689,145428348909611] #NP=597041710 G(Pi(x))=463
[145428348909673,145447819314557] #NP=597053453 G(Pi(x))=523
[145447819314647,145467289719611] #NP=597051597 G(Pi(x))=497
[145467289719629,145486760124599] #NP=597026742 G(Pi(x))=547
[145486760124617,145506230529563] #NP=597045986 G(Pi(x))=517
[145506230529619,145525700934527] #NP=597056427 G(Pi(x))=721
[145525700934583,145545171339521] #NP=597029768 G(Pi(x))=536
[145545171339559,145564641744527] #NP=597008040 G(Pi(x))=476
[145564641744551,145584112149481] #NP=597041356 G(Pi(x))=500
[145584112149529,145603582554473] #NP=597045710 G(Pi(x))=494
[145603582554509,145623052959469] #NP=597034415 G(Pi(x))=499
[145623052959491,145642523364439] #NP=597031865 G(Pi(x))=483
[145642523364479,145661993769451] #NP=597024535 G(Pi(x))=473
[145661993769533,145681464174437] #NP=597040116 G(Pi(x))=489
[145681464174541,145700934579407] #NP=597007391 G(Pi(x))=522
[145700934579439,145728193146383] #NP=835831643 G(Pi(x))=488
[145728193146427,145755451713353] #NP=835818294 G(Pi(x))=543
[145755451713449,145782710280331] #NP=835815326 G(Pi(x))=529
[145782710280407,145809968847293] #NP=835815487 G(Pi(x))=535
[145809968847341,145837227414251] #NP=835792486 G(Pi(x))=545
[145837227414317,145864485981251] #NP=835797712 G(Pi(x))=532
[145864485981311,145891744548211] #NP=835808935 G(Pi(x))=523
[145891744548289,145919003115241] #NP=835795211 G(Pi(x))=577
[145919003115257,145948208722709] #NP=895462591 G(Pi(x))=473
[145948208722847,145977414330197] #NP=895490029 G(Pi(x))=535
[145977414330247,146006619937663] #NP=895470006 G(Pi(x))=551
[146006619937687,146035825545121] #NP=895455797 G(Pi(x))=489
[146035825545157,146065031152627] #NP=895480007 G(Pi(x))=590
[146065031152661,146094236760103] #NP=895452395 G(Pi(x))=471
[146094236760119,146123442367561] #NP=895474897 G(Pi(x))=497
[146123442367667,146152647975007] #NP=895444986 G(Pi(x))=497
[146152647975067,146181853582537] #NP=895439703 G(Pi(x))=555
[146181853582561,146211059189999] #NP=895423810 G(Pi(x))=501
[146211059190071,146240264797463] #NP=895431824 G(Pi(x))=624
[146240264797499,146269470404947] #NP=895441822 G(Pi(x))=515
[146269470405013,146298676012393] #NP=895451542 G(Pi(x))=541
[146298676012487,146327881619869] #NP=895424218 G(Pi(x))=527
[146327881619951,146357087227387] #NP=895420360 G(Pi(x))=491
[146357087227447,146386292834851] #NP=895397907 G(Pi(x))=527
[146386292834921,146415498442333] #NP=895386172 G(Pi(x))=586
[146415498442363,146444704049821] #NP=895372826 G(Pi(x))=534
[146444704049863,146473909657303] #NP=895386726 G(Pi(x))=491
[146473909657337,146503115264773] #NP=895391839 G(Pi(x))=494
[146503115264791,146534267912671] #NP=955046491 G(Pi(x))=507
[146534267912771,146565420560719] #NP=955092265 G(Pi(x))=595
[146565420560749,146596573208713] #NP=955045424 G(Pi(x))=489
[146596573208713,146627725856663] #NP=955057218 G(Pi(x))=478
[146627725856723,146658878504629] #NP=955050140 G(Pi(x))=557
[146658878504753,146690031152603] #NP=955043970 G(Pi(x))=556
[146690031152647,146721183800567] #NP=954993571 G(Pi(x))=467
[146721183800617,146752336448551] #NP=955030250 G(Pi(x))=524
[146752336448617,146783489096533] #NP=955045129 G(Pi(x))=527
[146783489096581,146814641744503] #NP=955004891 G(Pi(x))=496
[146814641744539,146845794392489] #NP=954990913 G(Pi(x))=473
[146845794392573,146876947040479] #NP=955010663 G(Pi(x))=541
[146876947040539,146908099688443] #NP=954986624 G(Pi(x))=497
[146908099688479,146939252336369] #NP=954970494 G(Pi(x))=551
[146939252336477,146970404984407] #NP=954980877 G(Pi(x))=531
[146970404984423,147001557632359] #NP=954969094 G(Pi(x))=507
[147001557632399,147032710280363] #NP=954959790 G(Pi(x))=513
[147032710280363,147063862928303] #NP=954967595 G(Pi(x))=511
[147063862928431,147095015576237] #NP=954973375 G(Pi(x))=507
[147095015576323,147126168224221] #NP=954928898 G(Pi(x))=501
[147126168224291,147157320872209] #NP=954928219 G(Pi(x))=554
[147157320872291,147188473520219] #NP=954928024 G(Pi(x))=537
[147188473520251,147219626168189] #NP=954932192 G(Pi(x))=553
[147219626168257,147250778816107] #NP=954957923 G(Pi(x))=478
[147250778816203,147281931464147] #NP=954918452 G(Pi(x))=521
[147281931464189,147313084112123] #NP=954912749 G(Pi(x))=497
[147313084112171,147344236760111] #NP=954931087 G(Pi(x))=478
[147344236760131,147375389408059] #NP=954885076 G(Pi(x))=511
[147375389408129,147406542056017] #NP=954904809 G(Pi(x))=495
[147406542056087,147437694704029] #NP=954891169 G(Pi(x))=531
[147437694704039,147468847351997] #NP=954884089 G(Pi(x))=491
[147468847352017,147499999999987] #NP=954879906 G(Pi(x))=533
[147500000000009,147519470404931] #NP=596797292 G(Pi(x))=481
[147519470405029,147538940809951] #NP=596790527 G(Pi(x))=459
[147538940810003,147558411214931] #NP=596797914 G(Pi(x))=453
[147558411214993,147577881619891] #NP=596811016 G(Pi(x))=486
[147577881619939,147597352024919] #NP=596796146 G(Pi(x))=513
[147597352024979,147616822429897] #NP=596786969 G(Pi(x))=617
[147616822429919,147636292834799] #NP=596771593 G(Pi(x))=485
[147636292834909,147655763239849] #NP=596766518 G(Pi(x))=555
[147655763239913,147675233644847] #NP=596762210 G(Pi(x))=557
[147675233644871,147694704049777] #NP=596773230 G(Pi(x))=525
[147694704049901,147714174454813] #NP=596767519 G(Pi(x))=473
[147714174454871,147733644859783] #NP=596780941 G(Pi(x))=491
[147733644859991,147753115264753] #NP=596753764 G(Pi(x))=549
[147753115264861,147772585669771] #NP=596753388 G(Pi(x))=484
[147772585669777,147792056074739] #NP=596751630 G(Pi(x))=553
[147792056074771,147811526479733] #NP=596774087 G(Pi(x))=497
[147811526479781,147830996884691] #NP=596760633 G(Pi(x))=489
[147830996884799,147850467289673] #NP=596746597 G(Pi(x))=483
[147850467289727,147869937694693] #NP=596753834 G(Pi(x))=534
[147869937694741,147889408099637] #NP=596756965 G(Pi(x))=541
[147889408099681,147908878504661] #NP=596740491 G(Pi(x))=499
[147908878504759,147928348909633] #NP=596754538 G(Pi(x))=485
[147928348909669,147947819314613] #NP=596737455 G(Pi(x))=499
[147947819314643,147967289719573] #NP=596753582 G(Pi(x))=499
[147967289719637,147986760124571] #NP=596729165 G(Pi(x))=533
[147986760124603,148006230529571] #NP=596715339 G(Pi(x))=503
[148006230529589,148025700934519] #NP=596741940 G(Pi(x))=529
[148025700934607,148045171339477] #NP=596763716 G(Pi(x))=564
[148045171339553,148064641744519] #NP=596726875 G(Pi(x))=460
[148064641744561,148084112149459] #NP=596718453 G(Pi(x))=523
[148084112149529,148103582554451] #NP=596733099 G(Pi(x))=523
[148103582554661,148123052959429] #NP=596713290 G(Pi(x))=489
[148123052959501,148142523364453] #NP=596721829 G(Pi(x))=561
[148142523364483,148161993769423] #NP=596708577 G(Pi(x))=515
[148161993769457,148181464174343] #NP=596707634 G(Pi(x))=473
[148181464174441,148200934579421] #NP=596709897 G(Pi(x))=543
[148200934579447,148228193146357] #NP=835384071 G(Pi(x))=571
[148228193146493,148255451713337] #NP=835380007 G(Pi(x))=531
[148255451713387,148282710280349] #NP=835376976 G(Pi(x))=481
[148282710280417,148309968847321] #NP=835381288 G(Pi(x))=501
[148309968847361,148337227414273] #NP=835369420 G(Pi(x))=537
[148337227414319,148364485981273] #NP=835369483 G(Pi(x))=497
[148364485981357,148391744548261] #NP=835356400 G(Pi(x))=525
[148391744548273,148419003115157] #NP=835363068 G(Pi(x))=551
[148419003115283,148448208722687] #NP=895004261 G(Pi(x))=510
[148448208722747,148477414330183] #NP=895008441 G(Pi(x))=599
[148477414330207,148506619937671] #NP=894993963 G(Pi(x))=545
[148506619937729,148535825545139] #NP=894996684 G(Pi(x))=517
[148535825545253,148565031152633] #NP=895011855 G(Pi(x))=499
[148565031152633,148594236760091] #NP=895020595 G(Pi(x))=502
[148594236760127,148623442367557] #NP=894993934 G(Pi(x))=543
[148623442367597,148652647975061] #NP=894992022 G(Pi(x))=493
[148652647975067,148681853582531] #NP=894969302 G(Pi(x))=570
[148681853582567,148711059189977] #NP=894972882 G(Pi(x))=536
[148711059190027,148740264797437] #NP=894985910 G(Pi(x))=545
[148740264797503,148769470404937] #NP=894964584 G(Pi(x))=591
[148769470405033,148798676012411] #NP=894975993 G(Pi(x))=507
[148798676012461,148827881619877] #NP=894962059 G(Pi(x))=555
[148827881620001,148857087227393] #NP=894932960 G(Pi(x))=498
[148857087227423,148886292834683] #NP=894933142 G(Pi(x))=539
[148886292834887,148915498442351] #NP=894938716 G(Pi(x))=489
[148915498442413,148944704049833] #NP=894916794 G(Pi(x))=591
[148944704049847,148973909657213] #NP=894927026 G(Pi(x))=515
[148973909657327,149003115264779] #NP=894920085 G(Pi(x))=541
[149003115264799,149034267912721] #NP=954578645 G(Pi(x))=532
[149034267912769,149065420560713] #NP=954579827 G(Pi(x))=583
[149065420560751,149096573208707] #NP=954553025 G(Pi(x))=535
[149096573208769,149127725856661] #NP=954566046 G(Pi(x))=539
[149127725856751,149158878504617] #NP=954548876 G(Pi(x))=521
[149158878504673,149190031152623] #NP=954558714 G(Pi(x))=529
[149190031152647,149221183800613] #NP=954536883 G(Pi(x))=516
[149221183800613,149252336448581] #NP=954517233 G(Pi(x))=501
[149252336448617,149283489096529] #NP=954522328 G(Pi(x))=513
[149283489096619,149314641744523] #NP=954544341 G(Pi(x))=466
[149314641744581,149345794392511] #NP=954500851 G(Pi(x))=567
[149345794392521,149376947040473] #NP=954502851 G(Pi(x))=570
[149376947040493,149408099688439] #NP=954498482 G(Pi(x))=568
[149408099688493,149439252336421] #NP=954498429 G(Pi(x))=582
[149439252336457,149470404984317] #NP=954493206 G(Pi(x))=457
[149470404984419,149501557632373] #NP=954499079 G(Pi(x))=525
[149501557632389,149532710280329] #NP=954472492 G(Pi(x))=503
[149532710280379,149563862928307] #NP=954469893 G(Pi(x))=559
[149563862928343,149595015576311] #NP=954456518 G(Pi(x))=550
[149595015576337,149626168224263] #NP=954449696 G(Pi(x))=587
[149626168224317,149657320872251] #NP=954445271 G(Pi(x))=517
[149657320872287,149688473520197] #NP=954418264 G(Pi(x))=521
[149688473520239,149719626168209] #NP=954478962 G(Pi(x))=559
[149719626168227,149750778816179] #NP=954446307 G(Pi(x))=535
[149750778816271,149781931464133] #NP=954436903 G(Pi(x))=556
[149781931464223,149813084112049] #NP=954425100 G(Pi(x))=525
[149813084112217,149844236760109] #NP=954411641 G(Pi(x))=489
[149844236760151,149875389408011] #NP=954401306 G(Pi(x))=613
[149875389408127,149906542055927] #NP=954385305 G(Pi(x))=543
[149906542056071,149937694704011] #NP=954396451 G(Pi(x))=499
[149937694704047,149968847351993] #NP=954392132 G(Pi(x))=496
[149968847352041,149999999999977] #NP=954384912 G(Pi(x))=567
[150000000000007,150019470404911] #NP=596496502 G(Pi(x))=531
[150019470405023,150038940809963] #NP=596476903 G(Pi(x))=582
[150038940809983,150058411214903] #NP=596489549 G(Pi(x))=475
[150058411214969,150077881619923] #NP=596487402 G(Pi(x))=499
[150077881619947,150097352024899] #NP=596477883 G(Pi(x))=493
[150097352024953,150116822429881] #NP=596480352 G(Pi(x))=493
[150116822429909,150136292834887] #NP=596493152 G(Pi(x))=531
[150136292834893,150155763239863] #NP=596483203 G(Pi(x))=619
[150155763239917,150175233644851] #NP=596451056 G(Pi(x))=555
[150175233644929,150194704049833] #NP=596476679 G(Pi(x))=484
[150194704049843,150214174454809] #NP=596478503 G(Pi(x))=557
[150214174454933,150233644859789] #NP=596458512 G(Pi(x))=455
[150233644859813,150253115264783] #NP=596477454 G(Pi(x))=455
[150253115264821,150272585669707] #NP=596439569 G(Pi(x))=508
[150272585669839,150292056074659] #NP=596465492 G(Pi(x))=536
[150292056074777,150311526479713] #NP=596449517 G(Pi(x))=524
[150311526479789,150330996884723] #NP=596453282 G(Pi(x))=496
[150330996884759,150350467289699] #NP=596451410 G(Pi(x))=487
[150350467289741,150369937694689] #NP=596444886 G(Pi(x))=543
[150369937694723,150389408099677] #NP=596459440 G(Pi(x))=518
[150389408099737,150408878504639] #NP=596461193 G(Pi(x))=518
[150408878504669,150428348909623] #NP=596436830 G(Pi(x))=525
[150428348909693,150447819314587] #NP=596441120 G(Pi(x))=529
[150447819314633,150467289719581] #NP=596424467 G(Pi(x))=521
[150467289719629,150486760124549] #NP=596426328 G(Pi(x))=529
[150486760124639,150506230529549] #NP=596424900 G(Pi(x))=518
[150506230529701,150525700934519] #NP=596424083 G(Pi(x))=505
[150525700934569,150545171339533] #NP=596418781 G(Pi(x))=493
[150545171339561,150564641744507] #NP=596431078 G(Pi(x))=572
[150564641744563,150584112149423] #NP=596401571 G(Pi(x))=479
[150584112149551,150603582554423] #NP=596421399 G(Pi(x))=479
[150603582554527,150623052959437] #NP=596416081 G(Pi(x))=458
[150623052959497,150642523364471] #NP=596399669 G(Pi(x))=445
[150642523364521,150661993769423] #NP=596410604 G(Pi(x))=515
[150661993769471,150681464174393] #NP=596428173 G(Pi(x))=508
[150681464174503,150700934579369] #NP=596393572 G(Pi(x))=558
[150700934579453,150728193146383] #NP=834978367 G(Pi(x))=471
[150728193146423,150755451713333] #NP=834967013 G(Pi(x))=505
[150755451713389,150782710280299] #NP=834953921 G(Pi(x))=583
[150782710280387,150809968847243] #NP=834929125 G(Pi(x))=471
[150809968847339,150837227414311] #NP=834959422 G(Pi(x))=501
[150837227414327,150864485981249] #NP=834910251 G(Pi(x))=681
[150864485981309,150891744548203] #NP=834914375 G(Pi(x))=472
[150891744548287,150919003115233] #NP=834933549 G(Pi(x))=547
[150919003115269,150948208722721] #NP=894582490 G(Pi(x))=485
[150948208722737,150977414330177] #NP=894564833 G(Pi(x))=507
[150977414330213,151006619937661] #NP=894541716 G(Pi(x))=511
[151006619937689,151035825545131] #NP=894540371 G(Pi(x))=517
[151035825545161,151065031152611] #NP=894546724 G(Pi(x))=517
[151065031152641,151094236760101] #NP=894536901 G(Pi(x))=537
[151094236760123,151123442367587] #NP=894527376 G(Pi(x))=553
[151123442367587,151152647975039] #NP=894522269 G(Pi(x))=523
[151152647975081,151181853582533] #NP=894500461 G(Pi(x))=557
[151181853582547,151211059189997] #NP=894513228 G(Pi(x))=529
[151211059190029,151240264797473] #NP=894509234 G(Pi(x))=483
[151240264797497,151269470404967] #NP=894507333 G(Pi(x))=506
[151269470404979,151298676012389] #NP=894490677 G(Pi(x))=517
[151298676012487,151327881619877] #NP=894510018 G(Pi(x))=497
[151327881620011,151357087227389] #NP=894483367 G(Pi(x))=565
[151357087227427,151386292834823] #NP=894473089 G(Pi(x))=567
[151386292834969,151415498442353] #NP=894485027 G(Pi(x))=475
[151415498442371,151444704049813] #NP=894476812 G(Pi(x))=489
[151444704049843,151473909657293] #NP=894475266 G(Pi(x))=480
[151473909657373,151503115264783] #NP=894484888 G(Pi(x))=513
[151503115264883,151534267912757] #NP=954100430 G(Pi(x))=522
[151534267912813,151565420560733] #NP=954067945 G(Pi(x))=517
[151565420560751,151596573208699] #NP=954087057 G(Pi(x))=493
[151596573208771,151627725856687] #NP=954080273 G(Pi(x))=485
[151627725856699,151658878504663] #NP=954059410 G(Pi(x))=546
[151658878504663,151690031152631] #NP=954043769 G(Pi(x))=525
[151690031152663,151721183800607] #NP=954039914 G(Pi(x))=521
[151721183800619,151752336448547] #NP=954066074 G(Pi(x))=534
[151752336448631,151783489096537] #NP=954049156 G(Pi(x))=517
[151783489096571,151814641744523] #NP=954037148 G(Pi(x))=511
[151814641744663,151845794392511] #NP=954033412 G(Pi(x))=497
[151845794392531,151876947040487] #NP=954029966 G(Pi(x))=501
[151876947040529,151908099688393] #NP=954011935 G(Pi(x))=510
[151908099688507,151939252336397] #NP=954011977 G(Pi(x))=513
[151939252336439,151970404984357] #NP=953989298 G(Pi(x))=481
[151970404984421,152001557632381] #NP=953999518 G(Pi(x))=520
[152001557632399,152032710280337] #NP=953985566 G(Pi(x))=547
[152032710280411,152063862928319] #NP=953979383 G(Pi(x))=513
[152063862928349,152095015576303] #NP=953965518 G(Pi(x))=528
[152095015576321,152126168224271] #NP=953970449 G(Pi(x))=529
[152126168224291,152157320872253] #NP=953992598 G(Pi(x))=504
[152157320872289,152188473520201] #NP=953934570 G(Pi(x))=517
[152188473520261,152219626168199] #NP=953923246 G(Pi(x))=540
[152219626168219,152250778816181] #NP=953976341 G(Pi(x))=547
[152250778816207,152281931464087] #NP=953955267 G(Pi(x))=521
[152281931464189,152313084112129] #NP=953913075 G(Pi(x))=528
[152313084112169,152344236760033] #NP=953913679 G(Pi(x))=551
