The Proth-Gilbreath Conjecture -display of the G(Pi(x)) function for x E [1.1x10^15,1.2x10^15]- [La conjecture de Proth-Gilbreath -visualisation de la fonction G(Pi(x)) pour x E [1.1x10^15,1.2x10^15]-].
The Proth-Gilbreath Conjecture -display of the G(Pi(x)) function for x E [1.1x10^15,1.2x10^15]- [La conjecture de Proth-Gilbreath -visualisation de la fonction G(Pi(x)) pour x E [1.1x10^15,1.2x10^15]-].
[1097519395806049,1097519470404971] #NP=562211801 G(Pi(x))=573
[1097519470404989,1097538940809967] #NP=562203618 G(Pi(x))=552
[1097538940810009,1097558411214919] #NP=562197573 G(Pi(x))=633
[1097558411214977,1097577881619917] #NP=562206349 G(Pi(x))=531
[1097577881619937,1097597352024893] #NP=562194857 G(Pi(x))=547
[1097597352024973,1097616822429899] #NP=562216014 G(Pi(x))=610
[1097616822429979,1097636292834883] #NP=562208198 G(Pi(x))=563
[1097636292834919,1097655763239869] #NP=562230383 G(Pi(x))=573
[1097655763239911,1097675233644853] #NP=562198086 G(Pi(x))=571
[1097675233644893,1097694704049829] #NP=562219814 G(Pi(x))=543
[1097694704049841,1097714174454803] #NP=562208882 G(Pi(x))=523
[1097714174454851,1097733644859779] #NP=562204111 G(Pi(x))=517
[1097733644859809,1097753115264779] #NP=562225162 G(Pi(x))=565
[1097753115264847,1097772585669757] #NP=562213185 G(Pi(x))=573
[1097772585669797,1097792056074751] #NP=562219904 G(Pi(x))=490
[1097792056074809,1097811526479727] #NP=562195604 G(Pi(x))=543
[1097811526479749,1097830996884697] #NP=562224740 G(Pi(x))=505
[1097830996884763,1097850467289689] #NP=562209283 G(Pi(x))=568
[1097850467289757,1097869937694659] #NP=562209809 G(Pi(x))=493
[1097869937694713,1097889408099613] #NP=562191038 G(Pi(x))=573
[1097889408099713,1097908878504643] #NP=562189112 G(Pi(x))=523
[1097908878504733,1097928348909599] #NP=562215071 G(Pi(x))=572
[1097928348909673,1097947819314623] #NP=562231336 G(Pi(x))=593
[1097947819314677,1097967289719611] #NP=562202163 G(Pi(x))=533
[1097967289719631,1097986760124497] #NP=562203473 G(Pi(x))=600
[1097986760124637,1098006230529577] #NP=562219700 G(Pi(x))=542
[1098006230529589,1098025700934553] #NP=562190390 G(Pi(x))=536
[1098025700934611,1098045171339551] #NP=562218595 G(Pi(x))=557
[1098045171339581,1098064641744533] #NP=562184882 G(Pi(x))=627
[1098064641744541,1098084112149511] #NP=562218534 G(Pi(x))=565
[1098084112149527,1098103582554479] #NP=562197551 G(Pi(x))=511
[1098103582554509,1098123052959463] #NP=562187750 G(Pi(x))=529
[1098123052959553,1098142523364413] #NP=562213080 G(Pi(x))=503
[1098142523364521,1098161993769437] #NP=562204792 G(Pi(x))=512
[1098161993769481,1098181464174329] #NP=562211063 G(Pi(x))=576
[1098181464174449,1098200934579401] #NP=562197516 G(Pi(x))=556
[1098200934579449,1098228193146401] #NP=787066431 G(Pi(x))=563
[1098228193146431,1098255451713373] #NP=787076503 G(Pi(x))=481
[1098255451713451,1098282710280337] #NP=787091298 G(Pi(x))=562
[1098282710280391,1098309968847331] #NP=787074363 G(Pi(x))=513
[1098309968847353,1098337227414313] #NP=787093730 G(Pi(x))=507
[1098337227414439,1098364485981253] #NP=787049961 G(Pi(x))=538
[1098364485981293,1098391744548239] #NP=787071606 G(Pi(x))=539
[1098391744548311,1098419003115241] #NP=787074673 G(Pi(x))=563
[1098419003115271,1098448208722703] #NP=843298988 G(Pi(x))=535
[1098448208722741,1098477414330173] #NP=843325743 G(Pi(x))=552
[1098477414330229,1098506619937621] #NP=843273978 G(Pi(x))=542
[1098506619937681,1098535825545121] #NP=843268218 G(Pi(x))=521
[1098535825545199,1098565031152591] #NP=843313222 G(Pi(x))=564