[152344236760127,152375389408069] #NP=953928376 G(Pi(x))=549
[152375389408117,152406542056063] #NP=953929101 G(Pi(x))=502
[152406542056063,152437694704021] #NP=953921629 G(Pi(x))=501
[152437694704117,152468847351991] #NP=953903707 G(Pi(x))=543
[152468847352021,152499999999983] #NP=953934356 G(Pi(x))=537
[152500000000031,152519470404979] #NP=596180960 G(Pi(x))=553
[152519470405013,152538940809949] #NP=596183000 G(Pi(x))=558
[152538940810037,152558411214899] #NP=596190805 G(Pi(x))=537
[152558411214967,152577881619871] #NP=596183826 G(Pi(x))=489
[152577881619983,152597352024839] #NP=596185347 G(Pi(x))=541
[152597352024967,152616822429887] #NP=596172112 G(Pi(x))=483
[152616822429919,152636292834871] #NP=596192715 G(Pi(x))=477
[152636292834889,152655763239857] #NP=596176710 G(Pi(x))=612
[152655763239893,152675233644841] #NP=596157756 G(Pi(x))=515
[152675233644917,152694704049763] #NP=596164706 G(Pi(x))=527
[152694704049847,152714174454799] #NP=596173248 G(Pi(x))=485
[152714174454827,152733644859787] #NP=596158677 G(Pi(x))=529
[152733644859827,152753115264727] #NP=596138142 G(Pi(x))=484
[152753115264809,152772585669733] #NP=596145533 G(Pi(x))=543
[152772585669779,152792056074737] #NP=596156993 G(Pi(x))=520
[152792056074799,152811526479743] #NP=596163102 G(Pi(x))=589
[152811526479757,152830996884719] #NP=596134888 G(Pi(x))=493
[152830996884733,152850467289697] #NP=596154979 G(Pi(x))=526
[152850467289727,152869937694689] #NP=596156426 G(Pi(x))=489
[152869937694707,152889408099677] #NP=596138057 G(Pi(x))=536
[152889408099689,152908878504647] #NP=596140149 G(Pi(x))=485
[152908878504667,152928348909569] #NP=596149147 G(Pi(x))=498
[152928348909673,152947819314613] #NP=596124553 G(Pi(x))=563
[152947819314721,152967289719593] #NP=596131978 G(Pi(x))=459
[152967289719683,152986760124599] #NP=596131670 G(Pi(x))=513
[152986760124661,153006230529571] #NP=596146891 G(Pi(x))=479
[153006230529587,153025700934529] #NP=596135383 G(Pi(x))=524
[153025700934629,153045171339491] #NP=596126591 G(Pi(x))=540
[153045171339559,153064641744533] #NP=596139326 G(Pi(x))=494
[153064641744563,153084112149511] #NP=596103955 G(Pi(x))=538
[153084112149539,153103582554469] #NP=596111248 G(Pi(x))=476
[153103582554511,153123052959479] #NP=596125621 G(Pi(x))=657
[153123052959631,153142523364421] #NP=596112263 G(Pi(x))=492
[153142523364517,153161993769439] #NP=596107423 G(Pi(x))=467
[153161993769467,153181464174419] #NP=596103078 G(Pi(x))=584
[153181464174467,153200934579379] #NP=596116793 G(Pi(x))=521
[153200934579463,153228193146401] #NP=834521004 G(Pi(x))=560
[153228193146461,153255451713379] #NP=834539568 G(Pi(x))=511
[153255451713433,153282710280289] #NP=834540532 G(Pi(x))=509
[153282710280389,153309968847331] #NP=834520093 G(Pi(x))=513
[153309968847391,153337227414097] #NP=834533823 G(Pi(x))=498
[153337227414373,153364485981257] #NP=834509330 G(Pi(x))=490
[153364485981353,153391744548239] #NP=834551008 G(Pi(x))=524
[153391744548277,153419003115233] #NP=834537659 G(Pi(x))=490
[153419003115271,153448208722723] #NP=894127919 G(Pi(x))=558
[153448208722729,153477414330197] #NP=894106917 G(Pi(x))=473
[153477414330211,153506619937673] #NP=894093645 G(Pi(x))=519
[153506619937771,153535825545133] #NP=894074015 G(Pi(x))=528
[153535825545203,153565031152601] #NP=894101300 G(Pi(x))=499
[153565031152733,153594236760073] #NP=894094288 G(Pi(x))=529
[153594236760121,153623442367583] #NP=894088472 G(Pi(x))=545
[153623442367613,153652647975031] #NP=894063946 G(Pi(x))=513
[153652647975077,153681853582541] #NP=894080334 G(Pi(x))=535
[153681853582541,153711059189981] #NP=894063832 G(Pi(x))=527
[153711059190061,153740264797397] #NP=894069048 G(Pi(x))=570
[153740264797619,153769470404971] #NP=894041844 G(Pi(x))=540
[153769470404981,153798676012369] #NP=894063667 G(Pi(x))=545
[153798676012511,153827881619921] #NP=894011293 G(Pi(x))=469
[153827881619939,153857087227237] #NP=894059561 G(Pi(x))=532
[153857087227409,153886292834861] #NP=894035834 G(Pi(x))=549
[153886292834891,153915498442351] #NP=894056884 G(Pi(x))=505
[153915498442369,153944704049827] #NP=894023774 G(Pi(x))=511
[153944704049839,153973909657303] #NP=894013665 G(Pi(x))=505
[153973909657333,154003115264741] #NP=894012534 G(Pi(x))=509
[154003115264797,154034267912747] #NP=953612303 G(Pi(x))=538
[154034267912771,154065420560731] #NP=953610152 G(Pi(x))=541
[154065420560791,154096573208659] #NP=953603135 G(Pi(x))=509
[154096573208729,154127725856647] #NP=953611679 G(Pi(x))=515
[154127725856723,154158878504663] #NP=953568901 G(Pi(x))=502
[154158878504663,154190031152611] #NP=953596020 G(Pi(x))=542
[154190031152701,154221183800609] #NP=953564668 G(Pi(x))=565
[154221183800623,154252336448501] #NP=953583192 G(Pi(x))=525
[154252336448593,154283489096563] #NP=953571259 G(Pi(x))=529
[154283489096563,154314641744533] #NP=953557799 G(Pi(x))=553
[154314641744551,154345794392483] #NP=953574834 G(Pi(x))=519
[154345794392519,154376947040467] #NP=953538122 G(Pi(x))=581
[154376947040497,154408099688461] #NP=953537238 G(Pi(x))=518
[154408099688483,154439252336429] #NP=953541256 G(Pi(x))=529
[154439252336459,154470404984407] #NP=953521565 G(Pi(x))=495
[154470404984419,154501557632347] #NP=953523115 G(Pi(x))=558
[154501557632393,154532710280353] #NP=953530928 G(Pi(x))=527
[154532710280383,154563862928329] #NP=953513475 G(Pi(x))=508
[154563862928359,154595015576299] #NP=953487434 G(Pi(x))=514
[154595015576377,154626168224267] #NP=953513550 G(Pi(x))=539
[154626168224347,154657320872179] #NP=953496114 G(Pi(x))=505
[154657320872273,154688473520123] #NP=953474609 G(Pi(x))=501
[154688473520261,154719626168207] #NP=953513942 G(Pi(x))=561
[154719626168221,154750778816177] #NP=953482927 G(Pi(x))=545
[154750778816299,154781931464161] #NP=953462870 G(Pi(x))=559
[154781931464213,154813084112009] #NP=953453655 G(Pi(x))=514
[154813084112231,154844236760099] #NP=953465058 G(Pi(x))=498
[154844236760141,154875389408087] #NP=953474062 G(Pi(x))=553
[154875389408111,154906542056047] #NP=953447384 G(Pi(x))=481
[154906542056083,154937694704011] #NP=953440772 G(Pi(x))=540
[154937694704053,154968847352009] #NP=953441158 G(Pi(x))=517
[154968847352069,154999999999967] #NP=953427661 G(Pi(x))=533
[155000000000179,155019470404979] #NP=595884650 G(Pi(x))=532
[155019470405053,155038940809873] #NP=595894328 G(Pi(x))=474
[155038940809969,155058411214921] #NP=595880870 G(Pi(x))=597
[155058411215003,155077881619919] #NP=595888165 G(Pi(x))=457
[155077881619957,155097352024711] #NP=595877108 G(Pi(x))=520
[155097352024933,155116822429841] #NP=595899142 G(Pi(x))=536
[155116822429937,155136292834867] #NP=595871102 G(Pi(x))=519
[155136292834921,155155763239753] #NP=595879692 G(Pi(x))=505
[155155763239963,155175233644853] #NP=595868430 G(Pi(x))=513
[155175233644859,155194704049817] #NP=595857793 G(Pi(x))=538
[155194704049843,155214174454783] #NP=595868338 G(Pi(x))=565
[155214174454837,155233644859793] #NP=595844783 G(Pi(x))=591
[155233644859829,155253115264763] #NP=595868137 G(Pi(x))=517
[155253115264811,155272585669717] #NP=595854001 G(Pi(x))=494
[155272585669783,155292056074699] #NP=595853556 G(Pi(x))=471
[155292056074789,155311526479693] #NP=595883477 G(Pi(x))=537
[155311526479763,155330996884699] #NP=595853239 G(Pi(x))=478
[155330996884793,155350467289627] #NP=595831456 G(Pi(x))=489
[155350467289861,155369937694619] #NP=595843804 G(Pi(x))=536
[155369937694739,155389408099661] #NP=595847313 G(Pi(x))=483
[155389408099729,155408878504657] #NP=595840391 G(Pi(x))=552
[155408878504703,155428348909633] #NP=595832636 G(Pi(x))=504
[155428348909651,155447819314609] #NP=595838931 G(Pi(x))=513
[155447819314703,155467289719603] #NP=595841211 G(Pi(x))=505
[155467289719631,155486760124571] #NP=595822374 G(Pi(x))=479
[155486760124607,155506230529577] #NP=595814911 G(Pi(x))=581
[155506230529591,155525700934507] #NP=595850630 G(Pi(x))=500
[155525700934573,155545171339501] #NP=595818864 G(Pi(x))=509
[155545171339561,155564641744459] #NP=595836300 G(Pi(x))=523
[155564641744559,155584112149387] #NP=595818596 G(Pi(x))=565
[155584112149549,155603582554501] #NP=595828705 G(Pi(x))=475
[155603582554571,155623052959483] #NP=595842842 G(Pi(x))=475
[155623052959499,155642523364453] #NP=595804497 G(Pi(x))=511
[155642523364481,155661993769441] #NP=595790506 G(Pi(x))=507
[155661993769483,155681464174429] #NP=595816094 G(Pi(x))=541
[155681464174451,155700934579391] #NP=595799681 G(Pi(x))=497
[155700934579469,155728193146321] #NP=834134338 G(Pi(x))=500
[155728193146411,155755451713363] #NP=834129370 G(Pi(x))=509
[155755451713409,155782710280333] #NP=834094318 G(Pi(x))=484
[155782710280399,155809968847301] #NP=834099629 G(Pi(x))=495
[155809968847361,155837227414279] #NP=834116971 G(Pi(x))=476
[155837227414321,155864485981223] #NP=834110618 G(Pi(x))=653
[155864485981301,155891744548229] #NP=834115968 G(Pi(x))=525
[155891744548291,155919003115237] #NP=834104401 G(Pi(x))=585
[155919003115277,155948208722707] #NP=893680981 G(Pi(x))=496
[155948208722741,155977414330189] #NP=893671331 G(Pi(x))=528
[155977414330271,156006619937677] #NP=893649038 G(Pi(x))=525
[156006619937719,156035825545147] #NP=893641773 G(Pi(x))=492
[156035825545189,156065031152617] #NP=893659940 G(Pi(x))=482
[156065031152671,156094236760061] #NP=893637804 G(Pi(x))=486
[156094236760127,156123442367537] #NP=893656085 G(Pi(x))=550
[156123442367591,156152647975019] #NP=893641269 G(Pi(x))=497
[156152647975097,156181853582477] #NP=893641063 G(Pi(x))=485
[156181853582621,156211059189949] #NP=893620715 G(Pi(x))=491
[156211059190037,156240264797473] #NP=893624794 G(Pi(x))=493
[156240264797501,156269470404967] #NP=893628493 G(Pi(x))=489
[156269470404973,156298676012443] #NP=893607584 G(Pi(x))=518
[156298676012467,156327881619919] #NP=893604936 G(Pi(x))=545
[156327881619929,156357087227401] #NP=893580679 G(Pi(x))=501
[156357087227459,156386292834727] #NP=893608775 G(Pi(x))=516
[156386292834883,156415498442353] #NP=893616795 G(Pi(x))=557
[156415498442363,156444704049791] #NP=893568101 G(Pi(x))=504
[156444704049839,156473909657309] #NP=893574444 G(Pi(x))=519
[156473909657323,156503115264779] #NP=893599617 G(Pi(x))=521
[156503115264803,156534267912709] #NP=953127630 G(Pi(x))=566
[156534267912851,156565420560727] #NP=953140869 G(Pi(x))=559
[156565420560767,156596573208703] #NP=953135484 G(Pi(x))=511
[156596573208767,156627725856673] #NP=953118592 G(Pi(x))=536
[156627725856691,156658878504643] #NP=953125377 G(Pi(x))=516
[156658878504671,156690031152631] #NP=953114237 G(Pi(x))=511
[156690031152647,156721183800607] #NP=953086085 G(Pi(x))=551
[156721183800641,156752336448571] #NP=953104989 G(Pi(x))=527
[156752336448649,156783489096491] #NP=953113522 G(Pi(x))=495
[156783489096613,156814641744529] #NP=953076771 G(Pi(x))=533
[156814641744547,156845794392481] #NP=953064420 G(Pi(x))=495
[156845794392517,156876947040449] #NP=953058172 G(Pi(x))=507
[156876947040503,156908099688463] #NP=953069327 G(Pi(x))=533
[156908099688463,156939252336421] #NP=953077348 G(Pi(x))=532
[156939252336443,156970404984397] #NP=953051362 G(Pi(x))=580
[156970404984427,157001557632371] #NP=953068195 G(Pi(x))=539
[157001557632389,157032710280269] #NP=953017726 G(Pi(x))=524
[157032710280371,157063862928319] #NP=953049660 G(Pi(x))=529
[157063862928361,157095015576229] #NP=953053332 G(Pi(x))=515
[157095015576319,157126168224269] #NP=953065766 G(Pi(x))=535
[157126168224299,157157320872239] #NP=953011159 G(Pi(x))=441
[157157320872287,157188473520227] #NP=953028444 G(Pi(x))=525
[157188473520283,157219626168203] #NP=953011668 G(Pi(x))=471
[157219626168263,157250778816167] #NP=953034445 G(Pi(x))=553
[157250778816191,157281931464071] #NP=953002466 G(Pi(x))=517
[157281931464181,157313084112103] #NP=952990687 G(Pi(x))=520
[157313084112161,157344236760101] #NP=953001636 G(Pi(x))=509
[157344236760173,157375389408071] #NP=952975362 G(Pi(x))=611
[157375389408143,157406542055977] #NP=952994144 G(Pi(x))=507
[157406542056089,157437694703953] #NP=952996724 G(Pi(x))=528
[157437694704061,157468847352013] #NP=952974225 G(Pi(x))=469
[157468847352013,157499999999911] #NP=952929266 G(Pi(x))=531
[157500000000029,157519470404971] #NP=595572399 G(Pi(x))=487
[157519470405019,157538940809953] #NP=595613472 G(Pi(x))=485
[157538940810007,157558411214891] #NP=595586462 G(Pi(x))=517
[157558411214969,157577881619933] #NP=595589403 G(Pi(x))=523
[157577881619953,157597352024909] #NP=595586875 G(Pi(x))=555
[157597352024923,157616822429893] #NP=595605259 G(Pi(x))=552
[157616822429921,157636292834869] #NP=595593988 G(Pi(x))=501
[157636292834927,157655763239867] #NP=595569524 G(Pi(x))=491
[157655763239899,157675233644849] #NP=595571962 G(Pi(x))=533
[157675233644879,157694704049833] #NP=595583401 G(Pi(x))=464
[157694704049929,157714174454789] #NP=595577480 G(Pi(x))=491
[157714174454957,157733644859807] #NP=595582184 G(Pi(x))=489
[157733644859821,157753115264777] #NP=595556409 G(Pi(x))=552
[157753115264819,157772585669761] #NP=595552429 G(Pi(x))=502
[157772585669813,157792056074753] #NP=595549065 G(Pi(x))=461
[157792056074797,157811526479743] #NP=595568751 G(Pi(x))=506
[157811526479779,157830996884723] #NP=595560727 G(Pi(x))=473
[157830996884749,157850467289707] #NP=595564542 G(Pi(x))=479
[157850467289747,157869937694657] #NP=595529478 G(Pi(x))=539
[157869937694759,157889408099629] #NP=595551034 G(Pi(x))=487
[157889408099711,157908878504639] #NP=595546604 G(Pi(x))=463
[157908878504669,157928348909647] #NP=595539446 G(Pi(x))=479
[157928348909651,157947819314627] #NP=595514367 G(Pi(x))=470
[157947819314651,157967289719599] #NP=595558653 G(Pi(x))=497
[157967289719801,157986760124597] #NP=595535340 G(Pi(x))=489
[157986760124617,158006230529551] #NP=595534451 G(Pi(x))=512
[158006230529621,158025700934561] #NP=595558933 G(Pi(x))=498
[158025700934627,158045171339551] #NP=595533366 G(Pi(x))=543
[158045171339563,158064641744509] #NP=595512123 G(Pi(x))=549
[158064641744567,158084112149501] #NP=595545218 G(Pi(x))=579
[158084112149527,158103582554471] #NP=595527060 G(Pi(x))=505
[158103582554507,158123052959461] #NP=595543471 G(Pi(x))=470
[158123052959519,158142523364471] #NP=595506640 G(Pi(x))=492
[158142523364479,158161993769387] #NP=595519059 G(Pi(x))=486
[158161993769471,158181464174401] #NP=595553025 G(Pi(x))=501
[158181464174473,158200934579371] #NP=595534359 G(Pi(x))=541
[158200934579437,158228193146399] #NP=833711218 G(Pi(x))=544
[158228193146411,158255451713299] #NP=833730294 G(Pi(x))=509
[158255451713419,158282710280323] #NP=833710158 G(Pi(x))=495
[158282710280363,158309968847323] #NP=833723067 G(Pi(x))=564
[158309968847341,158337227414291] #NP=833712286 G(Pi(x))=510
[158337227414321,158364485981291] #NP=833704886 G(Pi(x))=505
[158364485981323,158391744548267] #NP=833710251 G(Pi(x))=517
[158391744548309,158419003115203] #NP=833708204 G(Pi(x))=533
[158419003115257,158448208722719] #NP=893239703 G(Pi(x))=523
[158448208722829,158477414330159] #NP=893233150 G(Pi(x))=589
[158477414330231,158506619937647] #NP=893231924 G(Pi(x))=519
[158506619937779,158535825545117] #NP=893235729 G(Pi(x))=567
[158535825545191,158565031152601] #NP=893222826 G(Pi(x))=501
[158565031152677,158594236760087] #NP=893224620 G(Pi(x))=533
[158594236760117,158623442367521] #NP=893187728 G(Pi(x))=494
[158623442367623,158652647974991] #NP=893201002 G(Pi(x))=503
[158652647975069,158681853582503] #NP=893211249 G(Pi(x))=512
[158681853582569,158711059190017] #NP=893200368 G(Pi(x))=521
[158711059190083,158740264797493] #NP=893171950 G(Pi(x))=467
[158740264797503,158769470404967] #NP=893187834 G(Pi(x))=506
[158769470405047,158798676012433] #NP=893154939 G(Pi(x))=506
[158798676012461,158827881619889] #NP=893188371 G(Pi(x))=537
[158827881619951,158857087227359] #NP=893163340 G(Pi(x))=490
[158857087227407,158886292834691] #NP=893156485 G(Pi(x))=629
[158886292834889,158915498442301] #NP=893130265 G(Pi(x))=527
[158915498442359,158944704049819] #NP=893170355 G(Pi(x))=597
[158944704049877,158973909657287] #NP=893138246 G(Pi(x))=479
[158973909657377,159003115264759] #NP=893156758 G(Pi(x))=473
[159003115264817,159034267912727] #NP=952675132 G(Pi(x))=525
[159034267912769,159065420560693] #NP=952659945 G(Pi(x))=529
[159065420560771,159096573208709] #NP=952664846 G(Pi(x))=479
[159096573208733,159127725856657] #NP=952662810 G(Pi(x))=510
[159127725856711,159158878504631] #NP=952654999 G(Pi(x))=538
[159158878504673,159190031152637] #NP=952647100 G(Pi(x))=595
[159190031152687,159221183800597] #NP=952657146 G(Pi(x))=565
[159221183800717,159252336448547] #NP=952622461 G(Pi(x))=517
[159252336448591,159283489096559] #NP=952638401 G(Pi(x))=528
[159283489096573,159314641744487] #NP=952623080 G(Pi(x))=495
[159314641744589,159345794392489] #NP=952619464 G(Pi(x))=509
[159345794392523,159376947040417] #NP=952623645 G(Pi(x))=557
[159376947040499,159408099688463] #NP=952597861 G(Pi(x))=543
[159408099688463,159439252336379] #NP=952606576 G(Pi(x))=513
[159439252336457,159470404984403] #NP=952592501 G(Pi(x))=474
[159470404984427,159501557632349] #NP=952583213 G(Pi(x))=521
[159501557632397,159532710280337] #NP=952583312 G(Pi(x))=577
[159532710280373,159563862928291] #NP=952585004 G(Pi(x))=539
[159563862928361,159595015576247] #NP=952585591 G(Pi(x))=588
[159595015576363,159626168224277] #NP=952573258 G(Pi(x))=529
[159626168224301,159657320872241] #NP=952550570 G(Pi(x))=517
[159657320872267,159688473520211] #NP=952573081 G(Pi(x))=574
[159688473520249,159719626168187] #NP=952569322 G(Pi(x))=527
[159719626168217,159750778816159] #NP=952560753 G(Pi(x))=560
[159750778816271,159781931464151] #NP=952551514 G(Pi(x))=486
[159781931464249,159813084112133] #NP=952507877 G(Pi(x))=476
[159813084112159,159844236760093] #NP=952520451 G(Pi(x))=505
[159844236760123,159875389408043] #NP=952538144 G(Pi(x))=521
[159875389408223,159906542056021] #NP=952519695 G(Pi(x))=489
[159906542056087,159937694704003] #NP=952522402 G(Pi(x))=494
[159937694704061,159968847351967] #NP=952516006 G(Pi(x))=496
[159968847352031,159999999999971] #NP=952474902 G(Pi(x))=501
[160000000000069,160019470404977] #NP=595303218 G(Pi(x))=575
[160019470405021,160038940809953] #NP=595317570 G(Pi(x))=481
[160038940810009,160058411214941] #NP=595320427 G(Pi(x))=531
[160058411214971,160077881619917] #NP=595319638 G(Pi(x))=465
[160077881619961,160097352024901] #NP=595296429 G(Pi(x))=585
[160097352024949,160116822429881] #NP=595297469 G(Pi(x))=523
[160116822429917,160136292834883] #NP=595296881 G(Pi(x))=491
[160136292834913,160155763239859] #NP=595283505 G(Pi(x))=505
[160155763239893,160175233644847] #NP=595336610 G(Pi(x))=475
[160175233644857,160194704049797] #NP=595293190 G(Pi(x))=521
[160194704049883,160214174454809] #NP=595285371 G(Pi(x))=585
[160214174454839,160233644859779] #NP=595277759 G(Pi(x))=526
[160233644859853,160253115264769] #NP=595277727 G(Pi(x))=497
[160253115264793,160272585669751] #NP=595285093 G(Pi(x))=501
[160272585669803,160292056074707] #NP=595294061 G(Pi(x))=529
[160292056074853,160311526479743] #NP=595279627 G(Pi(x))=461
[160311526479763,160330996884613] #NP=595288915 G(Pi(x))=521
[160330996884767,160350467289689] #NP=595256957 G(Pi(x))=524
[160350467289731,160369937694667] #NP=595268550 G(Pi(x))=552
[160369937694727,160389408099667] #NP=595261266 G(Pi(x))=475
[160389408099709,160408878504631] #NP=595268517 G(Pi(x))=534
[160408878504773,160428348909637] #NP=595275698 G(Pi(x))=535
[160428348909649,160447819314623] #NP=595263419 G(Pi(x))=495
[160447819314637,160467289719613] #NP=595269494 G(Pi(x))=527
[160467289719689,160486760124599] #NP=595273979 G(Pi(x))=513
[160486760124601,160506230529581] #NP=595252969 G(Pi(x))=491
[160506230529587,160525700934553] #NP=595252622 G(Pi(x))=562
[160525700934601,160545171339499] #NP=595253556 G(Pi(x))=521
[160545171339569,160564641744523] #NP=595247111 G(Pi(x))=469
[160564641744547,160584112149511] #NP=595234423 G(Pi(x))=502
[160584112149641,160603582554479] #NP=595246863 G(Pi(x))=502
[160603582554511,160623052959461] #NP=595250420 G(Pi(x))=507
[160623052959527,160642523364451] #NP=595242899 G(Pi(x))=560
[160642523364493,160661993769439] #NP=595215763 G(Pi(x))=509
[160661993769503,160681464174433] #NP=595211282 G(Pi(x))=517
[160681464174461,160700934579413] #NP=595259845 G(Pi(x))=468
[160700934579457,160728193146397] #NP=833327428 G(Pi(x))=472
[160728193146473,160755451713301] #NP=833339211 G(Pi(x))=522
[160755451713413,160782710280341] #NP=833298743 G(Pi(x))=596
[160782710280383,160809968847323] #NP=833334307 G(Pi(x))=542
[160809968847391,160837227414313] #NP=833320643 G(Pi(x))=485
[160837227414431,160864485981239] #NP=833285846 G(Pi(x))=532
[160864485981317,160891744548257] #NP=833281996 G(Pi(x))=467
[160891744548397,160919003115181] #NP=833279520 G(Pi(x))=539
[160919003115251,160948208722699] #NP=892784136 G(Pi(x))=532
[160948208722739,160977414330157] #NP=892793881 G(Pi(x))=531
[160977414330221,161006619937649] #NP=892792566 G(Pi(x))=485
[161006619937781,161035825545139] #NP=892796804 G(Pi(x))=488
[161035825545163,161065031152609] #NP=892772017 G(Pi(x))=535
[161065031152651,161094236760101] #NP=892800219 G(Pi(x))=638
[161094236760113,161123442367577] #NP=892797474 G(Pi(x))=486
[161123442367631,161152647975049] #NP=892753615 G(Pi(x))=529
[161152647975107,161181853582493] #NP=892786819 G(Pi(x))=496
[161181853582553,161211059189977] #NP=892762631 G(Pi(x))=514
[161211059190043,161240264797483] #NP=892763207 G(Pi(x))=505
[161240264797517,161269470404971] #NP=892760947 G(Pi(x))=550
[161269470404993,161298676012423] #NP=892764931 G(Pi(x))=565
[161298676012459,161327881619917] #NP=892732973 G(Pi(x))=543
[161327881620077,161357087227403] #NP=892740570 G(Pi(x))=510
[161357087227403,161386292834863] #NP=892717809 G(Pi(x))=487
[161386292834933,161415498442279] #NP=892703828 G(Pi(x))=509
[161415498442447,161444704049809] #NP=892726207 G(Pi(x))=640
[161444704049851,161473909657309] #NP=892726566 G(Pi(x))=541
[161473909657373,161503115264723] #NP=892716537 G(Pi(x))=477
[161503115264791,161534267912749] #NP=952238559 G(Pi(x))=561
[161534267912863,161565420560689] #NP=952241652 G(Pi(x))=485
[161565420560759,161596573208699] #NP=952213935 G(Pi(x))=496
[161596573208717,161627725856617] #NP=952211224 G(Pi(x))=495
[161627725856759,161658878504573] #NP=952204388 G(Pi(x))=509
[161658878504713,161690031152539] #NP=952173005 G(Pi(x))=506
[161690031152659,161721183800587] #NP=952210861 G(Pi(x))=581
[161721183800623,161752336448519] #NP=952176644 G(Pi(x))=506
[161752336448629,161783489096431] #NP=952157311 G(Pi(x))=496
[161783489096597,161814641744513] #NP=952172594 G(Pi(x))=472
[161814641744549,161845794392459] #NP=952177998 G(Pi(x))=529
[161845794392539,161876947040441] #NP=952180127 G(Pi(x))=551
[161876947040489,161908099688399] #NP=952137065 G(Pi(x))=489
[161908099688579,161939252336431] #NP=952163039 G(Pi(x))=509
[161939252336489,161970404984413] #NP=952141292 G(Pi(x))=525
[161970404984413,162001557632371] #NP=952137068 G(Pi(x))=499
[162001557632441,162032710280213] #NP=952116299 G(Pi(x))=507
[162032710280417,162063862928311] #NP=952147083 G(Pi(x))=542
[162063862928377,162095015576311] #NP=952121543 G(Pi(x))=533
[162095015576321,162126168224149] #NP=952123514 G(Pi(x))=485
[162126168224387,162157320872257] #NP=952089154 G(Pi(x))=589
[162157320872269,162188473520219] #NP=952108069 G(Pi(x))=462
[162188473520251,162219626168189] #NP=952103074 G(Pi(x))=523
[162219626168251,162250778816171] #NP=952098753 G(Pi(x))=541
[162250778816213,162281931464113] #NP=952105782 G(Pi(x))=521
[162281931464167,162313084112107] #NP=952092049 G(Pi(x))=493
[162313084112149,162344236760033] #NP=952077939 G(Pi(x))=500
[162344236760117,162375389408077] #NP=952049994 G(Pi(x))=613
[162375389408131,162406542056063] #NP=952063695 G(Pi(x))=526
[162406542056063,162437694704027] #NP=952061525 G(Pi(x))=501
[162437694704041,162468847351949] #NP=952028286 G(Pi(x))=517
[162468847352017,162499999999949] #NP=952053002 G(Pi(x))=522
[162500000000029,162519470404943] #NP=595015118 G(Pi(x))=476
[162519470404999,162538940809937] #NP=595049251 G(Pi(x))=541
[162538940810003,162558411214943] #NP=595030384 G(Pi(x))=489
[162558411214963,162577881619913] #NP=595016499 G(Pi(x))=486
[162577881619999,162597352024907] #NP=595012234 G(Pi(x))=545
[162597352024951,162616822429903] #NP=595031409 G(Pi(x))=517
[162616822429949,162636292834753] #NP=595013853 G(Pi(x))=529
[162636292834901,162655763239813] #NP=595010918 G(Pi(x))=465
[162655763239939,162675233644817] #NP=595011576 G(Pi(x))=505
[162675233644999,162694704049799] #NP=595010374 G(Pi(x))=566
[162694704049873,162714174454757] #NP=594994785 G(Pi(x))=485
[162714174454841,162733644859801] #NP=595002039 G(Pi(x))=552
[162733644859811,162753115264781] #NP=595003238 G(Pi(x))=555
[162753115264799,162772585669723] #NP=595002395 G(Pi(x))=499
[162772585669789,162792056074741] #NP=594989607 G(Pi(x))=553
[162792056074771,162811526479741] #NP=595004784 G(Pi(x))=448
[162811526479783,162830996884679] #NP=594987089 G(Pi(x))=584
[162830996884733,162850467289633] #NP=594970241 G(Pi(x))=528
[162850467289753,162869937694657] #NP=594996546 G(Pi(x))=517
[162869937694747,162889408099661] #NP=594976098 G(Pi(x))=517
[162889408099703,162908878504663] #NP=595004360 G(Pi(x))=529
[162908878504679,162928348909637] #NP=594987537 G(Pi(x))=481
[162928348909691,162947819314619] #NP=594968711 G(Pi(x))=469
[162947819314661,162967289719607] #NP=594983235 G(Pi(x))=540
[162967289719631,162986760124597] #NP=594992010 G(Pi(x))=479
[162986760124607,163006230529579] #NP=594983074 G(Pi(x))=471
[163006230529601,163025700934541] #NP=594970234 G(Pi(x))=525
[163025700934573,163045171339543] #NP=594978581 G(Pi(x))=511
[163045171339591,163064641744463] #NP=594978561 G(Pi(x))=477
[163064641744583,163084112149501] #NP=594959139 G(Pi(x))=520
[163084112149529,163103582554499] #NP=594964535 G(Pi(x))=597
[163103582554519,163123052959367] #NP=594989922 G(Pi(x))=529
[163123052959501,163142523364421] #NP=594946984 G(Pi(x))=522
[163142523364477,163161993769429] #NP=594944787 G(Pi(x))=481
[163161993769483,163181464174439] #NP=594956957 G(Pi(x))=504
[163181464174513,163200934579411] #NP=594964400 G(Pi(x))=457
[163200934579427,163228193146397] #NP=832908440 G(Pi(x))=514
[163228193146429,163255451713373] #NP=832939418 G(Pi(x))=535
[163255451713391,163282710280337] #NP=832908091 G(Pi(x))=485
[163282710280423,163309968847247] #NP=832903605 G(Pi(x))=557
[163309968847369,163337227414289] #NP=832912278 G(Pi(x))=500
[163337227414477,163364485981253] #NP=832904477 G(Pi(x))=579
[163364485981363,163391744548141] #NP=832908197 G(Pi(x))=512
[163391744548273,163419003115237] #NP=832910413 G(Pi(x))=491
[163419003115261,163448208722723] #NP=892383712 G(Pi(x))=539
[163448208722731,163477414330177] #NP=892398510 G(Pi(x))=513
[163477414330249,163506619937677] #NP=892386275 G(Pi(x))=502
[163506619937693,163535825545091] #NP=892364755 G(Pi(x))=475
[163535825545163,163565031152437] #NP=892372866 G(Pi(x))=473
[163565031152651,163594236760109] #NP=892358861 G(Pi(x))=517
[163594236760183,163623442367569] #NP=892372925 G(Pi(x))=521
[163623442367599,163652647974917] #NP=892348322 G(Pi(x))=525
[163652647975099,163681853582497] #NP=892339219 G(Pi(x))=511
[163681853582543,163711059190001] #NP=892351545 G(Pi(x))=523
[163711059190069,163740264797411] #NP=892326691 G(Pi(x))=505
[163740264797513,163769470404941] #NP=892345933 G(Pi(x))=513
[163769470404979,163798676012449] #NP=892359898 G(Pi(x))=536
[163798676012449,163827881619859] #NP=892309274 G(Pi(x))=544
[163827881619937,163857087227401] #NP=892318339 G(Pi(x))=493
[163857087227413,163886292834853] #NP=892315099 G(Pi(x))=485
[163886292834881,163915498442351] #NP=892312103 G(Pi(x))=525
[163915498442369,163944704049793] #NP=892315461 G(Pi(x))=489
[163944704049869,163973909657237] #NP=892300828 G(Pi(x))=571
[163973909657317,164003115264731] #NP=892306002 G(Pi(x))=529
[164003115264811,164034267912721] #NP=951770516 G(Pi(x))=545
[164034267912799,164065420560737] #NP=951788079 G(Pi(x))=555
[164065420560749,164096573208691] #NP=951772160 G(Pi(x))=531
[164096573208767,164127725856667] #NP=951741009 G(Pi(x))=528
[164127725856697,164158878504659] #NP=951764757 G(Pi(x))=565
[164158878504697,164190031152617] #NP=951777794 G(Pi(x))=523
[164190031152673,164221183800577] #NP=951761713 G(Pi(x))=545
[164221183800631,164252336448583] #NP=951726086 G(Pi(x))=486
[164252336448679,164283489096557] #NP=951743569 G(Pi(x))=515
[164283489096577,164314641744527] #NP=951759579 G(Pi(x))=479
[164314641744541,164345794392509] #NP=951720973 G(Pi(x))=509
[164345794392623,164376947040463] #NP=951715474 G(Pi(x))=617
[164376947040497,164408099688421] #NP=951697386 G(Pi(x))=526
[164408099688467,164439252336433] #NP=951697931 G(Pi(x))=542
[164439252336449,164470404984401] #NP=951708271 G(Pi(x))=481
[164470404984469,164501557632341] #NP=951680142 G(Pi(x))=471
[164501557632431,164532710280329] #NP=951671212 G(Pi(x))=481
[164532710280401,164563862928307] #NP=951683885 G(Pi(x))=521
[164563862928359,164595015576301] #NP=951691814 G(Pi(x))=509
[164595015576367,164626168224247] #NP=951695373 G(Pi(x))=503
[164626168224293,164657320872227] #NP=951673117 G(Pi(x))=539
[164657320872313,164688473520169] #NP=951668878 G(Pi(x))=493
[164688473520247,164719626168199] #NP=951666668 G(Pi(x))=489
[164719626168257,164750778816139] #NP=951652662 G(Pi(x))=539
[164750778816203,164781931464121] #NP=951639290 G(Pi(x))=481
[164781931464181,164813084112113] #NP=951607275 G(Pi(x))=531
[164813084112139,164844236760101] #NP=951632329 G(Pi(x))=526
[164844236760139,164875389408053] #NP=951611877 G(Pi(x))=513
[164875389408113,164906542056043] #NP=951635387 G(Pi(x))=595
[164906542056073,164937694704023] #NP=951625987 G(Pi(x))=515
[164937694704049,164968847351999] #NP=951641814 G(Pi(x))=533
[164968847352091,164999999999881] #NP=951600794 G(Pi(x))=511
[165000000000013,165019470404959] #NP=594760969 G(Pi(x))=525
[165019470405019,165038940809909] #NP=594768817 G(Pi(x))=533
[165038940809969,165058411214947] #NP=594742517 G(Pi(x))=554
[165058411214959,165077881619909] #NP=594749962 G(Pi(x))=531
[165077881619971,165097352024911] #NP=594746091 G(Pi(x))=497
[165097352024929,165116822429879] #NP=594723242 G(Pi(x))=526
[165116822429957,165136292834827] #NP=594740086 G(Pi(x))=514
[165136292834951,165155763239867] #NP=594733284 G(Pi(x))=554
[165155763239897,165175233644821] #NP=594742303 G(Pi(x))=468
[165175233644891,165194704049819] #NP=594742116 G(Pi(x))=551
[165194704049863,165214174454809] #NP=594731072 G(Pi(x))=471
[165214174454827,165233644859783] #NP=594722519 G(Pi(x))=501
[165233644859821,165253115264729] #NP=594700889 G(Pi(x))=479
[165253115264879,165272585669771] #NP=594729497 G(Pi(x))=502
[165272585669777,165292056074713] #NP=594716831 G(Pi(x))=477
[165292056074771,165311526479657] #NP=594716471 G(Pi(x))=484
[165311526479747,165330996884723] #NP=594736826 G(Pi(x))=489
[165330996884731,165350467289687] #NP=594733872 G(Pi(x))=486
[165350467289713,165369937694671] #NP=594715656 G(Pi(x))=502
[165369937694723,165389408099659] #NP=594694335 G(Pi(x))=589
[165389408099687,165408878504629] #NP=594708422 G(Pi(x))=502
[165408878504699,165428348909647] #NP=594700616 G(Pi(x))=497
[165428348909651,165447819314597] #NP=594727637 G(Pi(x))=455
[165447819314641,165467289719579] #NP=594714294 G(Pi(x))=522
[165467289719639,165486760124533] #NP=594681425 G(Pi(x))=476
[165486760124659,165506230529551] #NP=594691821 G(Pi(x))=503
[165506230529597,165525700934549] #NP=594695063 G(Pi(x))=489
[165525700934569,165545171339549] #NP=594698603 G(Pi(x))=519
[165545171339579,165564641744527] #NP=594660777 G(Pi(x))=513
[165564641744561,165584112149429] #NP=594693209 G(Pi(x))=515
[165584112149527,165603582554503] #NP=594680278 G(Pi(x))=551
[165603582554549,165623052959423] #NP=594702362 G(Pi(x))=515
[165623052959491,165642523364467] #NP=594687452 G(Pi(x))=597
[165642523364497,165661993769423] #NP=594684266 G(Pi(x))=499
[165661993769549,165681464174351] #NP=594662757 G(Pi(x))=505
[165681464174459,165700934579399] #NP=594668801 G(Pi(x))=529
[165700934579429,165728193146401] #NP=832541190 G(Pi(x))=487
[165728193146443,165755451713347] #NP=832531635 G(Pi(x))=532