[1098565031152639,1098594236760109] #NP=843299118 G(Pi(x))=569
[1098594236760131,1098623442367579] #NP=843285429 G(Pi(x))=561
[1098623442367589,1098652647975059] #NP=843292110 G(Pi(x))=536
[1098652647975121,1098681853582541] #NP=843301328 G(Pi(x))=530
[1098681853582541,1098711059189993] #NP=843305432 G(Pi(x))=545
[1098711059190029,1098740264797493] #NP=843276107 G(Pi(x))=514
[1098740264797499,1098769470404929] #NP=843296701 G(Pi(x))=524
[1098769470404993,1098798676012417] #NP=843310859 G(Pi(x))=537
[1098798676012481,1098827881619921] #NP=843287766 G(Pi(x))=511
[1098827881619977,1098857087227379] #NP=843262897 G(Pi(x))=539
[1098857087227411,1098886292834857] #NP=843288157 G(Pi(x))=674
[1098886292834921,1098915498442351] #NP=843256608 G(Pi(x))=531
[1098915498442361,1098944704049737] #NP=843288905 G(Pi(x))=519
[1098944704049917,1098973909657301] #NP=843287906 G(Pi(x))=537
[1098973909657333,1099003115264773] #NP=843265927 G(Pi(x))=523
[1099003115264861,1099034267912761] #NP=899489280 G(Pi(x))=532
[1099034267912783,1099065420560671] #NP=899469220 G(Pi(x))=519
[1099065420560873,1099096573208693] #NP=899504120 G(Pi(x))=588
[1099096573208741,1099127725856683] #NP=899497858 G(Pi(x))=651
[1099127725856921,1099158878504573] #NP=899493159 G(Pi(x))=541
[1099158878504669,1099190031152569] #NP=899509156 G(Pi(x))=544
[1099190031152657,1099221183800611] #NP=899505521 G(Pi(x))=757
[1099221183800629,1099252336448557] #NP=899513576 G(Pi(x))=535
[1099252336448627,1099283489096561] #NP=899506171 G(Pi(x))=538
[1099283489096567,1099314641744533] #NP=899515573 G(Pi(x))=552
[1099314641744597,1099345794392509] #NP=899503751 G(Pi(x))=524
[1099345794392539,1099376947040459] #NP=899496610 G(Pi(x))=616
[1099376947040503,1099408099688429] #NP=899513538 G(Pi(x))=573
[1099408099688491,1099439252336413] #NP=899522516 G(Pi(x))=552
[1099439252336497,1099470404984407] #NP=899490265 G(Pi(x))=517
[1099470404984467,1099501557632371] #NP=899485235 G(Pi(x))=731
[1099501557632389,1099532710280299] #NP=899460995 G(Pi(x))=539
[1099532710280447,1099563862928317] #NP=899487137 G(Pi(x))=527
[1099563862928351,1099595015576237] #NP=899475123 G(Pi(x))=531
[1099595015576353,1099626168224209] #NP=899471866 G(Pi(x))=551
[1099626168224369,1099657320872233] #NP=899487917 G(Pi(x))=615
[1099657320872267,1099688473520233] #NP=899477607 G(Pi(x))=517
[1099688473520243,1099719626168201] #NP=899496626 G(Pi(x))=595
[1099719626168227,1099750778816147] #NP=899487566 G(Pi(x))=575
[1099750778816251,1099781931464131] #NP=899468382 G(Pi(x))=563
[1099781931464189,1099813084112137] #NP=899477153 G(Pi(x))=551
[1099813084112203,1099844236760083] #NP=899472711 G(Pi(x))=579
[1099844236760119,1099875389408021] #NP=899475100 G(Pi(x))=541
[1099875389408137,1099906542056017] #NP=899482723 G(Pi(x))=550
[1099906542056071,1099937694704021] #NP=899498247 G(Pi(x))=554
[1099937694704039,1099968847352009] #NP=899485927 G(Pi(x))=563
[1099968847352017,1099999999999981] #NP=899482320 G(Pi(x))=492
[1100000000000023,1100019470404973] #NP=562152057 G(Pi(x))=515
[1100019470405047,1100038940809951] #NP=562153132 G(Pi(x))=595
[1100038940809969,1100058411214921] #NP=562153509 G(Pi(x))=597
[1100058411214957,1100077881619909] #NP=562166920 G(Pi(x))=525
[1100077881619957,1100097352024877] #NP=562181517 G(Pi(x))=543
[1100097352024927,1100116822429903] #NP=562169607 G(Pi(x))=607
[1100116822429927,1100136292834861] #NP=562172140 G(Pi(x))=517
[1100136292834889,1100155763239763] #NP=562172113 G(Pi(x))=503