[165755451713429,165782710280347] #NP=832528713 G(Pi(x))=535
[165782710280381,165809968847317] #NP=832552065 G(Pi(x))=473
[165809968847351,165837227414297] #NP=832523731 G(Pi(x))=488
[165837227414321,165864485981251] #NP=832540782 G(Pi(x))=517
[165864485981323,165891744548249] #NP=832542438 G(Pi(x))=513
[165891744548293,165919003115209] #NP=832494373 G(Pi(x))=525
[165919003115303,165948208722719] #NP=891975521 G(Pi(x))=502
[165948208722731,165977414330153] #NP=891965124 G(Pi(x))=487
[165977414330209,166006619937569] #NP=891972751 G(Pi(x))=602
[166006619937707,166035825545119] #NP=891975305 G(Pi(x))=529
[166035825545189,166065031152613] #NP=891941745 G(Pi(x))=557
[166065031152689,166094236760107] #NP=891954245 G(Pi(x))=481
[166094236760119,166123442367587] #NP=891940417 G(Pi(x))=519
[166123442367587,166152647975023] #NP=891936309 G(Pi(x))=561
[166152647975087,166181853582533] #NP=891930478 G(Pi(x))=519
[166181853582553,166211059189997] #NP=891942699 G(Pi(x))=519
[166211059190041,166240264797491] #NP=891966739 G(Pi(x))=549
[166240264797521,166269470404967] #NP=891905172 G(Pi(x))=552
[166269470404991,166298676012421] #NP=891915060 G(Pi(x))=525
[166298676012479,166327881619891] #NP=891931729 G(Pi(x))=516
[166327881619927,166357087227391] #NP=891910327 G(Pi(x))=502
[166357087227413,166386292834837] #NP=891896964 G(Pi(x))=510
[166386292834943,166415498442353] #NP=891895206 G(Pi(x))=613
[166415498442397,166444704049747] #NP=891907239 G(Pi(x))=483
[166444704049837,166473909657277] #NP=891887215 G(Pi(x))=502
[166473909657347,166503115264763] #NP=891888567 G(Pi(x))=509
[166503115264813,166534267912757] #NP=951338008 G(Pi(x))=582
[166534267912769,166565420560703] #NP=951355936 G(Pi(x))=591
[166565420560739,166596573208691] #NP=951325853 G(Pi(x))=491
[166596573208727,166627725856661] #NP=951318182 G(Pi(x))=534
[166627725856777,166658878504649] #NP=951298733 G(Pi(x))=544
[166658878504673,166690031152637] #NP=951293723 G(Pi(x))=481
[166690031152639,166721183800573] #NP=951315092 G(Pi(x))=478
[166721183800667,166752336448549] #NP=951318358 G(Pi(x))=531
[166752336448609,166783489096529] #NP=951290523 G(Pi(x))=511
[166783489096577,166814641744523] #NP=951269971 G(Pi(x))=523
[166814641744567,166845794392499] #NP=951309461 G(Pi(x))=515
[166845794392549,166876947040439] #NP=951270203 G(Pi(x))=515
[166876947040523,166908099688439] #NP=951256111 G(Pi(x))=495
[166908099688483,166939252336331] #NP=951270421 G(Pi(x))=497
[166939252336471,166970404984403] #NP=951305843 G(Pi(x))=497
[166970404984489,167001557632387] #NP=951256825 G(Pi(x))=514
[167001557632439,167032710280201] #NP=951252350 G(Pi(x))=485
[167032710280367,167063862928331] #NP=951235455 G(Pi(x))=609
[167063862928363,167095015576301] #NP=951254598 G(Pi(x))=509
[167095015576327,167126168224247] #NP=951212231 G(Pi(x))=544
[167126168224307,167157320872259] #NP=951199984 G(Pi(x))=569
[167157320872279,167188473520223] #NP=951214352 G(Pi(x))=543
[167188473520241,167219626168163] #NP=951228917 G(Pi(x))=474
[167219626168247,167250778816139] #NP=951217307 G(Pi(x))=497
[167250778816193,167281931464147] #NP=951215903 G(Pi(x))=518
[167281931464169,167313084112127] #NP=951186969 G(Pi(x))=518
[167313084112147,167344236760093] #NP=951228015 G(Pi(x))=620
[167344236760187,167375389408061] #NP=951195157 G(Pi(x))=670
[167375389408133,167406542055919] #NP=951191569 G(Pi(x))=471
[167406542056067,167437694704019] #NP=951197610 G(Pi(x))=485
[167437694704051,167468847351991] #NP=951179975 G(Pi(x))=509
[167468847352049,167499999999971] #NP=951186920 G(Pi(x))=585
[167500000000013,167519470404929] #NP=594482559 G(Pi(x))=609
[167519470404997,167538940809937] #NP=594464210 G(Pi(x))=477
[167538940809979,167558411214941] #NP=594462334 G(Pi(x))=531
[167558411214977,167577881619917] #NP=594478896 G(Pi(x))=497
[167577881619971,167597352024859] #NP=594476275 G(Pi(x))=567
[167597352024929,167616822429899] #NP=594472457 G(Pi(x))=505
[167616822429929,167636292834827] #NP=594466653 G(Pi(x))=469
[167636292834917,167655763239857] #NP=594474277 G(Pi(x))=535
[167655763239929,167675233644839] #NP=594435103 G(Pi(x))=471
[167675233644859,167694704049823] #NP=594452221 G(Pi(x))=464
[167694704049853,167714174454817] #NP=594468897 G(Pi(x))=464
[167714174454829,167733644859749] #NP=594462711 G(Pi(x))=493
[167733644859829,167753115264769] #NP=594476400 G(Pi(x))=582
[167753115264803,167772585669737] #NP=594465707 G(Pi(x))=545
[167772585669779,167792056074739] #NP=594451528 G(Pi(x))=569
[167792056074791,167811526479697] #NP=594420448 G(Pi(x))=478
[167811526479767,167830996884659] #NP=594443193 G(Pi(x))=538
[167830996884799,167850467289691] #NP=594456324 G(Pi(x))=525
[167850467289733,167869937694677] #NP=594434966 G(Pi(x))=485
[167869937694731,167889408099671] #NP=594439145 G(Pi(x))=525
[167889408099701,167908878504637] #NP=594446626 G(Pi(x))=551
[167908878504673,167928348909589] #NP=594446497 G(Pi(x))=563
[167928348909683,167947819314631] #NP=594426960 G(Pi(x))=481
[167947819314727,167967289719589] #NP=594435606 G(Pi(x))=541
[167967289719631,167986760124539] #NP=594444730 G(Pi(x))=521
[167986760124731,168006230529583] #NP=594419778 G(Pi(x))=481
[168006230529619,168025700934523] #NP=594427125 G(Pi(x))=685
[168025700934583,168045171339523] #NP=594441414 G(Pi(x))=479
[168045171339557,168064641744449] #NP=594416432 G(Pi(x))=492
[168064641744619,168084112149487] #NP=594413686 G(Pi(x))=509
[168084112149557,168103582554463] #NP=594410649 G(Pi(x))=529
[168103582554521,168123052959479] #NP=594415382 G(Pi(x))=462
[168123052959553,168142523364457] #NP=594413304 G(Pi(x))=469
[168142523364523,168161993769433] #NP=594393900 G(Pi(x))=461
[168161993769509,168181464174397] #NP=594417188 G(Pi(x))=501
[168181464174457,168200934579409] #NP=594373409 G(Pi(x))=565
[168200934579443,168228193146389] #NP=832181890 G(Pi(x))=559
[168228193146437,168255451713331] #NP=832167449 G(Pi(x))=574
[168255451713431,168282710280353] #NP=832152512 G(Pi(x))=512
[168282710280359,168309968847299] #NP=832163951 G(Pi(x))=520
[168309968847341,168337227414269] #NP=832159373 G(Pi(x))=539
[168337227414463,168364485981271] #NP=832166618 G(Pi(x))=501
[168364485981311,168391744548257] #NP=832099164 G(Pi(x))=643
[168391744548283,168419003115247] #NP=832120802 G(Pi(x))=563
[168419003115277,168448208722721] #NP=891554649 G(Pi(x))=513
[168448208722741,168477414330191] #NP=891580375 G(Pi(x))=578
[168477414330221,168506619937637] #NP=891551766 G(Pi(x))=485
[168506619937687,168535825545127] #NP=891551303 G(Pi(x))=520
[168535825545161,168565031152589] #NP=891551353 G(Pi(x))=507
[168565031152669,168594236760083] #NP=891566594 G(Pi(x))=515
[168594236760139,168623442367561] #NP=891534487 G(Pi(x))=503
[168623442367619,168652647975059] #NP=891513743 G(Pi(x))=510
[168652647975101,168681853582499] #NP=891515917 G(Pi(x))=499
[168681853582597,168711059189947] #NP=891523527 G(Pi(x))=557
[168711059190061,168740264797477] #NP=891537852 G(Pi(x))=511
[168740264797571,168769470404933] #NP=891502996 G(Pi(x))=525
[168769470405007,168798676012433] #NP=891502690 G(Pi(x))=503
[168798676012471,168827881619897] #NP=891504581 G(Pi(x))=489
[168827881620011,168857087227403] #NP=891498585 G(Pi(x))=529
[168857087227403,168886292834879] #NP=891501219 G(Pi(x))=521
[168886292834921,168915498442333] #NP=891491501 G(Pi(x))=495
[168915498442367,168944704049801] #NP=891480054 G(Pi(x))=624
[168944704049837,168973909657297] #NP=891472000 G(Pi(x))=476
[168973909657391,169003115264783] #NP=891500631 G(Pi(x))=507
[169003115264791,169034267912723] #NP=950899853 G(Pi(x))=543
[169034267912779,169065420560737] #NP=950900798 G(Pi(x))=493
[169065420560789,169096573208627] #NP=950894002 G(Pi(x))=494
[169096573208743,169127725856629] #NP=950882744 G(Pi(x))=505
[169127725856711,169158878504663] #NP=950886161 G(Pi(x))=538
[169158878504663,169190031152599] #NP=950877104 G(Pi(x))=481
[169190031152663,169221183800609] #NP=950871410 G(Pi(x))=491
[169221183800633,169252336448579] #NP=950865086 G(Pi(x))=540
[169252336448617,169283489096543] #NP=950862840 G(Pi(x))=497
[169283489096671,169314641744513] #NP=950875823 G(Pi(x))=535
[169314641744579,169345794392447] #NP=950830830 G(Pi(x))=498
[169345794392521,169376947040471] #NP=950837415 G(Pi(x))=513
[169376947040519,169408099688459] #NP=950845160 G(Pi(x))=481
[169408099688533,169439252336369] #NP=950856757 G(Pi(x))=515
[169439252336447,169470404984407] #NP=950837256 G(Pi(x))=619
[169470404984483,169501557632353] #NP=950835749 G(Pi(x))=576
[169501557632399,169532710280363] #NP=950818398 G(Pi(x))=561
[169532710280363,169563862928279] #NP=950829633 G(Pi(x))=523
[169563862928347,169595015576303] #NP=950808445 G(Pi(x))=558
[169595015576351,169626168224287] #NP=950821784 G(Pi(x))=511
[169626168224291,169657320872251] #NP=950815044 G(Pi(x))=507
[169657320872327,169688473520213] #NP=950779760 G(Pi(x))=493
[169688473520309,169719626168177] #NP=950779772 G(Pi(x))=517
[169719626168263,169750778816093] #NP=950785071 G(Pi(x))=473
[169750778816189,169781931464137] #NP=950764185 G(Pi(x))=583
[169781931464191,169813084112027] #NP=950787805 G(Pi(x))=483
[169813084112149,169844236760059] #NP=950758625 G(Pi(x))=515
[169844236760171,169875389408057] #NP=950754925 G(Pi(x))=543
[169875389408089,169906542056033] #NP=950770891 G(Pi(x))=511
[169906542056189,169937694703981] #NP=950743795 G(Pi(x))=529
[169937694704039,169968847351993] #NP=950738132 G(Pi(x))=532
[169968847352023,169999999999897] #NP=950735788 G(Pi(x))=649
[170000000000041,170019470404913] #NP=594199562 G(Pi(x))=575
[170019470405021,170038940809967] #NP=594222523 G(Pi(x))=527
[170038940809999,170058411214873] #NP=594210968 G(Pi(x))=455
[170058411215027,170077881619927] #NP=594188973 G(Pi(x))=549
[170077881619979,170097352024907] #NP=594181878 G(Pi(x))=511
[170097352025011,170116822429889] #NP=594176560 G(Pi(x))=560
[170116822429919,170136292834883] #NP=594177920 G(Pi(x))=521
[170136292834889,170155763239853] #NP=594206356 G(Pi(x))=521
[170155763239921,170175233644831] #NP=594185354 G(Pi(x))=469
[170175233644861,170194704049819] #NP=594190014 G(Pi(x))=567
[170194704049883,170214174454787] #NP=594172344 G(Pi(x))=497
[170214174454829,170233644859801] #NP=594184385 G(Pi(x))=541
[170233644859819,170253115264787] #NP=594171191 G(Pi(x))=526
[170253115264849,170272585669757] #NP=594172099 G(Pi(x))=525
[170272585669787,170292056074747] #NP=594179580 G(Pi(x))=557
[170292056074769,170311526479741] #NP=594170806 G(Pi(x))=484
[170311526479777,170330996884681] #NP=594180924 G(Pi(x))=469
[170330996884751,170350467289631] #NP=594166078 G(Pi(x))=507
[170350467289721,170369937694687] #NP=594160628 G(Pi(x))=533
[170369937694699,170389408099679] #NP=594176537 G(Pi(x))=549
[170389408099723,170408878504607] #NP=594183735 G(Pi(x))=483
[170408878504673,170428348909631] #NP=594156482 G(Pi(x))=477
[170428348909667,170447819314613] #NP=594171782 G(Pi(x))=525
[170447819314651,170467289719613] #NP=594165900 G(Pi(x))=467
[170467289719631,170486760124591] #NP=594148627 G(Pi(x))=473
[170486760124621,170506230529559] #NP=594162664 G(Pi(x))=490
[170506230529597,170525700934553] #NP=594170731 G(Pi(x))=558
[170525700934703,170545171339537] #NP=594146100 G(Pi(x))=507
[170545171339603,170564641744487] #NP=594153100 G(Pi(x))=547
[170564641744543,170584112149501] #NP=594142738 G(Pi(x))=535
[170584112149643,170603582554477] #NP=594152531 G(Pi(x))=511
[170603582554511,170623052959487] #NP=594148135 G(Pi(x))=569
[170623052959507,170642523364441] #NP=594142164 G(Pi(x))=517
[170642523364519,170661993769453] #NP=594123478 G(Pi(x))=504
[170661993769457,170681464174409] #NP=594147970 G(Pi(x))=561
[170681464174451,170700934579423] #NP=594148717 G(Pi(x))=490
[170700934579573,170728193146297] #NP=831783060 G(Pi(x))=582
[170728193146417,170755451713373] #NP=831803018 G(Pi(x))=489
[170755451713397,170782710280339] #NP=831771610 G(Pi(x))=489
[170782710280361,170809968847313] #NP=831786976 G(Pi(x))=534
[170809968847337,170837227414241] #NP=831771347 G(Pi(x))=541
[170837227414349,170864485981223] #NP=831780713 G(Pi(x))=533
[170864485981361,170891744548267] #NP=831773746 G(Pi(x))=535
[170891744548289,170919003115153] #NP=831770568 G(Pi(x))=513
[170919003115261,170948208722693] #NP=891179385 G(Pi(x))=544
[170948208722741,170977414330193] #NP=891158828 G(Pi(x))=563
[170977414330267,171006619937663] #NP=891144373 G(Pi(x))=501
[171006619937731,171035825545121] #NP=891136740 G(Pi(x))=578
[171035825545213,171065031152597] #NP=891129117 G(Pi(x))=531
[171065031152657,171094236760087] #NP=891133129 G(Pi(x))=563
[171094236760217,171123442367569] #NP=891149755 G(Pi(x))=502
[171123442367609,171152647975027] #NP=891155904 G(Pi(x))=555
[171152647975073,171181853582501] #NP=891124794 G(Pi(x))=477
[171181853582647,171211059189979] #NP=891094858 G(Pi(x))=515
[171211059190051,171240264797473] #NP=891130265 G(Pi(x))=601
[171240264797513,171269470404881] #NP=891117212 G(Pi(x))=645
[171269470404973,171298676012411] #NP=891099996 G(Pi(x))=520
[171298676012459,171327881619919] #NP=891101624 G(Pi(x))=511
[171327881619931,171357087227401] #NP=891121818 G(Pi(x))=590
[171357087227411,171386292834871] #NP=891105185 G(Pi(x))=528
[171386292834881,171415498442281] #NP=891101550 G(Pi(x))=549
[171415498442411,171444704049821] #NP=891101289 G(Pi(x))=577
[171444704049841,171473909657293] #NP=891072360 G(Pi(x))=530
[171473909657341,171503115264751] #NP=891070333 G(Pi(x))=465
[171503115264857,171534267912739] #NP=950485663 G(Pi(x))=529
[171534267912797,171565420560731] #NP=950458601 G(Pi(x))=573
[171565420560757,171596573208713] #NP=950501368 G(Pi(x))=493
[171596573208713,171627725856661] #NP=950479389 G(Pi(x))=571
[171627725856701,171658878504613] #NP=950471820 G(Pi(x))=534
[171658878504677,171690031152637] #NP=950449910 G(Pi(x))=602
[171690031152643,171721183800563] #NP=950418973 G(Pi(x))=479
[171721183800619,171752336448569] #NP=950463660 G(Pi(x))=505
[171752336448607,171783489096523] #NP=950436360 G(Pi(x))=529
[171783489096601,171814641744461] #NP=950438538 G(Pi(x))=502
[171814641744547,171845794392469] #NP=950439075 G(Pi(x))=537
[171845794392521,171876947040439] #NP=950425070 G(Pi(x))=551
[171876947040551,171908099688449] #NP=950407572 G(Pi(x))=505
[171908099688503,171939252336427] #NP=950420820 G(Pi(x))=549
[171939252336457,171970404984353] #NP=950406403 G(Pi(x))=490
[171970404984421,172001557632361] #NP=950407557 G(Pi(x))=559
[172001557632391,172032710280307] #NP=950404007 G(Pi(x))=483
[172032710280443,172063862928323] #NP=950392667 G(Pi(x))=587
[172063862928341,172095015576293] #NP=950370019 G(Pi(x))=582
[172095015576329,172126168224247] #NP=950387642 G(Pi(x))=591
[172126168224313,172157320872253] #NP=950385732 G(Pi(x))=487
[172157320872269,172188473520199] #NP=950356349 G(Pi(x))=544
[172188473520257,172219626168211] #NP=950373104 G(Pi(x))=599
[172219626168217,172250778816169] #NP=950356507 G(Pi(x))=515
[172250778816197,172281931464161] #NP=950358726 G(Pi(x))=531
[172281931464211,172313084112137] #NP=950311138 G(Pi(x))=456
[172313084112139,172344236760109] #NP=950350093 G(Pi(x))=511
[172344236760127,172375389408083] #NP=950315032 G(Pi(x))=624
[172375389408113,172406542056053] #NP=950374018 G(Pi(x))=518
[172406542056083,172437694704031] #NP=950363161 G(Pi(x))=505
[172437694704049,172468847351963] #NP=950351324 G(Pi(x))=558
[172468847352047,172499999999983] #NP=950310880 G(Pi(x))=515
[172500000000043,172519470404969] #NP=593949466 G(Pi(x))=524
[172519470404989,172538940809957] #NP=593957783 G(Pi(x))=503
[172538940810001,172558411214951] #NP=593949931 G(Pi(x))=533
[172558411215023,172577881619917] #NP=593920058 G(Pi(x))=493
[172577881619999,172597352024897] #NP=593945616 G(Pi(x))=530
[172597352024941,172616822429893] #NP=593945887 G(Pi(x))=489
[172616822429951,172636292834843] #NP=593911107 G(Pi(x))=545
[172636292834893,172655763239809] #NP=593933598 G(Pi(x))=484
[172655763239891,172675233644831] #NP=593922574 G(Pi(x))=517
[172675233644873,172694704049831] #NP=593936615 G(Pi(x))=509
[172694704049843,172714174454821] #NP=593916668 G(Pi(x))=517
[172714174454849,172733644859777] #NP=593919308 G(Pi(x))=493