[1100155763239889,1100175233644843] #NP=562178521 G(Pi(x))=529
[1100175233644891,1100194704049817] #NP=562179948 G(Pi(x))=483
[1100194704049849,1100214174454781] #NP=562194232 G(Pi(x))=509
[1100214174454847,1100233644859729] #NP=562176444 G(Pi(x))=518
[1100233644859897,1100253115264757] #NP=562180773 G(Pi(x))=491
[1100253115264801,1100272585669729] #NP=562166410 G(Pi(x))=517
[1100272585669847,1100292056074753] #NP=562165624 G(Pi(x))=512
[1100292056074787,1100311526479741] #NP=562172497 G(Pi(x))=585
[1100311526479793,1100330996884711] #NP=562166092 G(Pi(x))=513
[1100330996884751,1100350467289691] #NP=562185038 G(Pi(x))=611
[1100350467289729,1100369937694673] #NP=562167505 G(Pi(x))=609
[1100369937694717,1100389408099613] #NP=562178993 G(Pi(x))=577
[1100389408099703,1100408878504627] #NP=562160478 G(Pi(x))=533
[1100408878504667,1100428348909627] #NP=562164757 G(Pi(x))=521
[1100428348909663,1100447819314621] #NP=562179755 G(Pi(x))=530
[1100447819314663,1100467289719601] #NP=562175903 G(Pi(x))=579
[1100467289719621,1100486760124573] #NP=562154226 G(Pi(x))=629
[1100486760124613,1100506230529577] #NP=562153515 G(Pi(x))=594
[1100506230529609,1100525700934547] #NP=562185920 G(Pi(x))=552
[1100525700934571,1100545171339541] #NP=562156880 G(Pi(x))=518
[1100545171339577,1100564641744499] #NP=562172968 G(Pi(x))=521
[1100564641744537,1100584112149507] #NP=562181831 G(Pi(x))=535
[1100584112149553,1100603582554493] #NP=562191542 G(Pi(x))=503
[1100603582554573,1100623052959483] #NP=562151500 G(Pi(x))=535
[1100623052959519,1100642523364463] #NP=562152654 G(Pi(x))=529
[1100642523364513,1100661993769433] #NP=562159839 G(Pi(x))=543
[1100661993769529,1100681464174427] #NP=562163673 G(Pi(x))=493
[1100681464174493,1100700934579417] #NP=562170745 G(Pi(x))=508
[1100700934579439,1100728193146313] #NP=787024207 G(Pi(x))=577
[1100728193146441,1100755451713369] #NP=787019962 G(Pi(x))=539
[1100755451713399,1100782710280321] #NP=787023924 G(Pi(x))=541
[1100782710280387,1100809968847321] #NP=787029997 G(Pi(x))=665
[1100809968847363,1100837227414291] #NP=787019098 G(Pi(x))=540
[1100837227414339,1100864485981291] #NP=787020232 G(Pi(x))=560
[1100864485981333,1100891744548249] #NP=787025440 G(Pi(x))=605
[1100891744548289,1100919003115241] #NP=787013661 G(Pi(x))=641
[1100919003115279,1100948208722717] #NP=843197487 G(Pi(x))=585
[1100948208722773,1100977414330177] #NP=843209328 G(Pi(x))=536
[1100977414330219,1101006619937659] #NP=843241923 G(Pi(x))=531
[1101006619937683,1101035825545081] #NP=843245158 G(Pi(x))=539
[1101035825545163,1101065031152623] #NP=843237373 G(Pi(x))=565
[1101065031152657,1101094236760081] #NP=843233658 G(Pi(x))=571
[1101094236760249,1101123442367587] #NP=843224481 G(Pi(x))=497
[1101123442367587,1101152647975031] #NP=843252832 G(Pi(x))=558
[1101152647975099,1101181853582533] #NP=843212824 G(Pi(x))=551
[1101181853582549,1101211059190001] #NP=843249353 G(Pi(x))=578
[1101211059190031,1101240264797489] #NP=843259781 G(Pi(x))=626
[1101240264797539,1101269470404937] #NP=843227551 G(Pi(x))=524
[1101269470404973,1101298676012449] #NP=843223220 G(Pi(x))=579
[1101298676012449,1101327881619913] #NP=843240892 G(Pi(x))=553
[1101327881619943,1101357087227399] #NP=843212825 G(Pi(x))=587
[1101357087227417,1101386292834871] #NP=843233485 G(Pi(x))=503
[1101386292834899,1101415498442333] #NP=843235855 G(Pi(x))=539
[1101415498442377,1101444704049803] #NP=843214640 G(Pi(x))=518
[1101444704049841,1101473909657291] #NP=843216600 G(Pi(x))=523
[1101473909657327,1101503115264787] #NP=843237417 G(Pi(x))=533
[1101503115264791,1101534267912721] #NP=899437909 G(Pi(x))=532
[1101534267912773,1101565420560707] #NP=899438893 G(Pi(x))=579
[1101565420560743,1101596573208713] #NP=899464267 G(Pi(x))=565
[1101596573208713,1101627725856677] #NP=899424365 G(Pi(x))=525
[1101627725856743,1101658878504473] #NP=899419937 G(Pi(x))=561
[1101658878504671,1101690031152631] #NP=899434844 G(Pi(x))=599
[1101690031152649,1101721183800527] #NP=899423140 G(Pi(x))=584
[1101721183800617,1101752336448587] #NP=899447529 G(Pi(x))=569
[1101752336448601,1101783489096547] #NP=899426063 G(Pi(x))=587
[1101783489096779,1101814641744529] #NP=899461890 G(Pi(x))=525
[1101814641744559,1101845794392503] #NP=899434177 G(Pi(x))=515
[1101845794392527,1101876947040487] #NP=899445810 G(Pi(x))=550
[1101876947040589,1101908099688421] #NP=899396530 G(Pi(x))=541
[1101908099688511,1101939252336427] #NP=899435499 G(Pi(x))=525
[1101939252336451,1101970404984367] #NP=899431212 G(Pi(x))=502
[1101970404984433,1102001557632377] #NP=899446101 G(Pi(x))=591
[1102001557632401,1102032710280347] #NP=899414395 G(Pi(x))=659
[1102032710280391,1102063862928311] #NP=899427159 G(Pi(x))=499
[1102063862928359,1102095015576293] #NP=899430438 G(Pi(x))=583
[1102095015576341,1102126168224287] #NP=899414090 G(Pi(x))=527
[1102126168224331,1102157320872247] #NP=899429234 G(Pi(x))=547
[1102157320872319,1102188473520161] #NP=899425216 G(Pi(x))=565
[1102188473520263,1102219626168211] #NP=899440259 G(Pi(x))=591
[1102219626168217,1102250778816179] #NP=899443995 G(Pi(x))=600
[1102250778816203,1102281931464151] #NP=899441110 G(Pi(x))=548
[1102281931464167,1102313084112047] #NP=899428730 G(Pi(x))=530
[1102313084112157,1102344236760083] #NP=899428541 G(Pi(x))=593
[1102344236760181,1102375389408071] #NP=899434162 G(Pi(x))=584
[1102375389408107,1102406542056059] #NP=899410841 G(Pi(x))=511
[1102406542056073,1102437694703887] #NP=899446611 G(Pi(x))=500
[1102437694704083,1102468847351953] #NP=899409333 G(Pi(x))=549
[1102468847352031,1102499999999977] #NP=899431830 G(Pi(x))=543
[1102500000000029,1102519470404981] #NP=562119750 G(Pi(x))=539
[1102519470404999,1102538940809963] #NP=562145821 G(Pi(x))=505
[1102538940809989,1102558411214927] #NP=562130601 G(Pi(x))=513
[1102558411214959,1102577881619923] #NP=562157621 G(Pi(x))=553
[1102577881619983,1102597352024881] #NP=562118185 G(Pi(x))=515
[1102597352024929,1102616822429761] #NP=562134594 G(Pi(x))=571
[1102616822429911,1102636292834819] #NP=562154054 G(Pi(x))=615
[1102636292834893,1102655763239869] #NP=562117091 G(Pi(x))=519
[1102655763239929,1102675233644839] #NP=562127106 G(Pi(x))=495
[1102675233644869,1102694704049839] #NP=562139399 G(Pi(x))=505
[1102694704049849,1102714174454807] #NP=562130170 G(Pi(x))=522
[1102714174454861,1102733644859797] #NP=562114419 G(Pi(x))=595
[1102733644859851,1102753115264719] #NP=562133614 G(Pi(x))=523
[1102753115264809,1102772585669771] #NP=562128707 G(Pi(x))=521
[1102772585669779,1102792056074759] #NP=562131114 G(Pi(x))=548
[1102792056074831,1102811526479743] #NP=562151903 G(Pi(x))=549
[1102811526479801,1102830996884689] #NP=562130959 G(Pi(x))=531
[1102830996884801,1102850467289707] #NP=562116309 G(Pi(x))=555
[1102850467289717,1102869937694687] #NP=562127502 G(Pi(x))=517
[1102869937694737,1102889408099659] #NP=562134526 G(Pi(x))=546
[1102889408099719,1102908878504647] #NP=562117468 G(Pi(x))=537
[1102908878504681,1102928348909623] #NP=562114770 G(Pi(x))=529