[172733644859813,172753115264771] #NP=593923023 G(Pi(x))=604
[172753115264819,172772585669741] #NP=593955168 G(Pi(x))=495
[172772585669791,172792056074717] #NP=593928124 G(Pi(x))=533
[172792056074809,172811526479737] #NP=593895770 G(Pi(x))=483
[172811526479783,172830996884713] #NP=593916265 G(Pi(x))=524
[172830996884731,172850467289707] #NP=593907060 G(Pi(x))=501
[172850467289713,172869937694633] #NP=593921761 G(Pi(x))=481
[172869937694711,172889408099677] #NP=593910924 G(Pi(x))=547
[172889408099693,172908878504617] #NP=593911598 G(Pi(x))=482
[172908878504749,172928348909647] #NP=593884995 G(Pi(x))=500
[172928348909671,172947819314573] #NP=593896500 G(Pi(x))=507
[172947819314657,172967289719597] #NP=593888930 G(Pi(x))=567
[172967289719647,172986760124573] #NP=593918817 G(Pi(x))=493
[172986760124609,173006230529581] #NP=593898417 G(Pi(x))=482
[173006230529617,173025700934543] #NP=593893897 G(Pi(x))=463
[173025700934591,173045171339539] #NP=593895521 G(Pi(x))=541
[173045171339581,173064641744507] #NP=593897169 G(Pi(x))=481
[173064641744593,173084112149503] #NP=593888980 G(Pi(x))=587
[173084112149573,173103582554489] #NP=593880144 G(Pi(x))=493
[173103582554533,173123052959453] #NP=593877012 G(Pi(x))=491
[173123052959503,173142523364423] #NP=593887687 G(Pi(x))=487
[173142523364477,173161993769447] #NP=593866819 G(Pi(x))=463
[173161993769491,173181464174437] #NP=593885989 G(Pi(x))=537
[173181464174491,173200934579417] #NP=593872270 G(Pi(x))=477
[173200934579437,173228193146353] #NP=831387867 G(Pi(x))=525
[173228193146423,173255451713297] #NP=831432223 G(Pi(x))=508
[173255451713389,173282710280353] #NP=831431175 G(Pi(x))=482
[173282710280369,173309968847329] #NP=831405526 G(Pi(x))=516
[173309968847339,173337227414293] #NP=831415758 G(Pi(x))=529
[173337227414381,173364485981287] #NP=831395799 G(Pi(x))=545
[173364485981303,173391744548261] #NP=831383142 G(Pi(x))=518
[173391744548311,173419003115243] #NP=831401704 G(Pi(x))=522
[173419003115311,173448208722637] #NP=890763816 G(Pi(x))=458
[173448208722793,173477414330183] #NP=890743473 G(Pi(x))=497
[173477414330273,173506619937661] #NP=890766932 G(Pi(x))=483
[173506619937683,173535825544951] #NP=890758826 G(Pi(x))=549
[173535825545177,173565031152607] #NP=890741678 G(Pi(x))=523
[173565031152649,173594236760101] #NP=890744756 G(Pi(x))=517
[173594236760177,173623442367547] #NP=890760459 G(Pi(x))=558
[173623442367589,173652647975057] #NP=890710443 G(Pi(x))=501
[173652647975111,173681853582541] #NP=890720776 G(Pi(x))=523
[173681853582541,173711059189999] #NP=890735854 G(Pi(x))=505
[173711059190059,173740264797479] #NP=890733264 G(Pi(x))=533
[173740264797569,173769470404949] #NP=890728054 G(Pi(x))=536
[173769470404979,173798676012449] #NP=890713727 G(Pi(x))=504
[173798676012449,173827881619897] #NP=890700522 G(Pi(x))=519
[173827881619957,173857087227367] #NP=890699510 G(Pi(x))=479
[173857087227503,173886292834871] #NP=890720758 G(Pi(x))=569
[173886292834897,173915498442253] #NP=890702282 G(Pi(x))=477
[173915498442383,173944704049817] #NP=890699142 G(Pi(x))=515
[173944704049843,173973909657311] #NP=890686800 G(Pi(x))=510
[173973909657311,174003115264763] #NP=890680049 G(Pi(x))=592
[174003115264829,174034267912763] #NP=950042368 G(Pi(x))=500
[174034267912763,174065420560711] #NP=950083557 G(Pi(x))=560
[174065420560879,174096573208639] #NP=950033530 G(Pi(x))=517
[174096573208729,174127725856663] #NP=950053596 G(Pi(x))=589
[174127725856709,174158878504661] #NP=950049484 G(Pi(x))=525
[174158878504693,174190031152583] #NP=950036691 G(Pi(x))=505
[174190031152649,174221183800561] #NP=950048294 G(Pi(x))=576
[174221183800621,174252336448493] #NP=950007014 G(Pi(x))=517
[174252336448639,174283489096543] #NP=950010111 G(Pi(x))=477
[174283489096597,174314641744501] #NP=950026890 G(Pi(x))=511
[174314641744547,174345794392489] #NP=950006134 G(Pi(x))=543
[174345794392531,174376947040477] #NP=949997313 G(Pi(x))=635
[174376947040501,174408099688357] #NP=949961712 G(Pi(x))=499
[174408099688477,174439252336429] #NP=949995381 G(Pi(x))=541
[174439252336451,174470404984391] #NP=950003658 G(Pi(x))=543
[174470404984417,174501557632267] #NP=950002165 G(Pi(x))=505
[174501557632433,174532710280333] #NP=949964574 G(Pi(x))=505
[174532710280393,174563862928319] #NP=949987298 G(Pi(x))=660
[174563862928393,174595015576301] #NP=949952542 G(Pi(x))=483
[174595015576339,174626168224279] #NP=949980409 G(Pi(x))=567
[174626168224349,174657320872207] #NP=949953364 G(Pi(x))=493
[174657320872277,174688473520219] #NP=949925991 G(Pi(x))=493
[174688473520241,174719626168141] #NP=949960307 G(Pi(x))=509
[174719626168279,174750778816079] #NP=949939057 G(Pi(x))=529
[174750778816253,174781931464099] #NP=949918307 G(Pi(x))=509
[174781931464169,174813084112123] #NP=949925093 G(Pi(x))=529
[174813084112201,174844236759979] #NP=949938476 G(Pi(x))=544
[174844236760121,174875389408061] #NP=949926914 G(Pi(x))=521
[174875389408091,174906542056003] #NP=949926221 G(Pi(x))=487
[174906542056079,174937694704013] #NP=949871205 G(Pi(x))=534
[174937694704051,174968847351997] #NP=949915334 G(Pi(x))=509
[174968847352073,174999999999977] #NP=949903553 G(Pi(x))=513
[175000000000031,175019470404959] #NP=593703580 G(Pi(x))=483
[175019470404991,175038940809923] #NP=593670623 G(Pi(x))=503
[175038940809979,175058411214941] #NP=593688739 G(Pi(x))=505
[175058411214971,175077881619929] #NP=593679899 G(Pi(x))=521
[175077881619947,175097352024893] #NP=593669933 G(Pi(x))=475
[175097352024929,175116822429833] #NP=593675901 G(Pi(x))=507
[175116822429907,175136292834827] #NP=593678804 G(Pi(x))=535
[175136292834941,175155763239857] #NP=593683977 G(Pi(x))=523
[175155763239953,175175233644787] #NP=593642922 G(Pi(x))=521
[175175233644907,175194704049829] #NP=593670742 G(Pi(x))=449
[175194704049919,175214174454773] #NP=593654954 G(Pi(x))=503
[175214174454863,175233644859743] #NP=593652291 G(Pi(x))=468
[175233644859811,175253115264767] #NP=593672117 G(Pi(x))=480
[175253115264793,175272585669631] #NP=593654718 G(Pi(x))=505
[175272585669799,175292056074749] #NP=593669235 G(Pi(x))=543
[175292056074761,175311526479697] #NP=593643394 G(Pi(x))=535
[175311526479769,175330996884727] #NP=593649574 G(Pi(x))=529
[175330996884739,175350467289709] #NP=593638986 G(Pi(x))=486
[175350467289713,175369937694671] #NP=593651742 G(Pi(x))=503
[175369937694697,175389408099641] #NP=593633731 G(Pi(x))=547
[175389408099721,175408878504659] #NP=593654134 G(Pi(x))=485
[175408878504679,175428348909589] #NP=593664654 G(Pi(x))=457
[175428348909677,175447819314629] #NP=593658281 G(Pi(x))=501
[175447819314659,175467289719599] #NP=593635699 G(Pi(x))=491
[175467289719619,175486760124589] #NP=593607230 G(Pi(x))=514
[175486760124631,175506230529571] #NP=593631614 G(Pi(x))=456
[175506230529613,175525700934559] #NP=593656041 G(Pi(x))=525
[175525700934587,175545171339533] #NP=593644866 G(Pi(x))=481
[175545171339563,175564641744509] #NP=593661141 G(Pi(x))=563
[175564641744539,175584112149517] #NP=593611933 G(Pi(x))=531
[175584112149541,175603582554481] #NP=593613306 G(Pi(x))=482
[175603582554571,175623052959469] #NP=593635706 G(Pi(x))=574
[175623052959503,175642523364439] #NP=593617457 G(Pi(x))=570
[175642523364499,175661993769389] #NP=593643315 G(Pi(x))=497
[175661993769461,175681464174427] #NP=593620117 G(Pi(x))=522
[175681464174449,175700934579409] #NP=593579978 G(Pi(x))=621
[175700934579437,175728193146281] #NP=831060370 G(Pi(x))=515
[175728193146419,175755451713379] #NP=831047562 G(Pi(x))=534
[175755451713421,175782710280293] #NP=831046576 G(Pi(x))=547
[175782710280371,175809968847281] #NP=831052231 G(Pi(x))=525
[175809968847349,175837227414287] #NP=831041875 G(Pi(x))=557
[175837227414337,175864485981281] #NP=831052969 G(Pi(x))=533
[175864485981341,175891744548259] #NP=831025679 G(Pi(x))=521
[175891744548281,175919003115241] #NP=831034070 G(Pi(x))=472
[175919003115307,175948208722723] #NP=890413356 G(Pi(x))=528
[175948208722751,175977414330199] #NP=890383447 G(Pi(x))=659
[175977414330217,176006619937597] #NP=890385763 G(Pi(x))=586
[176006619937691,176035825545149] #NP=890346809 G(Pi(x))=539
[176035825545187,176065031152567] #NP=890374153 G(Pi(x))=523
[176065031152669,176094236760107] #NP=890345370 G(Pi(x))=486
[176094236760187,176123442367583] #NP=890353421 G(Pi(x))=533
[176123442367627,176152647975047] #NP=890348673 G(Pi(x))=515
[176152647975113,176181853582541] #NP=890375864 G(Pi(x))=533
[176181853582541,176211059189987] #NP=890318790 G(Pi(x))=545
[176211059190083,176240264797451] #NP=890320670 G(Pi(x))=561
[176240264797523,176269470404969] #NP=890339144 G(Pi(x))=532
[176269470405023,176298676012409] #NP=890344835 G(Pi(x))=541
[176298676012469,176327881619899] #NP=890299845 G(Pi(x))=523
[176327881619947,176357087227397] #NP=890320619 G(Pi(x))=502
[176357087227427,176386292834827] #NP=890320281 G(Pi(x))=518
[176386292834933,176415498442357] #NP=890325595 G(Pi(x))=590
[176415498442357,176444704049827] #NP=890279001 G(Pi(x))=519
[176444704049837,176473909657291] #NP=890299595 G(Pi(x))=551
[176473909657313,176503115264767] #NP=890302849 G(Pi(x))=532
[176503115264869,176534267912753] #NP=949638899 G(Pi(x))=527
[176534267912797,176565420560527] #NP=949643808 G(Pi(x))=481
[176565420560743,176596573208707] #NP=949629962 G(Pi(x))=493
[176596573208747,176627725856669] #NP=949635025 G(Pi(x))=544
[176627725856717,176658878504659] #NP=949628317 G(Pi(x))=553
[176658878504683,176690031152633] #NP=949620639 G(Pi(x))=519
[176690031152639,176721183800597] #NP=949614923 G(Pi(x))=521
[176721183800627,176752336448503] #NP=949615966 G(Pi(x))=554
[176752336448593,176783489096551] #NP=949613506 G(Pi(x))=652
[176783489096573,176814641744471] #NP=949576357 G(Pi(x))=501
[176814641744563,176845794392497] #NP=949591248 G(Pi(x))=529
[176845794392623,176876947040473] #NP=949594062 G(Pi(x))=501
[176876947040501,176908099688413] #NP=949584862 G(Pi(x))=531
[176908099688471,176939252336437] #NP=949560299 G(Pi(x))=519
[176939252336459,176970404984411] #NP=949572573 G(Pi(x))=493
[176970404984521,177001557632351] #NP=949543236 G(Pi(x))=525
[177001557632429,177032710280303] #NP=949561720 G(Pi(x))=489
[177032710280369,177063862928311] #NP=949552312 G(Pi(x))=479
[177063862928347,177095015576287] #NP=949583101 G(Pi(x))=556
[177095015576351,177126168224273] #NP=949568726 G(Pi(x))=505
[177126168224297,177157320872201] #NP=949540484 G(Pi(x))=563
[177157320872269,177188473520221] #NP=949572650 G(Pi(x))=489
[177188473520309,177219626168201] #NP=949528763 G(Pi(x))=603
[177219626168381,177250778816161] #NP=949528505 G(Pi(x))=489
[177250778816203,177281931464149] #NP=949528871 G(Pi(x))=514
[177281931464167,177313084112123] #NP=949505323 G(Pi(x))=480
[177313084112167,177344236760083] #NP=949516168 G(Pi(x))=542
[177344236760129,177375389408071] #NP=949528174 G(Pi(x))=537
[177375389408093,177406542056053] #NP=949510523 G(Pi(x))=503
[177406542056119,177437694704029] #NP=949501257 G(Pi(x))=542
[177437694704041,177468847352003] #NP=949499817 G(Pi(x))=547
[177468847352023,177499999999939] #NP=949483808 G(Pi(x))=531
[177500000000009,177519470404957] #NP=593441628 G(Pi(x))=489
[177519470405029,177538940809921] #NP=593439304 G(Pi(x))=519
[177538940809981,177558411214949] #NP=593431627 G(Pi(x))=506
[177558411214973,177577881619921] #NP=593427970 G(Pi(x))=527
[177577881619973,177597352024907] #NP=593409404 G(Pi(x))=467
[177597352024943,177616822429903] #NP=593423804 G(Pi(x))=521
[177616822429993,177636292834859] #NP=593413106 G(Pi(x))=546
[177636292834909,177655763239841] #NP=593381130 G(Pi(x))=635
[177655763239891,177675233644847] #NP=593402065 G(Pi(x))=501
[177675233644871,177694704049783] #NP=593405701 G(Pi(x))=531
[177694704049843,177714174454769] #NP=593385306 G(Pi(x))=517
[177714174454867,177733644859781] #NP=593414640 G(Pi(x))=577
[177733644859831,177753115264789] #NP=593409927 G(Pi(x))=629
[177753115264877,177772585669769] #NP=593392410 G(Pi(x))=481
[177772585669829,177792056074757] #NP=593409026 G(Pi(x))=513
[177792056074777,177811526479729] #NP=593402192 G(Pi(x))=447
[177811526479753,177830996884693] #NP=593399967 G(Pi(x))=589
[177830996884747,177850467289697] #NP=593394209 G(Pi(x))=557
[177850467289763,177869937694621] #NP=593385774 G(Pi(x))=529
[177869937694751,177889408099661] #NP=593387923 G(Pi(x))=563
[177889408099763,177908878504657] #NP=593377481 G(Pi(x))=568
[177908878504711,177928348909639] #NP=593405700 G(Pi(x))=511
[177928348909657,177947819314619] #NP=593390334 G(Pi(x))=558
[177947819314633,177967289719589] #NP=593376006 G(Pi(x))=509
[177967289719619,177986760124561] #NP=593410670 G(Pi(x))=480
[177986760124631,178006230529577] #NP=593387296 G(Pi(x))=521
[178006230529609,178025700934559] #NP=593381127 G(Pi(x))=511
[178025700934591,178045171339531] #NP=593379283 G(Pi(x))=504
[178045171339631,178064641744481] #NP=593366719 G(Pi(x))=521
[178064641744543,178084112149519] #NP=593368882 G(Pi(x))=495
[178084112149547,178103582554493] #NP=593376925 G(Pi(x))=507
[178103582554543,178123052959483] #NP=593370218 G(Pi(x))=539
[178123052959561,178142523364471] #NP=593377454 G(Pi(x))=605
[178142523364483,178161993769451] #NP=593344344 G(Pi(x))=533
[178161993769483,178181464174393] #NP=593367689 G(Pi(x))=559
[178181464174481,178200934579417] #NP=593362015 G(Pi(x))=525
[178200934579453,178228193146361] #NP=830686204 G(Pi(x))=491
[178228193146489,178255451713303] #NP=830705915 G(Pi(x))=531
[178255451713403,178282710280351] #NP=830695132 G(Pi(x))=579
[178282710280399,178309968847313] #NP=830660858 G(Pi(x))=491
[178309968847337,178337227414249] #NP=830682029 G(Pi(x))=557
[178337227414327,178364485981277] #NP=830696513 G(Pi(x))=537
[178364485981373,178391744548159] #NP=830657858 G(Pi(x))=525
[178391744548271,178419003115201] #NP=830662273 G(Pi(x))=486
[178419003115253,178448208722683] #NP=890005965 G(Pi(x))=534
[178448208722731,178477414330183] #NP=890023567 G(Pi(x))=560
[178477414330211,178506619937651] #NP=889980856 G(Pi(x))=571
[178506619937687,178535825545139] #NP=889984638 G(Pi(x))=490
[178535825545163,178565031152621] #NP=889991908 G(Pi(x))=520
[178565031152647,178594236760103] #NP=889985963 G(Pi(x))=515
[178594236760171,178623442367567] #NP=889957702 G(Pi(x))=595
[178623442367641,178652647975049] #NP=889968104 G(Pi(x))=607
[178652647975069,178681853582459] #NP=889970320 G(Pi(x))=514
[178681853582549,178711059189967] #NP=889953052 G(Pi(x))=543
[178711059190067,178740264797473] #NP=889962893 G(Pi(x))=526
[178740264797513,178769470404971] #NP=889939266 G(Pi(x))=511
[178769470404983,178798676012449] #NP=889948652 G(Pi(x))=505
[178798676012449,178827881619913] #NP=889939189 G(Pi(x))=531
[178827881619931,178857087227393] #NP=889931521 G(Pi(x))=557
[178857087227407,178886292834877] #NP=889931997 G(Pi(x))=493
[178886292834947,178915498442347] #NP=889935046 G(Pi(x))=549
[178915498442441,178944704049821] #NP=889908210 G(Pi(x))=505
[178944704049857,178973909657269] #NP=889904226 G(Pi(x))=532
[178973909657359,179003115264767] #NP=889920609 G(Pi(x))=524
[179003115264817,179034267912763] #NP=949238171 G(Pi(x))=547
[179034267912763,179065420560727] #NP=949221953 G(Pi(x))=543
[179065420560797,179096573208701] #NP=949231859 G(Pi(x))=500
[179096573208841,179127725856637] #NP=949240005 G(Pi(x))=522
[179127725856689,179158878504623] #NP=949199835 G(Pi(x))=494
[179158878504673,179190031152637] #NP=949233333 G(Pi(x))=515
[179190031152731,179221183800601] #NP=949231395 G(Pi(x))=585
[179221183800661,179252336448571] #NP=949211132 G(Pi(x))=517
[179252336448599,179283489096563] #NP=949235722 G(Pi(x))=519
[179283489096563,179314641744529] #NP=949191707 G(Pi(x))=483
[179314641744559,179345794392503] #NP=949176935 G(Pi(x))=505
[179345794392581,179376947040451] #NP=949185137 G(Pi(x))=610
[179376947040491,179408099688451] #NP=949190945 G(Pi(x))=515
[179408099688481,179439252336431] #NP=949186475 G(Pi(x))=601
[179439252336493,179470404984383] #NP=949172363 G(Pi(x))=505
[179470404984427,179501557632373] #NP=949136080 G(Pi(x))=519
[179501557632391,179532710280337] #NP=949191323 G(Pi(x))=539
[179532710280409,179563862928337] #NP=949119444 G(Pi(x))=529