[1102928348909687,1102947819314611] #NP=562148337 G(Pi(x))=598
[1102947819314657,1102967289719609] #NP=562137522 G(Pi(x))=556
[1102967289719699,1102986760124593] #NP=562139942 G(Pi(x))=498
[1102986760124659,1103006230529563] #NP=562134313 G(Pi(x))=634
[1103006230529663,1103025700934561] #NP=562139235 G(Pi(x))=557
[1103025700934581,1103045171339543] #NP=562138957 G(Pi(x))=497
[1103045171339567,1103064641744473] #NP=562133625 G(Pi(x))=565
[1103064641744539,1103084112149491] #NP=562116349 G(Pi(x))=541
[1103084112149581,1103103582554503] #NP=562129252 G(Pi(x))=513
[1103103582554521,1103123052959483] #NP=562143240 G(Pi(x))=521
[1103123052959497,1103142523364383] #NP=562140335 G(Pi(x))=497
[1103142523364543,1103161993769441] #NP=562127464 G(Pi(x))=530
[1103161993769491,1103181464174431] #NP=562103555 G(Pi(x))=573
[1103181464174597,1103200934579371] #NP=562134401 G(Pi(x))=470
[1103200934579449,1103228193146383] #NP=786956178 G(Pi(x))=585
[1103228193146437,1103255451713369] #NP=786992618 G(Pi(x))=595
[1103255451713453,1103282710280341] #NP=786968293 G(Pi(x))=553
[1103282710280417,1103309968847321] #NP=786984328 G(Pi(x))=557
[1103309968847353,1103337227414299] #NP=786979211 G(Pi(x))=525
[1103337227414327,1103364485981291] #NP=786961769 G(Pi(x))=533
[1103364485981327,1103391744548263] #NP=786973298 G(Pi(x))=487
[1103391744548287,1103419003115237] #NP=786957582 G(Pi(x))=627
[1103419003115251,1103448208722697] #NP=843183052 G(Pi(x))=585
[1103448208722803,1103477414330201] #NP=843208759 G(Pi(x))=539
[1103477414330311,1103506619937559] #NP=843216487 G(Pi(x))=552
[1103506619937707,1103535825545143] #NP=843203899 G(Pi(x))=528
[1103535825545173,1103565031152611] #NP=843199030 G(Pi(x))=562
[1103565031152653,1103594236759999] #NP=843180333 G(Pi(x))=597
[1103594236760131,1103623442367571] #NP=843158913 G(Pi(x))=560
[1103623442367601,1103652647975051] #NP=843197915 G(Pi(x))=533
[1103652647975077,1103681853582479] #NP=843199015 G(Pi(x))=585
[1103681853582589,1103711059189987] #NP=843187088 G(Pi(x))=537
[1103711059190021,1103740264797479] #NP=843178041 G(Pi(x))=517
[1103740264797551,1103769470404927] #NP=843192189 G(Pi(x))=537
[1103769470404973,1103798676012379] #NP=843168337 G(Pi(x))=545
[1103798676012563,1103827881619921] #NP=843179154 G(Pi(x))=593
[1103827881619987,1103857087227343] #NP=843188946 G(Pi(x))=529
[1103857087227421,1103886292834849] #NP=843171743 G(Pi(x))=555
[1103886292834901,1103915498442353] #NP=843181357 G(Pi(x))=591
[1103915498442373,1103944704049679] #NP=843168959 G(Pi(x))=533
[1103944704049853,1103973909657247] #NP=843147688 G(Pi(x))=561
[1103973909657331,1104003115264741] #NP=843177963 G(Pi(x))=581
[1104003115264799,1104034267912747] #NP=899373826 G(Pi(x))=565
[1104034267912789,1104065420560721] #NP=899366599 G(Pi(x))=544
[1104065420560769,1104096573208637] #NP=899417535 G(Pi(x))=563
[1104096573208721,1104127725856663] #NP=899402099 G(Pi(x))=517
[1104127725856697,1104158878504663] #NP=899360923 G(Pi(x))=545
[1104158878504663,1104190031152613] #NP=899379836 G(Pi(x))=569
[1104190031152643,1104221183800589] #NP=899356216 G(Pi(x))=499
[1104221183800639,1104252336448559] #NP=899394342 G(Pi(x))=557
[1104252336448631,1104283489096553] #NP=899355583 G(Pi(x))=573
[1104283489096633,1104314641744529] #NP=899380558 G(Pi(x))=585
[1104314641744577,1104345794392483] #NP=899396183 G(Pi(x))=561
[1104345794392517,1104376947040463] #NP=899386435 G(Pi(x))=565
[1104376947040709,1104408099688427] #NP=899363249 G(Pi(x))=528
[1104408099688493,1104439252336391] #NP=899368274 G(Pi(x))=544
[1104439252336439,1104470404984369] #NP=899349129 G(Pi(x))=581
[1104470404984423,1104501557632373] #NP=899366195 G(Pi(x))=527
[1104501557632469,1104532710280339] #NP=899381480 G(Pi(x))=560
[1104532710280409,1104563862928333] #NP=899335044 G(Pi(x))=551
[1104563862928507,1104595015576303] #NP=899357424 G(Pi(x))=645
[1104595015576343,1104626168224247] #NP=899399085 G(Pi(x))=557
[1104626168224291,1104657320872243] #NP=899367625 G(Pi(x))=489
[1104657320872277,1104688473520237] #NP=899366084 G(Pi(x))=606
[1104688473520241,1104719626168153] #NP=899376633 G(Pi(x))=542
[1104719626168241,1104750778816183] #NP=899376590 G(Pi(x))=527
[1104750778816193,1104781931464129] #NP=899354030 G(Pi(x))=541
[1104781931464193,1104813084112063] #NP=899382742 G(Pi(x))=558
[1104813084112159,1104844236760097] #NP=899340085 G(Pi(x))=602
[1104844236760181,1104875389408039] #NP=899379716 G(Pi(x))=555
[1104875389408121,1104906542056063] #NP=899374376 G(Pi(x))=519
[1104906542056063,1104937694704031] #NP=899382284 G(Pi(x))=697
[1104937694704061,1104968847351973] #NP=899360681 G(Pi(x))=543
[1104968847352021,1104999999999829] #NP=899382976 G(Pi(x))=571
[1105000000000007,1105019470404979] #NP=562080892 G(Pi(x))=588
[1105019470405001,1105038940809901] #NP=562095404 G(Pi(x))=535
[1105038940809989,1105058411214949] #NP=562118918 G(Pi(x))=576
[1105058411214971,1105077881619919] #NP=562091288 G(Pi(x))=559
[1105077881620001,1105097352024881] #NP=562094997 G(Pi(x))=578
[1105097352024947,1105116822429869] #NP=562088088 G(Pi(x))=507
[1105116822429911,1105136292834857] #NP=562091570 G(Pi(x))=515
[1105136292834907,1105155763239863] #NP=562086857 G(Pi(x))=565
[1105155763239889,1105175233644799] #NP=562094873 G(Pi(x))=527
[1105175233644899,1105194704049833] #NP=562083848 G(Pi(x))=519
[1105194704049841,1105214174454823] #NP=562116395 G(Pi(x))=533
[1105214174454931,1105233644859791] #NP=562097448 G(Pi(x))=501
[1105233644859823,1105253115264707] #NP=562103799 G(Pi(x))=541
[1105253115264887,1105272585669751] #NP=562102704 G(Pi(x))=553
[1105272585669781,1105292056074727] #NP=562092127 G(Pi(x))=533
[1105292056074793,1105311526479659] #NP=562087901 G(Pi(x))=531
[1105311526479749,1105330996884629] #NP=562103219 G(Pi(x))=540
[1105330996884731,1105350467289659] #NP=562102042 G(Pi(x))=583
[1105350467289763,1105369937694643] #NP=562100334 G(Pi(x))=539
[1105369937694733,1105389408099679] #NP=562091893 G(Pi(x))=549
[1105389408099709,1105408878504661] #NP=562124779 G(Pi(x))=563
[1105408878504727,1105428348909629] #NP=562115103 G(Pi(x))=557
[1105428348909649,1105447819314611] #NP=562098278 G(Pi(x))=563
[1105447819314691,1105467289719607] #NP=562086712 G(Pi(x))=520
[1105467289719631,1105486760124583] #NP=562094276 G(Pi(x))=537
[1105486760124601,1105506230529583] #NP=562097288 G(Pi(x))=523
[1105506230529637,1105525700934559] #NP=562097222 G(Pi(x))=553
[1105525700934587,1105545171339551] #NP=562117482 G(Pi(x))=555
[1105545171339571,1105564641744523] #NP=562085970 G(Pi(x))=517
[1105564641744569,1105584112149487] #NP=562090647 G(Pi(x))=553
[1105584112149527,1105603582554481] #NP=562084888 G(Pi(x))=543
[1105603582554529,1105623052959461] #NP=562096994 G(Pi(x))=597
[1105623052959527,1105642523364443] #NP=562083783 G(Pi(x))=617
[1105642523364497,1105661993769419] #NP=562102467 G(Pi(x))=561
[1105661993769461,1105681464174373] #NP=562091462 G(Pi(x))=540
[1105681464174457,1105700934579413] #NP=562087635 G(Pi(x))=539