[179563862928383,179595015576049] #NP=949170065 G(Pi(x))=522
[179595015576367,179626168224241] #NP=949121781 G(Pi(x))=522
[179626168224289,179657320872209] #NP=949137976 G(Pi(x))=487
[179657320872277,179688473520233] #NP=949158980 G(Pi(x))=519
[179688473520253,179719626168167] #NP=949108706 G(Pi(x))=497
[179719626168253,179750778816137] #NP=949126639 G(Pi(x))=509
[179750778816199,179781931464151] #NP=949112152 G(Pi(x))=543
[179781931464209,179813084112131] #NP=949121522 G(Pi(x))=490
[179813084112163,179844236760017] #NP=949080311 G(Pi(x))=549
[179844236760121,179875389408019] #NP=949096736 G(Pi(x))=477
[179875389408097,179906542056041] #NP=949087391 G(Pi(x))=511
[179906542056077,179937694704029] #NP=949113920 G(Pi(x))=499
[179937694704041,179968847351959] #NP=949098354 G(Pi(x))=491
[179968847352017,179999999999971] #NP=949065940 G(Pi(x))=520
[180000000000031,180019470404959] #NP=593162241 G(Pi(x))=496
[180019470405001,180038940809933] #NP=593179117 G(Pi(x))=457
[180038940809989,180058411214923] #NP=593173746 G(Pi(x))=472
[180058411214971,180077881619929] #NP=593153420 G(Pi(x))=517
[180077881619947,180097352024917] #NP=593179008 G(Pi(x))=485
[180097352024963,180116822429857] #NP=593159062 G(Pi(x))=480
[180116822429927,180136292834887] #NP=593169625 G(Pi(x))=484
[180136292834921,180155763239867] #NP=593177986 G(Pi(x))=473
[180155763239927,180175233644851] #NP=593176983 G(Pi(x))=469
[180175233644909,180194704049803] #NP=593159655 G(Pi(x))=447
[180194704049887,180214174454723] #NP=593139336 G(Pi(x))=511
[180214174454857,180233644859803] #NP=593164439 G(Pi(x))=527
[180233644859813,180253115264777] #NP=593153127 G(Pi(x))=471
[180253115264809,180272585669749] #NP=593160018 G(Pi(x))=556
[180272585669861,180292056074759] #NP=593154790 G(Pi(x))=554
[180292056074761,180311526479677] #NP=593152602 G(Pi(x))=541
[180311526479807,180330996884699] #NP=593156576 G(Pi(x))=482
[180330996884747,180350467289693] #NP=593172989 G(Pi(x))=529
[180350467289723,180369937694693] #NP=593131347 G(Pi(x))=551
[180369937694777,180389408099653] #NP=593122424 G(Pi(x))=503
[180389408099689,180408878504629] #NP=593124575 G(Pi(x))=513
[180408878504681,180428348909647] #NP=593126466 G(Pi(x))=516
[180428348909689,180447819314557] #NP=593135636 G(Pi(x))=513
[180447819314669,180467289719581] #NP=593124028 G(Pi(x))=504
[180467289719723,180486760124599] #NP=593132535 G(Pi(x))=509
[180486760124609,180506230529557] #NP=593115706 G(Pi(x))=489
[180506230529623,180525700934521] #NP=593124502 G(Pi(x))=538
[180525700934641,180545171339479] #NP=593116343 G(Pi(x))=523
[180545171339569,180564641744479] #NP=593121012 G(Pi(x))=479
[180564641744549,180584112149513] #NP=593113103 G(Pi(x))=612
[180584112149533,180603582554459] #NP=593126826 G(Pi(x))=490
[180603582554531,180623052959441] #NP=593124377 G(Pi(x))=505
[180623052959501,180642523364419] #NP=593111333 G(Pi(x))=514
[180642523364497,180661993769441] #NP=593104816 G(Pi(x))=513
[180661993769483,180681464174429] #NP=593095230 G(Pi(x))=476
[180681464174467,180700934579413] #NP=593098273 G(Pi(x))=467
[180700934579441,180728193146359] #NP=830347441 G(Pi(x))=469
[180728193146429,180755451713363] #NP=830324585 G(Pi(x))=567
[180755451713411,180782710280317] #NP=830328775 G(Pi(x))=525
[180782710280407,180809968847251] #NP=830326258 G(Pi(x))=475
[180809968847401,180837227414131] #NP=830338114 G(Pi(x))=497
[180837227414317,180864485981279] #NP=830309679 G(Pi(x))=598
[180864485981297,180891744548233] #NP=830326023 G(Pi(x))=525
[180891744548327,180919003115243] #NP=830311568 G(Pi(x))=477
[180919003115281,180948208722713] #NP=889626692 G(Pi(x))=604
[180948208722731,180977414330201] #NP=889622726 G(Pi(x))=491
[180977414330231,181006619937673] #NP=889606516 G(Pi(x))=560
[181006619937683,181035825545149] #NP=889624838 G(Pi(x))=489
[181035825545173,181065031152611] #NP=889592515 G(Pi(x))=485
[181065031152673,181094236760083] #NP=889615441 G(Pi(x))=505
[181094236760161,181123442367583] #NP=889593342 G(Pi(x))=509
[181123442367601,181152647975053] #NP=889595283 G(Pi(x))=489
[181152647975069,181181853582413] #NP=889604419 G(Pi(x))=525
[181181853582593,181211059189981] #NP=889578655 G(Pi(x))=533
[181211059190027,181240264797491] #NP=889559994 G(Pi(x))=587
[181240264797499,181269470404943] #NP=889564525 G(Pi(x))=513
[181269470405021,181298676012449] #NP=889575101 G(Pi(x))=485
[181298676012449,181327881619909] #NP=889563534 G(Pi(x))=589
[181327881619933,181357087227403] #NP=889577110 G(Pi(x))=533
[181357087227403,181386292834843] #NP=889537695 G(Pi(x))=522
[181386292834889,181415498442259] #NP=889530853 G(Pi(x))=556
[181415498442359,181444704049813] #NP=889549257 G(Pi(x))=547
[181444704049841,181473909657283] #NP=889526993 G(Pi(x))=533
[181473909657317,181503115264781] #NP=889538617 G(Pi(x))=543
[181503115264817,181534267912709] #NP=948830285 G(Pi(x))=531
[181534267912799,181565420560703] #NP=948829352 G(Pi(x))=531
[181565420560841,181596573208669] #NP=948851769 G(Pi(x))=494
[181596573208717,181627725856679] #NP=948826111 G(Pi(x))=528
[181627725856711,181658878504657] #NP=948817043 G(Pi(x))=484
[181658878504669,181690031152579] #NP=948805753 G(Pi(x))=493
[181690031152723,181721183800529] #NP=948817374 G(Pi(x))=506
[181721183800633,181752336448567] #NP=948808368 G(Pi(x))=488
[181752336448667,181783489096529] #NP=948794522 G(Pi(x))=718
[181783489096579,181814641744537] #NP=948793159 G(Pi(x))=585
[181814641744559,181845794392487] #NP=948784957 G(Pi(x))=529
[181845794392517,181876947040483] #NP=948811759 G(Pi(x))=532
[181876947040489,181908099688463] #NP=948786161 G(Pi(x))=558
[181908099688463,181939252336427] #NP=948758590 G(Pi(x))=475
[181939252336447,181970404984393] #NP=948749305 G(Pi(x))=577
[181970404984453,182001557632327] #NP=948759123 G(Pi(x))=470
[182001557632513,182032710280307] #NP=948775477 G(Pi(x))=591
[182032710280367,182063862928273] #NP=948759054 G(Pi(x))=545
[182063862928457,182095015576307] #NP=948735877 G(Pi(x))=548
[182095015576319,182126168224183] #NP=948758750 G(Pi(x))=510
[182126168224309,182157320872237] #NP=948742906 G(Pi(x))=529
[182157320872309,182188473520181] #NP=948740480 G(Pi(x))=477
[182188473520247,182219626168193] #NP=948724025 G(Pi(x))=525
[182219626168273,182250778816123] #NP=948736094 G(Pi(x))=487
[182250778816189,182281931464117] #NP=948723602 G(Pi(x))=469
[182281931464169,182313084112129] #NP=948692869 G(Pi(x))=475
[182313084112139,182344236760093] #NP=948743101 G(Pi(x))=545
[182344236760121,182375389408073] #NP=948714465 G(Pi(x))=511
[182375389408099,182406542056019] #NP=948713055 G(Pi(x))=573
[182406542056087,182437694704037] #NP=948680687 G(Pi(x))=529
[182437694704091,182468847352007] #NP=948676316 G(Pi(x))=513
[182468847352019,182499999999979] #NP=948694923 G(Pi(x))=499
[182500000000013,182519470404983] #NP=592945800 G(Pi(x))=557
[182519470405001,182538940809899] #NP=592936461 G(Pi(x))=531
[182538940809991,182558411214913] #NP=592895498 G(Pi(x))=550
[182558411214967,182577881619911] #NP=592921099 G(Pi(x))=526
[182577881619943,182597352024851] #NP=592932763 G(Pi(x))=497
[182597352024961,182616822429869] #NP=592930025 G(Pi(x))=519
[182616822429983,182636292834871] #NP=592924998 G(Pi(x))=491
[182636292834899,182655763239863] #NP=592893347 G(Pi(x))=561
[182655763239889,182675233644823] #NP=592927048 G(Pi(x))=546
[182675233644881,182694704049821] #NP=592905356 G(Pi(x))=525
[182694704049857,182714174454817] #NP=592907626 G(Pi(x))=529
[182714174454827,182733644859797] #NP=592895651 G(Pi(x))=501
[182733644859823,182753115264763] #NP=592892094 G(Pi(x))=557
[182753115264809,182772585669763] #NP=592927474 G(Pi(x))=501
[182772585669781,182792056074739] #NP=592896392 G(Pi(x))=539
[182792056074781,182811526479677] #NP=592895266 G(Pi(x))=476
[182811526479817,182830996884721] #NP=592886536 G(Pi(x))=511
[182830996884743,182850467289701] #NP=592889491 G(Pi(x))=463
[182850467289821,182869937694637] #NP=592885214 G(Pi(x))=495
[182869937694713,182889408099659] #NP=592886833 G(Pi(x))=470
[182889408099683,182908878504659] #NP=592891827 G(Pi(x))=512
[182908878504707,182928348909643] #NP=592895330 G(Pi(x))=537
[182928348909653,182947819314619] #NP=592881780 G(Pi(x))=523
[182947819314649,182967289719499] #NP=592884889 G(Pi(x))=568
[182967289719631,182986760124529] #NP=592892789 G(Pi(x))=497
[182986760124613,183006230529571] #NP=592872774 G(Pi(x))=586
[183006230529589,183025700934551] #NP=592878837 G(Pi(x))=601
[183025700934599,183045171339533] #NP=592885486 G(Pi(x))=553
[183045171339553,183064641744497] #NP=592860758 G(Pi(x))=515
[183064641744541,183084112149503] #NP=592865222 G(Pi(x))=489
[183084112149529,183103582554491] #NP=592841803 G(Pi(x))=489
[183103582554533,183123052959487] #NP=592872707 G(Pi(x))=459
[183123052959599,183142523364461] #NP=592852754 G(Pi(x))=513
[183142523364481,183161993769451] #NP=592866916 G(Pi(x))=487
[183161993769457,183181464174437] #NP=592855152 G(Pi(x))=493
[183181464174491,183200934579359] #NP=592866159 G(Pi(x))=541
[183200934579493,183228193146391] #NP=830020333 G(Pi(x))=545
[183228193146451,183255451713337] #NP=829972223 G(Pi(x))=493
[183255451713407,183282710280337] #NP=830012848 G(Pi(x))=502
[183282710280431,183309968847323] #NP=829971914 G(Pi(x))=452
[183309968847347,183337227414311] #NP=829976131 G(Pi(x))=511
[183337227414401,183364485981253] #NP=829992701 G(Pi(x))=533
[183364485981323,183391744548263] #NP=829990694 G(Pi(x))=469
[183391744548277,183419003115241] #NP=829974864 G(Pi(x))=498
[183419003115373,183448208722657] #NP=889240147 G(Pi(x))=507
[183448208722739,183477414330191] #NP=889247579 G(Pi(x))=524
[183477414330251,183506619937637] #NP=889232245 G(Pi(x))=525
[183506619937691,183535825545143] #NP=889242811 G(Pi(x))=513
[183535825545157,183565031152543] #NP=889251822 G(Pi(x))=531
[183565031152661,183594236760089] #NP=889234963 G(Pi(x))=580
[183594236760173,183623442367487] #NP=889237693 G(Pi(x))=476
[183623442367597,183652647975061] #NP=889235362 G(Pi(x))=545
[183652647975151,183681853582529] #NP=889230597 G(Pi(x))=509
[183681853582543,183711059190017] #NP=889184781 G(Pi(x))=475
[183711059190053,183740264797471] #NP=889198844 G(Pi(x))=505
[183740264797589,183769470404951] #NP=889205597 G(Pi(x))=513
[183769470405007,183798676012387] #NP=889219598 G(Pi(x))=535
[183798676012463,183827881619911] #NP=889206620 G(Pi(x))=493
[183827881619983,183857087227403] #NP=889166852 G(Pi(x))=544
[183857087227403,183886292834857] #NP=889179267 G(Pi(x))=531
[183886292834917,183915498442307] #NP=889177148 G(Pi(x))=507
[183915498442373,183944704049749] #NP=889172823 G(Pi(x))=478
[183944704049839,183973909657271] #NP=889171787 G(Pi(x))=575
[183973909657327,184003115264743] #NP=889176089 G(Pi(x))=491
[184003115264807,184034267912753] #NP=948440488 G(Pi(x))=499
[184034267912777,184065420560687] #NP=948469975 G(Pi(x))=627
[184065420560743,184096573208707] #NP=948440146 G(Pi(x))=497
[184096573208747,184127725856687] #NP=948417306 G(Pi(x))=485
[184127725856693,184158878504617] #NP=948417637 G(Pi(x))=603
[184158878504683,184190031152599] #NP=948401434 G(Pi(x))=515
[184190031152653,184221183800593] #NP=948411717 G(Pi(x))=513
[184221183800657,184252336448581] #NP=948396875 G(Pi(x))=531
[184252336448591,184283489096557] #NP=948412898 G(Pi(x))=547
[184283489096573,184314641744507] #NP=948415577 G(Pi(x))=545
[184314641744561,184345794392503] #NP=948406483 G(Pi(x))=528
[184345794392549,184376947040477] #NP=948371355 G(Pi(x))=573
[184376947040501,184408099688431] #NP=948381489 G(Pi(x))=488
[184408099688509,184439252336401] #NP=948385165 G(Pi(x))=521
[184439252336447,184470404984399] #NP=948356460 G(Pi(x))=492
[184470404984443,184501557632279] #NP=948418556 G(Pi(x))=512
[184501557632461,184532710280357] #NP=948363662 G(Pi(x))=457
[184532710280377,184563862928243] #NP=948373390 G(Pi(x))=529
[184563862928351,184595015576299] #NP=948340889 G(Pi(x))=585
[184595015576333,184626168224243] #NP=948354041 G(Pi(x))=531
[184626168224339,184657320872231] #NP=948341317 G(Pi(x))=498
[184657320872273,184688473520101] #NP=948343320 G(Pi(x))=563
[184688473520321,184719626168201] #NP=948314135 G(Pi(x))=508
[184719626168237,184750778816161] #NP=948338783 G(Pi(x))=523
[184750778816203,184781931464159] #NP=948313178 G(Pi(x))=470
[184781931464167,184813084112123] #NP=948339132 G(Pi(x))=520
[184813084112147,184844236760077] #NP=948307286 G(Pi(x))=563
[184844236760137,184875389408041] #NP=948303678 G(Pi(x))=505
[184875389408089,184906542056017] #NP=948342260 G(Pi(x))=559
[184906542056087,184937694704003] #NP=948309418 G(Pi(x))=487
[184937694704111,184968847352011] #NP=948295294 G(Pi(x))=491
[184968847352027,184999999999981] #NP=948288478 G(Pi(x))=502
[185000000000003,185019470404981] #NP=592681203 G(Pi(x))=493
[185019470405051,185038940809927] #NP=592668934 G(Pi(x))=534
[185038940809979,185058411214951] #NP=592676641 G(Pi(x))=483
[185058411214973,185077881619921] #NP=592662381 G(Pi(x))=549
[185077881619987,185097352024919] #NP=592660041 G(Pi(x))=483
[185097352024939,185116822429883] #NP=592667278 G(Pi(x))=481
[185116822429943,185136292834873] #NP=592657620 G(Pi(x))=533
[185136292834931,185155763239859] #NP=592662033 G(Pi(x))=491
[185155763239873,185175233644837] #NP=592664615 G(Pi(x))=511
[185175233644871,185194704049787] #NP=592651903 G(Pi(x))=511
[185194704049867,185214174454817] #NP=592672214 G(Pi(x))=490
[185214174454843,185233644859807] #NP=592689725 G(Pi(x))=495
[185233644859849,185253115264769] #NP=592640485 G(Pi(x))=519
[185253115264793,185272585669771] #NP=592655557 G(Pi(x))=519
[185272585669789,185292056074751] #NP=592654874 G(Pi(x))=477
[185292056074813,185311526479721] #NP=592670070 G(Pi(x))=488
[185311526479787,185330996884717] #NP=592650821 G(Pi(x))=482
[185330996884753,185350467289703] #NP=592640120 G(Pi(x))=481
[185350467289723,185369937694687] #NP=592628541 G(Pi(x))=506
[185369937694699,185389408099627] #NP=592660717 G(Pi(x))=528
[185389408099703,185408878504579] #NP=592646312 G(Pi(x))=533
[185408878504709,185428348909627] #NP=592650662 G(Pi(x))=495
[185428348909651,185447819314627] #NP=592648818 G(Pi(x))=501
[185447819314697,185467289719571] #NP=592651257 G(Pi(x))=540
[185467289719651,185486760124423] #NP=592626441 G(Pi(x))=582
[185486760124609,185506230529583] #NP=592638027 G(Pi(x))=553
[185506230529619,185525700934523] #NP=592621459 G(Pi(x))=597
[185525700934577,185545171339523] #NP=592619817 G(Pi(x))=487
[185545171339621,185564641744513] #NP=592644067 G(Pi(x))=545
[185564641744543,185584112149519] #NP=592629652 G(Pi(x))=465
[185584112149531,185603582554433] #NP=592638659 G(Pi(x))=492
[185603582554517,185623052959483] #NP=592613318 G(Pi(x))=539
[185623052959489,185642523364447] #NP=592597787 G(Pi(x))=512
[185642523364523,185661993769393] #NP=592628551 G(Pi(x))=497
[185661993769507,185681464174433] #NP=592621098 G(Pi(x))=529
[185681464174469,185700934579403] #NP=592628395 G(Pi(x))=470
[185700934579483,185728193146351] #NP=829663248 G(Pi(x))=552
[185728193146421,185755451713379] #NP=829664315 G(Pi(x))=573
[185755451713387,185782710280357] #NP=829628523 G(Pi(x))=509
[185782710280381,185809968847309] #NP=829655200 G(Pi(x))=538
[185809968847357,185837227414277] #NP=829634886 G(Pi(x))=483
[185837227414327,185864485981289] #NP=829631603 G(Pi(x))=555
[185864485981327,185891744548253] #NP=829613583 G(Pi(x))=568
[185891744548327,185919003115231] #NP=829637612 G(Pi(x))=503
[185919003115309,185948208722723] #NP=888877534 G(Pi(x))=526
[185948208722779,185977414330189] #NP=888890168 G(Pi(x))=552
[185977414330229,186006619937623] #NP=888874001 G(Pi(x))=500
[186006619937701,186035825545153] #NP=888862087 G(Pi(x))=523
[186035825545187,186065031152599] #NP=888879955 G(Pi(x))=509
[186065031152641,186094236760099] #NP=888853884 G(Pi(x))=554
[186094236760147,186123442367573] #NP=888885623 G(Pi(x))=557
[186123442367657,186152647975043] #NP=888848488 G(Pi(x))=735
[186152647975067,186181853582503] #NP=888840084 G(Pi(x))=549
[186181853582573,186211059190001] #NP=888827517 G(Pi(x))=507
[186211059190031,186240264797479] #NP=888823102 G(Pi(x))=550
[186240264797569,186269470404971] #NP=888857679 G(Pi(x))=573