[1105700934579469,1105728193146383] #NP=786929532 G(Pi(x))=553
[1105728193146449,1105755451713371] #NP=786941489 G(Pi(x))=553
[1105755451713389,1105782710280319] #NP=786921692 G(Pi(x))=526
[1105782710280389,1105809968847197] #NP=786922798 G(Pi(x))=521
[1105809968847349,1105837227414301] #NP=786912343 G(Pi(x))=565
[1105837227414347,1105864485981287] #NP=786930755 G(Pi(x))=519
[1105864485981301,1105891744548247] #NP=786934052 G(Pi(x))=502
[1105891744548289,1105919003115203] #NP=786929900 G(Pi(x))=525
[1105919003115259,1105948208722451] #NP=843143688 G(Pi(x))=556
[1105948208722739,1105977414330119] #NP=843114937 G(Pi(x))=537
[1105977414330211,1106006619937679] #NP=843104352 G(Pi(x))=529
[1106006619937679,1106035825545107] #NP=843134497 G(Pi(x))=588
[1106035825545223,1106065031152591] #NP=843143414 G(Pi(x))=567
[1106065031152649,1106094236760089] #NP=843108870 G(Pi(x))=521
[1106094236760169,1106123442367511] #NP=843116348 G(Pi(x))=539
[1106123442367609,1106152647975059] #NP=843146291 G(Pi(x))=517
[1106152647975103,1106181853582537] #NP=843135269 G(Pi(x))=580
[1106181853582577,1106211059189947] #NP=843103012 G(Pi(x))=524
[1106211059190121,1106240264797433] #NP=843132943 G(Pi(x))=584
[1106240264797517,1106269470404953] #NP=843120793 G(Pi(x))=547
[1106269470405023,1106298676012351] #NP=843141073 G(Pi(x))=577
[1106298676012511,1106327881619923] #NP=843109135 G(Pi(x))=563
[1106327881619941,1106357087227373] #NP=843135311 G(Pi(x))=535
[1106357087227409,1106386292834873] #NP=843105653 G(Pi(x))=515
[1106386292834909,1106415498442279] #NP=843130558 G(Pi(x))=598
[1106415498442363,1106444704049833] #NP=843115268 G(Pi(x))=548
[1106444704049837,1106473909657279] #NP=843134849 G(Pi(x))=661
[1106473909657397,1106503115264777] #NP=843114941 G(Pi(x))=561
[1106503115264837,1106534267912737] #NP=899333730 G(Pi(x))=565
[1106534267912767,1106565420560729] #NP=899355058 G(Pi(x))=601
[1106565420560767,1106596573208689] #NP=899339342 G(Pi(x))=523
[1106596573208747,1106627725856683] #NP=899321263 G(Pi(x))=573
[1106627725856777,1106658878504659] #NP=899325765 G(Pi(x))=581
[1106658878504737,1106690031152557] #NP=899320164 G(Pi(x))=541
[1106690031152653,1106721183800597] #NP=899350614 G(Pi(x))=519
[1106721183800641,1106752336448587] #NP=899309061 G(Pi(x))=557
[1106752336448597,1106783489096539] #NP=899343565 G(Pi(x))=554
[1106783489096617,1106814641744531] #NP=899302956 G(Pi(x))=598
[1106814641744597,1106845794392491] #NP=899318241 G(Pi(x))=741
[1106845794392549,1106876947040441] #NP=899302866 G(Pi(x))=648
[1106876947040537,1106908099688453] #NP=899325750 G(Pi(x))=601
[1106908099688471,1106939252336413] #NP=899307662 G(Pi(x))=540
[1106939252336497,1106970404984359] #NP=899324348 G(Pi(x))=530
[1106970404984461,1107001557632363] #NP=899315260 G(Pi(x))=541
[1107001557632459,1107032710280309] #NP=899304610 G(Pi(x))=552
[1107032710280377,1107063862928321] #NP=899313898 G(Pi(x))=591
[1107063862928351,1107095015576269] #NP=899306210 G(Pi(x))=649
[1107095015576327,1107126168224257] #NP=899290165 G(Pi(x))=559
[1107126168224291,1107157320872237] #NP=899300872 G(Pi(x))=593
[1107157320872269,1107188473520221] #NP=899304110 G(Pi(x))=536
[1107188473520321,1107219626168107] #NP=899311043 G(Pi(x))=538
[1107219626168237,1107250778816183] #NP=899300912 G(Pi(x))=541
[1107250778816537,1107281931464153] #NP=899340579 G(Pi(x))=573
[1107281931464173,1107313084112129] #NP=899318043 G(Pi(x))=520
[1107313084112177,1107344236760093] #NP=899330273 G(Pi(x))=520