[186269470404973,186298676012431] #NP=888854845 G(Pi(x))=519
[186298676012507,186327881619821] #NP=888818630 G(Pi(x))=607
[186327881619949,186357087227351] #NP=888827407 G(Pi(x))=532
[186357087227411,186386292834839] #NP=888820482 G(Pi(x))=571
[186386292834943,186415498442321] #NP=888822039 G(Pi(x))=522
[186415498442359,186444704049833] #NP=888808766 G(Pi(x))=523
[186444704049839,186473909657309] #NP=888810053 G(Pi(x))=492
[186473909657381,186503115264773] #NP=888821670 G(Pi(x))=581
[186503115264803,186534267912761] #NP=948040950 G(Pi(x))=559
[186534267912793,186565420560697] #NP=948053538 G(Pi(x))=521
[186565420560751,186596573208701] #NP=948048721 G(Pi(x))=517
[186596573208791,186627725856577] #NP=948036294 G(Pi(x))=509
[186627725856799,186658878504613] #NP=948042868 G(Pi(x))=487
[186658878504673,186690031152637] #NP=948023891 G(Pi(x))=525
[186690031152689,186721183800607] #NP=948028918 G(Pi(x))=506
[186721183800661,186752336448569] #NP=948047477 G(Pi(x))=569
[186752336448701,186783489096539] #NP=947991732 G(Pi(x))=533
[186783489096577,186814641744503] #NP=948012788 G(Pi(x))=613
[186814641744551,186845794392473] #NP=948022010 G(Pi(x))=584
[186845794392553,186876947040449] #NP=947994927 G(Pi(x))=503
[186876947040527,186908099688449] #NP=947983466 G(Pi(x))=536
[186908099688589,186939252336437] #NP=947961391 G(Pi(x))=533
[186939252336461,186970404984367] #NP=947986385 G(Pi(x))=520
[186970404984437,187001557632277] #NP=948003083 G(Pi(x))=511
[187001557632427,187032710280347] #NP=947987531 G(Pi(x))=550
[187032710280379,187063862928329] #NP=947965456 G(Pi(x))=495
[187063862928353,187095015576307] #NP=947970794 G(Pi(x))=533
[187095015576319,187126168224253] #NP=947976884 G(Pi(x))=501
[187126168224299,187157320872211] #NP=947961168 G(Pi(x))=500
[187157320872283,187188473520187] #NP=947957610 G(Pi(x))=517
[187188473520239,187219626168151] #NP=947939759 G(Pi(x))=565
[187219626168221,187250778816163] #NP=947939067 G(Pi(x))=493
[187250778816197,187281931464113] #NP=947941032 G(Pi(x))=527
[187281931464179,187313084112071] #NP=947908593 G(Pi(x))=531
[187313084112149,187344236760097] #NP=947951687 G(Pi(x))=571
[187344236760143,187375389408071] #NP=947926185 G(Pi(x))=588
[187375389408101,187406542056023] #NP=947908398 G(Pi(x))=569
[187406542056131,187437694704037] #NP=947901868 G(Pi(x))=499
[187437694704067,187468847352011] #NP=947923109 G(Pi(x))=496
[187468847352053,187499999999953] #NP=947900667 G(Pi(x))=498
[187500000000011,187519470404977] #NP=592455020 G(Pi(x))=555
[187519470405011,187538940809903] #NP=592440711 G(Pi(x))=467
[187538940810029,187558411214807] #NP=592448974 G(Pi(x))=511
[187558411214963,187577881619927] #NP=592427243 G(Pi(x))=551
[187577881619957,187597352024909] #NP=592443046 G(Pi(x))=509
[187597352024921,187616822429879] #NP=592423080 G(Pi(x))=467
[187616822429941,187636292834869] #NP=592424227 G(Pi(x))=469
[187636292834911,187655763239863] #NP=592425076 G(Pi(x))=494
[187655763239953,187675233644761] #NP=592415101 G(Pi(x))=577
[187675233644863,187694704049773] #NP=592405623 G(Pi(x))=519
[187694704049851,187714174454813] #NP=592407947 G(Pi(x))=561
[187714174454831,187733644859797] #NP=592415871 G(Pi(x))=549
[187733644859821,187753115264567] #NP=592421581 G(Pi(x))=529
[187753115264821,187772585669759] #NP=592392966 G(Pi(x))=497
[187772585669791,187792056074669] #NP=592397448 G(Pi(x))=485
[187792056074783,187811526479743] #NP=592414684 G(Pi(x))=503
[187811526479779,187830996884669] #NP=592418347 G(Pi(x))=457
[187830996884807,187850467289699] #NP=592414011 G(Pi(x))=483
[187850467289741,187869937694653] #NP=592407199 G(Pi(x))=674
[187869937694701,187889408099677] #NP=592401596 G(Pi(x))=499
[187889408099681,187908878504653] #NP=592405827 G(Pi(x))=514
[187908878504687,187928348909633] #NP=592403543 G(Pi(x))=515
[187928348909657,187947819314603] #NP=592381607 G(Pi(x))=525
[187947819314711,187967289719519] #NP=592388389 G(Pi(x))=549
[187967289719639,187986760124593] #NP=592394496 G(Pi(x))=473
[187986760124633,188006230529569] #NP=592391703 G(Pi(x))=512
[188006230529609,188025700934557] #NP=592395508 G(Pi(x))=561
[188025700934611,188045171339539] #NP=592388974 G(Pi(x))=535
[188045171339611,188064641744533] #NP=592389430 G(Pi(x))=497
[188064641744627,188084112149519] #NP=592365831 G(Pi(x))=531
[188084112149543,188103582554471] #NP=592388133 G(Pi(x))=493
[188103582554513,188123052959453] #NP=592388238 G(Pi(x))=549
[188123052959489,188142523364437] #NP=592341690 G(Pi(x))=473
[188142523364479,188161993769447] #NP=592376566 G(Pi(x))=479
[188161993769459,188181464174359] #NP=592371070 G(Pi(x))=645
[188181464174471,188200934579389] #NP=592371871 G(Pi(x))=501
[188200934579431,188228193146393] #NP=829309774 G(Pi(x))=577
[188228193146419,188255451713363] #NP=829314380 G(Pi(x))=493
[188255451713419,188282710280297] #NP=829322667 G(Pi(x))=515
[188282710280383,188309968847179] #NP=829329792 G(Pi(x))=506
[188309968847383,188337227414291] #NP=829321392 G(Pi(x))=521
[188337227414341,188364485981279] #NP=829266568 G(Pi(x))=469
[188364485981327,188391744548269] #NP=829316788 G(Pi(x))=525
[188391744548297,188419003115243] #NP=829299410 G(Pi(x))=608
[188419003115249,188448208722721] #NP=888521968 G(Pi(x))=540
[188448208722751,188477414330197] #NP=888510393 G(Pi(x))=527
[188477414330203,188506619937679] #NP=888537104 G(Pi(x))=527
[188506619937679,188535825545149] #NP=888509657 G(Pi(x))=479
[188535825545173,188565031152623] #NP=888499911 G(Pi(x))=524
[188565031152643,188594236760107] #NP=888512110 G(Pi(x))=491
[188594236760117,188623442367587] #NP=888507952 G(Pi(x))=694
[188623442367587,188652647975041] #NP=888485187 G(Pi(x))=523
[188652647975087,188681853582511] #NP=888462913 G(Pi(x))=498
[188681853582587,188711059189969] #NP=888493965 G(Pi(x))=533
[188711059190021,188740264797467] #NP=888462944 G(Pi(x))=512
[188740264797521,188769470404943] #NP=888478250 G(Pi(x))=513
[188769470405003,188798676012391] #NP=888483997 G(Pi(x))=489
[188798676012481,188827881619903] #NP=888486461 G(Pi(x))=544
[188827881619939,188857087227353] #NP=888430735 G(Pi(x))=576
[188857087227469,188886292834831] #NP=888449808 G(Pi(x))=503
[188886292834891,188915498442353] #NP=888467203 G(Pi(x))=585
[188915498442373,188944704049817] #NP=888463360 G(Pi(x))=535
[188944704049859,188973909657289] #NP=888449159 G(Pi(x))=515
[188973909657319,189003115264771] #NP=888438491 G(Pi(x))=487
[189003115264801,189034267912753] #NP=947674564 G(Pi(x))=515
[189034267912807,189065420560729] #NP=947687426 G(Pi(x))=637
[189065420560741,189096573208691] #NP=947685027 G(Pi(x))=561
[189096573208717,189127725856631] #NP=947624296 G(Pi(x))=527
[189127725856717,189158878504643] #NP=947647840 G(Pi(x))=489
[189158878504727,189190031152609] #NP=947658374 G(Pi(x))=573
[189190031152667,189221183800601] #NP=947627946 G(Pi(x))=556
[189221183800637,189252336448561] #NP=947652096 G(Pi(x))=545
[189252336448673,189283489096501] #NP=947617631 G(Pi(x))=529
[189283489096607,189314641744463] #NP=947624230 G(Pi(x))=541
[189314641744559,189345794392511] #NP=947652557 G(Pi(x))=513
[189345794392529,189376947040481] #NP=947608965 G(Pi(x))=499
[189376947040513,189408099688417] #NP=947581217 G(Pi(x))=502
[189408099688481,189439252336427] #NP=947614427 G(Pi(x))=485
[189439252336459,189470404984381] #NP=947592061 G(Pi(x))=635
[189470404984481,189501557632379] #NP=947575855 G(Pi(x))=558
[189501557632421,189532710280301] #NP=947577104 G(Pi(x))=504
[189532710280409,189563862928309] #NP=947577388 G(Pi(x))=526
[189563862928399,189595015576297] #NP=947583134 G(Pi(x))=615
[189595015576357,189626168224279] #NP=947599585 G(Pi(x))=507
[189626168224309,189657320872259] #NP=947569356 G(Pi(x))=553
[189657320872297,189688473520237] #NP=947579024 G(Pi(x))=497
[189688473520267,189719626168201] #NP=947546315 G(Pi(x))=527
[189719626168217,189750778816177] #NP=947554267 G(Pi(x))=545
[189750778816201,189781931464127] #NP=947566269 G(Pi(x))=583
[189781931464183,189813084112133] #NP=947550900 G(Pi(x))=506
[189813084112199,189844236760069] #NP=947544559 G(Pi(x))=461
[189844236760133,189875389408087] #NP=947562845 G(Pi(x))=509
[189875389408091,189906542056043] #NP=947548087 G(Pi(x))=566
[189906542056069,189937694704001] #NP=947533563 G(Pi(x))=493
[189937694704091,189968847351937] #NP=947524036 G(Pi(x))=517
[189968847352079,189999999999949] #NP=947518358 G(Pi(x))=533
[190000000000007,190019470404971] #NP=592204055 G(Pi(x))=485
[190019470405013,190038940809937] #NP=592210686 G(Pi(x))=501
[190038940810009,190058411214929] #NP=592190344 G(Pi(x))=477
[190058411214983,190077881619893] #NP=592184813 G(Pi(x))=493
[190077881619959,190097352024911] #NP=592189656 G(Pi(x))=477
[190097352024971,190116822429901] #NP=592207773 G(Pi(x))=532
[190116822429929,190136292834857] #NP=592203903 G(Pi(x))=530
[190136292834893,190155763239833] #NP=592189495 G(Pi(x))=490
[190155763239907,190175233644821] #NP=592195559 G(Pi(x))=538
[190175233644859,190194704049751] #NP=592180949 G(Pi(x))=548
[190194704049841,190214174454769] #NP=592180829 G(Pi(x))=477
[190214174454841,190233644859803] #NP=592173467 G(Pi(x))=537
[190233644859847,190253115264743] #NP=592174136 G(Pi(x))=529
[190253115264841,190272585669773] #NP=592168441 G(Pi(x))=484
[190272585669809,190292056074751] #NP=592165103 G(Pi(x))=492
[190292056074779,190311526479673] #NP=592163810 G(Pi(x))=505
[190311526479787,190330996884727] #NP=592161888 G(Pi(x))=553
[190330996884751,190350467289701] #NP=592173874 G(Pi(x))=489
[190350467289743,190369937694689] #NP=592175576 G(Pi(x))=499
[190369937694701,190389408099643] #NP=592182089 G(Pi(x))=528
[190389408099691,190408878504659] #NP=592161208 G(Pi(x))=491
[190408878504703,190428348909587] #NP=592165278 G(Pi(x))=499
[190428348909649,190447819314631] #NP=592128212 G(Pi(x))=509
[190447819314667,190467289719571] #NP=592141394 G(Pi(x))=539
[190467289719667,190486760124589] #NP=592170808 G(Pi(x))=518
[190486760124637,190506230529583] #NP=592168267 G(Pi(x))=509
[190506230529647,190525700934559] #NP=592140378 G(Pi(x))=504
[190525700934619,190545171339491] #NP=592160955 G(Pi(x))=489
[190545171339563,190564641744493] #NP=592157438 G(Pi(x))=523
[190564641744679,190584112149491] #NP=592131461 G(Pi(x))=535
[190584112149527,190603582554461] #NP=592151022 G(Pi(x))=489
[190603582554523,190623052959487] #NP=592124987 G(Pi(x))=481
[190623052959517,190642523364467] #NP=592156831 G(Pi(x))=521
[190642523364499,190661993769413] #NP=592116120 G(Pi(x))=540
[190661993769463,190681464174433] #NP=592123958 G(Pi(x))=475
[190681464174463,190700934579401] #NP=592126250 G(Pi(x))=581
[190700934579433,190728193146353] #NP=828998352 G(Pi(x))=529
[190728193146409,190755451713373] #NP=828974912 G(Pi(x))=565
[190755451713439,190782710280329] #NP=828955966 G(Pi(x))=549
[190782710280451,190809968847313] #NP=828998159 G(Pi(x))=516
[190809968847353,190837227414313] #NP=828979377 G(Pi(x))=533
[190837227414329,190864485981223] #NP=828982804 G(Pi(x))=507
[190864485981293,190891744548269] #NP=828970458 G(Pi(x))=509
[190891744548287,190919003115227] #NP=828958714 G(Pi(x))=511
[190919003115259,190948208722709] #NP=888179690 G(Pi(x))=525
[190948208722751,190977414330193] #NP=888165750 G(Pi(x))=525
[190977414330223,191006619937669] #NP=888179670 G(Pi(x))=478
[191006619937709,191035825545053] #NP=888167049 G(Pi(x))=516
[191035825545167,191065031152601] #NP=888154425 G(Pi(x))=490
[191065031152651,191094236760061] #NP=888136046 G(Pi(x))=463
[191094236760173,191123442367537] #NP=888161844 G(Pi(x))=539
[191123442367607,191152647975053] #NP=888130010 G(Pi(x))=509
[191152647975089,191181853582523] #NP=888135378 G(Pi(x))=485
[191181853582567,191211059190017] #NP=888131288 G(Pi(x))=551
[191211059190029,191240264797441] #NP=888104229 G(Pi(x))=555
[191240264797529,191269470404899] #NP=888133587 G(Pi(x))=554
[191269470405001,191298676012417] #NP=888133924 G(Pi(x))=542
[191298676012481,191327881619851] #NP=888106229 G(Pi(x))=487
[191327881619957,191357087227381] #NP=888109828 G(Pi(x))=507
[191357087227429,191386292834873] #NP=888092577 G(Pi(x))=511
[191386292834921,191415498442243] #NP=888108823 G(Pi(x))=505
[191415498442379,191444704049821] #NP=888099380 G(Pi(x))=681
[191444704049839,191473909657301] #NP=888097608 G(Pi(x))=563
[191473909657337,191503115264767] #NP=888097213 G(Pi(x))=533
[191503115264849,191534267912717] #NP=947293716 G(Pi(x))=555
[191534267912789,191565420560699] #NP=947250924 G(Pi(x))=506
[191565420560749,191596573208611] #NP=947281988 G(Pi(x))=493
[191596573208723,191627725856659] #NP=947270636 G(Pi(x))=527
[191627725856711,191658878504573] #NP=947273857 G(Pi(x))=582
[191658878504669,191690031152603] #NP=947282563 G(Pi(x))=537
[191690031152773,191721183800563] #NP=947263951 G(Pi(x))=527
[191721183800677,191752336448549] #NP=947263249 G(Pi(x))=533
[191752336448591,191783489096533] #NP=947258130 G(Pi(x))=558
[191783489096581,191814641744521] #NP=947260459 G(Pi(x))=536
[191814641744549,191845794392513] #NP=947229422 G(Pi(x))=589
[191845794392513,191876947040453] #NP=947262360 G(Pi(x))=526
[191876947040563,191908099688453] #NP=947235098 G(Pi(x))=537
[191908099688531,191939252336413] #NP=947217270 G(Pi(x))=547
[191939252336443,191970404984387] #NP=947232095 G(Pi(x))=512
[191970404984431,192001557632327] #NP=947224484 G(Pi(x))=525
[192001557632407,192032710280351] #NP=947226181 G(Pi(x))=555
[192032710280407,192063862928321] #NP=947199601 G(Pi(x))=521
[192063862928411,192095015576311] #NP=947237247 G(Pi(x))=613
[192095015576323,192126168224173] #NP=947191855 G(Pi(x))=633
[192126168224369,192157320872249] #NP=947174874 G(Pi(x))=513
[192157320872311,192188473520237] #NP=947191397 G(Pi(x))=489
[192188473520347,192219626168197] #NP=947182463 G(Pi(x))=499
[192219626168221,192250778816167] #NP=947176577 G(Pi(x))=539
[192250778816207,192281931464159] #NP=947184255 G(Pi(x))=495
[192281931464299,192313084112137] #NP=947188240 G(Pi(x))=509
[192313084112143,192344236760111] #NP=947163272 G(Pi(x))=524
[192344236760167,192375389408077] #NP=947163519 G(Pi(x))=585
[192375389408141,192406542056063] #NP=947146672 G(Pi(x))=503
[192406542056063,192437694704009] #NP=947149625 G(Pi(x))=509
[192437694704039,192468847351987] #NP=947150079 G(Pi(x))=542
[192468847352069,192499999999969] #NP=947151726 G(Pi(x))=512
[192500000000029,192519470404981] #NP=591970921 G(Pi(x))=569
[192519470404991,192538940809951] #NP=591978587 G(Pi(x))=561
[192538940810017,192558411214907] #NP=591953072 G(Pi(x))=524
[192558411214963,192577881619909] #NP=591964218 G(Pi(x))=469
[192577881619967,192597352024897] #NP=591965799 G(Pi(x))=472
[192597352024963,192616822429873] #NP=591977827 G(Pi(x))=493
[192616822429937,192636292834877] #NP=591936707 G(Pi(x))=553
[192636292834891,192655763239867] #NP=591945450 G(Pi(x))=504
[192655763239873,192675233644819] #NP=591953747 G(Pi(x))=511
[192675233644963,192694704049811] #NP=591943324 G(Pi(x))=471
[192694704049871,192714174454817] #NP=591957893 G(Pi(x))=467
[192714174454831,192733644859753] #NP=591959056 G(Pi(x))=567
[192733644859841,192753115264789] #NP=591949896 G(Pi(x))=515
[192753115264817,192772585669751] #NP=591941341 G(Pi(x))=507
[192772585669799,192792056074693] #NP=591941656 G(Pi(x))=519
[192792056074781,192811526479717] #NP=591925534 G(Pi(x))=479
[192811526479807,192830996884663] #NP=591907756 G(Pi(x))=544
[192830996884763,192850467289709] #NP=591918256 G(Pi(x))=503
[192850467289741,192869937694667] #NP=591942837 G(Pi(x))=445
[192869937694699,192889408099637] #NP=591935642 G(Pi(x))=513
[192889408099753,192908878504621] #NP=591948430 G(Pi(x))=527
[192908878504691,192928348909609] #NP=591922638 G(Pi(x))=490
[192928348909661,192947819314631] #NP=591921916 G(Pi(x))=518
[192947819314643,192967289719517] #NP=591929223 G(Pi(x))=497
[192967289719619,192986760124409] #NP=591941197 G(Pi(x))=534
[192986760124601,193006230529523] #NP=591915768 G(Pi(x))=468
[193006230529631,193025700934487] #NP=591919464 G(Pi(x))=503
[193025700934607,193045171339469] #NP=591899967 G(Pi(x))=485
[193045171339567,193064641744453] #NP=591919492 G(Pi(x))=485
[193064641744571,193084112149493] #NP=591912654 G(Pi(x))=472
[193084112149549,193103582554489] #NP=591881392 G(Pi(x))=529
[193103582554543,193123052959457] #NP=591907373 G(Pi(x))=539
[193123052959559,193142523364397] #NP=591921220 G(Pi(x))=493
[193142523364541,193161993769453] #NP=591900781 G(Pi(x))=561
[193161993769469,193181464174427] #NP=591891917 G(Pi(x))=497
[193181464174459,193200934579343] #NP=591909199 G(Pi(x))=517
[193200934579463,193228193146367] #NP=828657201 G(Pi(x))=509
[193228193146453,193255451713339] #NP=828650042 G(Pi(x))=500
[193255451713453,193282710280349] #NP=828673814 G(Pi(x))=497
[193282710280397,193309968847291] #NP=828646455 G(Pi(x))=513
[193309968847363,193337227414301] #NP=828663402 G(Pi(x))=469
[193337227414343,193364485981231] #NP=828649753 G(Pi(x))=499
[193364485981309,193391744548193] #NP=828642818 G(Pi(x))=585
[193391744548283,193419003115229] #NP=828644324 G(Pi(x))=523
[193419003115253,193448208722683] #NP=887827217 G(Pi(x))=716
[193448208722759,193477414330201] #NP=887815575 G(Pi(x))=507
[193477414330217,193506619937671] #NP=887791883 G(Pi(x))=482
[193506619937707,193535825545133] #NP=887799623 G(Pi(x))=592
[193535825545201,193565031152599] #NP=887800018 G(Pi(x))=558
[193565031152651,193594236760103] #NP=887798444 G(Pi(x))=553
[193594236760147,193623442367581] #NP=887790920 G(Pi(x))=540
[193623442367647,193652647975063] #NP=887805434 G(Pi(x))=599
[193652647975099,193681853582527] #NP=887765871 G(Pi(x))=550
[193681853582543,193711059190013] #NP=887797671 G(Pi(x))=521
[193711059190021,193740264797491] #NP=887787345 G(Pi(x))=540
[193740264797623,193769470404959] #NP=887773763 G(Pi(x))=479
[193769470404977,193798676012423] #NP=887777106 G(Pi(x))=562
[193798676012453,193827881619907] #NP=887759824 G(Pi(x))=516
[193827881619959,193857087227393] #NP=887792181 G(Pi(x))=552
[193857087227429,193886292834763] #NP=887760202 G(Pi(x))=544
[193886292834919,193915498442297] #NP=887750144 G(Pi(x))=553
[193915498442383,193944704049773] #NP=887704444 G(Pi(x))=499
[193944704049851,193973909657293] #NP=887722206 G(Pi(x))=511
[193973909657369,194003115264769] #NP=887750228 G(Pi(x))=527
[194003115264811,194034267912761] #NP=946916145 G(Pi(x))=499
[194034267912787,194065420560701] #NP=946927233 G(Pi(x))=567
[194065420560757,194096573208701] #NP=946892804 G(Pi(x))=493
[194096573208751,194127725856667] #NP=946904298 G(Pi(x))=521
[194127725856721,194158878504599] #NP=946904356 G(Pi(x))=491
[194158878504677,194190031152631] #NP=946893869 G(Pi(x))=534
[194190031152653,194221183800601] #NP=946879493 G(Pi(x))=593
[194221183800619,194252336448581] #NP=946896120 G(Pi(x))=527
[194252336448589,194283489096527] #NP=946894798 G(Pi(x))=522
[194283489096577,194314641744493] #NP=946873582 G(Pi(x))=536
[194314641744557,194345794392487] #NP=946861331 G(Pi(x))=491
[194345794392577,194376947040469] #NP=946854270 G(Pi(x))=583
[194376947040539,194408099688433] #NP=946862284 G(Pi(x))=515
[194408099688503,194439252336391] #NP=946860353 G(Pi(x))=515
[194439252336463,194470404984377] #NP=946859717 G(Pi(x))=493
[194470404984431,194501557632331] #NP=946848445 G(Pi(x))=478
[194501557632397,194532710280361] #NP=946857980 G(Pi(x))=513
[194532710280437,194563862928329] #NP=946859287 G(Pi(x))=476
[194563862928341,194595015576239] #NP=946821705 G(Pi(x))=587
[194595015576347,194626168224287] #NP=946830544 G(Pi(x))=541
[194626168224353,194657320872241] #NP=946819725 G(Pi(x))=555
[194657320872283,194688473520221] #NP=946834006 G(Pi(x))=571
[194688473520239,194719626168203] #NP=946808781 G(Pi(x))=486
[194719626168251,194750778816157] #NP=946804046 G(Pi(x))=589
[194750778816257,194781931464161] #NP=946801461 G(Pi(x))=517
[194781931464191,194813084112089] #NP=946822376 G(Pi(x))=475
[194813084112239,194844236760109] #NP=946792200 G(Pi(x))=504
[194844236760133,194875389408083] #NP=946779657 G(Pi(x))=489
[194875389408103,194906542055861] #NP=946775101 G(Pi(x))=501
[194906542056097,194937694703957] #NP=946788932 G(Pi(x))=588
[194937694704047,194968847352011] #NP=946781927 G(Pi(x))=519
[194968847352023,194999999999971] #NP=946771705 G(Pi(x))=493
[195000000000019,195019470404921] #NP=591719312 G(Pi(x))=478
[195019470405007,195038940809927] #NP=591725766 G(Pi(x))=473
[195038940809987,195058411214939] #NP=591721358 G(Pi(x))=553
[195058411214983,195077881619917] #NP=591739117 G(Pi(x))=462
[195077881619939,195097352024909] #NP=591729585 G(Pi(x))=476
[195097352024929,195116822429899] #NP=591719261 G(Pi(x))=533
[195116822429951,195136292834851] #NP=591729809 G(Pi(x))=531
[195136292834897,195155763239863] #NP=591706937 G(Pi(x))=575
[195155763239891,195175233644707] #NP=591703296 G(Pi(x))=521
[195175233644861,195194704049831] #NP=591704752 G(Pi(x))=534
[195194704049879,195214174454807] #NP=591698890 G(Pi(x))=498
[195214174454861,195233644859777] #NP=591721606 G(Pi(x))=509
[195233644859909,195253115264773] #NP=591713694 G(Pi(x))=515
[195253115264803,195272585669773] #NP=591732414 G(Pi(x))=625
[195272585669831,195292056074747] #NP=591705880 G(Pi(x))=492
[195292056074777,195311526479717] #NP=591708133 G(Pi(x))=487
[195311526479761,195330996884701] #NP=591716889 G(Pi(x))=459
[195330996884729,195350467289701] #NP=591673901 G(Pi(x))=569
[195350467289713,195369937694693] #NP=591704626 G(Pi(x))=544
[195369937694777,195389408099651] #NP=591699428 G(Pi(x))=550
[195389408099681,195408878504659] #NP=591709251 G(Pi(x))=513
[195408878504701,195428348909587] #NP=591674348 G(Pi(x))=515
[195428348909659,195447819314617] #NP=591710855 G(Pi(x))=573
[195447819314663,195467289719591] #NP=591691124 G(Pi(x))=484
[195467289719707,195486760124587] #NP=591690157 G(Pi(x))=595
[195486760124639,195506230529579] #NP=591682908 G(Pi(x))=581
[195506230529591,195525700934519] #NP=591694874 G(Pi(x))=595
[195525700934609,195545171339477] #NP=591685512 G(Pi(x))=517
[195545171339569,195564641744531] #NP=591670976 G(Pi(x))=537
[195564641744561,195584112149443] #NP=591670609 G(Pi(x))=513
[195584112149549,195603582554467] #NP=591672313 G(Pi(x))=568
[195603582554537,195623052959441] #NP=591677190 G(Pi(x))=510
[195623052959531,195642523364413] #NP=591664150 G(Pi(x))=525
[195642523364479,195661993769443] #NP=591696279 G(Pi(x))=575
[195661993769467,195681464174407] #NP=591666869 G(Pi(x))=495
[195681464174473,195700934579417] #NP=591666989 G(Pi(x))=492
[195700934579459,195728193146359] #NP=828339466 G(Pi(x))=494
[195728193146407,195755451713377] #NP=828329494 G(Pi(x))=499
[195755451713387,195782710280281] #NP=828312259 G(Pi(x))=557
[195782710280371,195809968847299] #NP=828305452 G(Pi(x))=523
[195809968847377,195837227414267] #NP=828308727 G(Pi(x))=493
[195837227414341,195864485981251] #NP=828314939 G(Pi(x))=540
[195864485981299,195891744548261] #NP=828308761 G(Pi(x))=608
[195891744548293,195919003115239] #NP=828302296 G(Pi(x))=491
[195919003115257,195948208722691] #NP=887482960 G(Pi(x))=537
[195948208722751,195977414330197] #NP=887447111 G(Pi(x))=499
[195977414330219,196006619937659] #NP=887492715 G(Pi(x))=491
[196006619937691,196035825545143] #NP=887467043 G(Pi(x))=590
[196035825545173,196065031152623] #NP=887457833 G(Pi(x))=479
[196065031152637,196094236760101] #NP=887463210 G(Pi(x))=504
[196094236760137,196123442367529] #NP=887445169 G(Pi(x))=481
[196123442367623,196152647975003] #NP=887435136 G(Pi(x))=514
[196152647975087,196181853582541] #NP=887407444 G(Pi(x))=517
[196181853582541,196211059189997] #NP=887431103 G(Pi(x))=542
[196211059190039,196240264797481] #NP=887452579 G(Pi(x))=547
[196240264797497,196269470404933] #NP=887463964 G(Pi(x))=547
[196269470404999,196298676012421] #NP=887409418 G(Pi(x))=530
[196298676012463,196327881619823] #NP=887412272 G(Pi(x))=507
[196327881619949,196357087227341] #NP=887441620 G(Pi(x))=541
[196357087227439,196386292834847] #NP=887405764 G(Pi(x))=507
[196386292834889,196415498442223] #NP=887400728 G(Pi(x))=517
[196415498442407,196444704049733] #NP=887400794 G(Pi(x))=584
[196444704049859,196473909657301] #NP=887394422 G(Pi(x))=505
[196473909657329,196503115264747] #NP=887383109 G(Pi(x))=542
[196503115264793,196534267912699] #NP=946566342 G(Pi(x))=521
[196534267912793,196565420560693] #NP=946534769 G(Pi(x))=495
[196565420560741,196596573208709] #NP=946521728 G(Pi(x))=493
[196596573208741,196627725856687] #NP=946532117 G(Pi(x))=520
[196627725856697,196658878504631] #NP=946558740 G(Pi(x))=519
[196658878504717,196690031152609] #NP=946510748 G(Pi(x))=509
[196690031152639,196721183800607] #NP=946547634 G(Pi(x))=503
[196721183800709,196752336448583] #NP=946539029 G(Pi(x))=521
[196752336448601,196783489096559] #NP=946531455 G(Pi(x))=473
[196783489096637,196814641744517] #NP=946511843 G(Pi(x))=590
[196814641744541,196845794392469] #NP=946499310 G(Pi(x))=496
[196845794392649,196876947040451] #NP=946510863 G(Pi(x))=528
[196876947040517,196908099688411] #NP=946504364 G(Pi(x))=529
[196908099688471,196939252336427] #NP=946483074 G(Pi(x))=515
[196939252336447,196970404984403] #NP=946476603 G(Pi(x))=544
[196970404984417,197001557632381] #NP=946504934 G(Pi(x))=549
[197001557632391,197032710280363] #NP=946494970 G(Pi(x))=499
[197032710280363,197063862928327] #NP=946479892 G(Pi(x))=501
[197063862928343,197095015576213] #NP=946456619 G(Pi(x))=520
[197095015576321,197126168224231] #NP=946466101 G(Pi(x))=517
[197126168224301,197157320872249] #NP=946458474 G(Pi(x))=527
[197157320872273,197188473520231] #NP=946453454 G(Pi(x))=581
[197188473520289,197219626168207] #NP=946452475 G(Pi(x))=529
[197219626168219,197250778816187] #NP=946480094 G(Pi(x))=504
[197250778816199,197281931464153] #NP=946460737 G(Pi(x))=557
[197281931464201,197313084112127] #NP=946439765 G(Pi(x))=486
[197313084112141,197344236760109] #NP=946411314 G(Pi(x))=491
[197344236760147,197375389408063] #NP=946431825 G(Pi(x))=522
[197375389408193,197406542056039] #NP=946413762 G(Pi(x))=547
[197406542056123,197437694704031] #NP=946441730 G(Pi(x))=557
[197437694704091,197468847352001] #NP=946403025 G(Pi(x))=471
[197468847352033,197499999999983] #NP=946386001 G(Pi(x))=523
[197500000000003,197519470404983] #NP=591509654 G(Pi(x))=482
[197519470405009,197538940809929] #NP=591493853 G(Pi(x))=558
[197538940809979,197558411214947] #NP=591510011 G(Pi(x))=539
[197558411214959,197577881619913] #NP=591500529 G(Pi(x))=588
[197577881619973,197597352024913] #NP=591499990 G(Pi(x))=459
[197597352024923,197616822429889] #NP=591496318 G(Pi(x))=499
[197616822429907,197636292834847] #NP=591498912 G(Pi(x))=513
[197636292834913,197655763239871] #NP=591489606 G(Pi(x))=497
[197655763239931,197675233644853] #NP=591484535 G(Pi(x))=489
[197675233644869,197694704049823] #NP=591501675 G(Pi(x))=493
[197694704049943,197714174454821] #NP=591499202 G(Pi(x))=581
[197714174454851,197733644859787] #NP=591487014 G(Pi(x))=505
[197733644859847,197753115264767] #NP=591468456 G(Pi(x))=492
[197753115264821,197772585669773] #NP=591498001 G(Pi(x))=496
[197772585669899,197792056074737] #NP=591501485 G(Pi(x))=467
[197792056074799,197811526479733] #NP=591476745 G(Pi(x))=509
[197811526479751,197830996884683] #NP=591450314 G(Pi(x))=504
[197830996884737,197850467289661] #NP=591452304 G(Pi(x))=536
[197850467289719,197869937694643] #NP=591491571 G(Pi(x))=501
[197869937694703,197889408099671] #NP=591456526 G(Pi(x))=497
[197889408099809,197908878504647] #NP=591470419 G(Pi(x))=522
[197908878504683,197928348909637] #NP=591476338 G(Pi(x))=554
[197928348909679,197947819314631] #NP=591451204 G(Pi(x))=524
[197947819314673,197967289719611] #NP=591447323 G(Pi(x))=501
[197967289719737,197986760124599] #NP=591458318 G(Pi(x))=490
[197986760124607,198006230529551] #NP=591449409 G(Pi(x))=525
[198006230529637,198025700934521] #NP=591447136 G(Pi(x))=513
[198025700934619,198045171339503] #NP=591449227 G(Pi(x))=503
[198045171339629,198064641744523] #NP=591429327 G(Pi(x))=545
[198064641744539,198084112149499] #NP=591457853 G(Pi(x))=475
[198084112149557,198103582554499] #NP=591450515 G(Pi(x))=621
[198103582554607,198123052959479] #NP=591450919 G(Pi(x))=453
[198123052959493,198142523364427] #NP=591444799 G(Pi(x))=583
[198142523364521,198161993769427] #NP=591458932 G(Pi(x))=527
[198161993769457,198181464174377] #NP=591430780 G(Pi(x))=474
[198181464174481,198200934579419] #NP=591442345 G(Pi(x))=481
[198200934579433,198228193146391] #NP=828027855 G(Pi(x))=521
[198228193146497,198255451713367] #NP=828016833 G(Pi(x))=497
[198255451713463,198282710280349] #NP=828012471 G(Pi(x))=543
[198282710280419,198309968847281] #NP=827997596 G(Pi(x))=551
[198309968847421,198337227414307] #NP=827994256 G(Pi(x))=489
[198337227414323,198364485981257] #NP=828002664 G(Pi(x))=537
[198364485981313,198391744548149] #NP=827982030 G(Pi(x))=511
[198391744548287,198419003115209] #NP=827997289 G(Pi(x))=587
[198419003115317,198448208722679] #NP=887138589 G(Pi(x))=530
[198448208722727,198477414330137] #NP=887136364 G(Pi(x))=522
[198477414330253,198506619937669] #NP=887137394 G(Pi(x))=553
[198506619937727,198535825545143] #NP=887114920 G(Pi(x))=552
[198535825545217,198565031152619] #NP=887120940 G(Pi(x))=460
[198565031152651,198594236760079] #NP=887104224 G(Pi(x))=499
[198594236760113,198623442367523] #NP=887101655 G(Pi(x))=528
[198623442367589,198652647975037] #NP=887063278 G(Pi(x))=581
[198652647975083,198681853582501] #NP=887088559 G(Pi(x))=537
[198681853582613,198711059189999] #NP=887065923 G(Pi(x))=614
[198711059190023,198740264797483] #NP=887093472 G(Pi(x))=547
[198740264797507,198769470404957] #NP=887078154 G(Pi(x))=539
[198769470405043,198798676012403] #NP=887091889 G(Pi(x))=502
[198798676012451,198827881619897] #NP=887075282 G(Pi(x))=502
[198827881619929,198857087227373] #NP=887085024 G(Pi(x))=531
[198857087227429,198886292834833] #NP=887061400 G(Pi(x))=523
[198886292834893,198915498442333] #NP=887084060 G(Pi(x))=536
[198915498442433,198944704049737] #NP=887052166 G(Pi(x))=563
[198944704049849,198973909657253] #NP=887048724 G(Pi(x))=513
[198973909657333,199003115264729] #NP=887064139 G(Pi(x))=556
[199003115264801,199034267912759] #NP=946197959 G(Pi(x))=567
[199034267912783,199065420560639] #NP=946154819 G(Pi(x))=521
[199065420560777,199096573208699] #NP=946160902 G(Pi(x))=558
[199096573208821,199127725856681] #NP=946167677 G(Pi(x))=539
[199127725856723,199158878504659] #NP=946158520 G(Pi(x))=507
[199158878504693,199190031152617] #NP=946175580 G(Pi(x))=521
[199190031152639,199221183800603] #NP=946177207 G(Pi(x))=522
[199221183800687,199252336448519] #NP=946136706 G(Pi(x))=559
[199252336448591,199283489096557] #NP=946174361 G(Pi(x))=585
[199283489096611,199314641744503] #NP=946111414 G(Pi(x))=557
[199314641744567,199345794392483] #NP=946144756 G(Pi(x))=478
[199345794392593,199376947040461] #NP=946150617 G(Pi(x))=565
[199376947040489,199408099688461] #NP=946148902 G(Pi(x))=523
[199408099688531,199439252336419] #NP=946133220 G(Pi(x))=552
[199439252336449,199470404984401] #NP=946107593 G(Pi(x))=571
[199470404984437,199501557632387] #NP=946101483 G(Pi(x))=543
[199501557632389,199532710280347] #NP=946118346 G(Pi(x))=553
[199532710280383,199563862928291] #NP=946113545 G(Pi(x))=553
[199563862928341,199595015576279] #NP=946087140 G(Pi(x))=508
[199595015576323,199626168224267] #NP=946088305 G(Pi(x))=535
[199626168224299,199657320872189] #NP=946104453 G(Pi(x))=531
[199657320872291,199688473520209] #NP=946074220 G(Pi(x))=541
[199688473520267,199719626168147] #NP=946096343 G(Pi(x))=575
[199719626168273,199750778816117] #NP=946093413 G(Pi(x))=553
[199750778816191,199781931464161] #NP=946100071 G(Pi(x))=517
[199781931464173,199813084112137] #NP=946089200 G(Pi(x))=557
[199813084112171,199844236760111] #NP=946088686 G(Pi(x))=575
[199844236760117,199875389408021] #NP=946063997 G(Pi(x))=517
[199875389408143,199906542056059] #NP=946058711 G(Pi(x))=524
[199906542056069,199937694704003] #NP=946038202 G(Pi(x))=591
[199937694704047,199968847352009] #NP=946060806 G(Pi(x))=565
[199968847352051,199999999999903] #NP=946023692 G(Pi(x))=544
 2 - 1014 |  1x1014 - 2x1014 |  2x1014 - 3x1014 |  3x1014 - 4x1014 |  4x1014 - 5x1014 |
 5x1014 - 6x1014 |  6x1014 - 7x1014 |  7x1014 - 8x1014 |  8x1014 - 9x1014 |  9x1014 - 1015 |
 1015 - 1.1x1015 |