[1107344236760147,1107375389408047] #NP=899292967 G(Pi(x))=551
[1107375389408111,1107406542056063] #NP=899299797 G(Pi(x))=605
[1107406542056063,1107437694703979] #NP=899322621 G(Pi(x))=604
[1107437694704039,1107468847352011] #NP=899264154 G(Pi(x))=540
[1107468847352051,1107499999999979] #NP=899311612 G(Pi(x))=499
[1107500000000029,1107519470404967] #NP=562067346 G(Pi(x))=518
[1107519470404987,1107538940809907] #NP=562063308 G(Pi(x))=543
[1107538940809993,1107558411214919] #NP=562074193 G(Pi(x))=509
[1107558411214993,1107577881619927] #NP=562062630 G(Pi(x))=521
[1107577881619943,1107597352024897] #NP=562071905 G(Pi(x))=557
[1107597352024993,1107616822429879] #NP=562075152 G(Pi(x))=576
[1107616822429937,1107636292834861] #NP=562079269 G(Pi(x))=490
[1107636292834891,1107655763239859] #NP=562040694 G(Pi(x))=603
[1107655763239903,1107675233644769] #NP=562076428 G(Pi(x))=569
[1107675233644907,1107694704049837] #NP=562052771 G(Pi(x))=486
[1107694704049867,1107714174454799] #NP=562027093 G(Pi(x))=600
[1107714174454889,1107733644859769] #NP=562070096 G(Pi(x))=587
[1107733644859937,1107753115264787] #NP=562091105 G(Pi(x))=571
[1107753115264793,1107772585669699] #NP=562042256 G(Pi(x))=519
[1107772585669787,1107792056074679] #NP=562067981 G(Pi(x))=620
[1107792056074789,1107811526479711] #NP=562051411 G(Pi(x))=608
[1107811526479753,1107830996884669] #NP=562062445 G(Pi(x))=521
[1107830996884763,1107850467289679] #NP=562044887 G(Pi(x))=594
[1107850467289723,1107869937694649] #NP=562060101 G(Pi(x))=533
[1107869937694757,1107889408099673] #NP=562060602 G(Pi(x))=545
[1107889408099681,1107908878504601] #NP=562047397 G(Pi(x))=602
[1107908878504667,1107928348909631] #NP=562065899 G(Pi(x))=582
[1107928348909703,1107947819314631] #NP=562060282 G(Pi(x))=543
[1107947819314643,1107967289719613] #NP=562063729 G(Pi(x))=757
[1107967289719673,1107986760124507] #NP=562064617 G(Pi(x))=557
[1107986760124609,1108006230529571] #NP=562065471 G(Pi(x))=573
[1108006230529591,1108025700934561] #NP=562048685 G(Pi(x))=571
[1108025700934571,1108045171339543] #NP=562059274 G(Pi(x))=610
[1108045171339577,1108064641744519] #NP=562037705 G(Pi(x))=583
[1108064641744607,1108084112149481] #NP=562071319 G(Pi(x))=513
[1108084112149583,1108103582554481] #NP=562061190 G(Pi(x))=540
[1108103582554517,1108123052959469] #NP=562054540 G(Pi(x))=564
[1108123052959493,1108142523364463] #NP=562058169 G(Pi(x))=521
[1108142523364517,1108161993769451] #NP=562067649 G(Pi(x))=602
[1108161993769513,1108181464174423] #NP=562061269 G(Pi(x))=570
[1108181464174453,1108200934579421] #NP=562040683 G(Pi(x))=516
[1108200934579493,1108228193146363] #NP=786876617 G(Pi(x))=519
[1108228193146433,1108255451713373] #NP=786880702 G(Pi(x))=563
[1108255451713393,1108282710280351] #NP=786858520 G(Pi(x))=617
[1108282710280363,1108309968847313] #NP=786863574 G(Pi(x))=628
[1108309968847351,1108337227414199] #NP=786872631 G(Pi(x))=599
[1108337227414321,1108364485981289] #NP=786878024 G(Pi(x))=502
[1108364485981327,1108391744548241] #NP=786871139 G(Pi(x))=577
[1108391744548301,1108419003115231] #NP=786884438 G(Pi(x))=583
[1108419003115271,1108448208722707] #NP=843061929 G(Pi(x))=545
[1108448208722747,1108477414330147] #NP=843087950 G(Pi(x))=617
[1108477414330207,1108506619937659] #NP=843081858 G(Pi(x))=638
[1108506619937711,1108535825545123] #NP=843055580 G(Pi(x))=553
[1108535825545157,1108565031152599] #NP=843060276 G(Pi(x))=529
[1108565031152639,1108594236760067] #NP=843064659 G(Pi(x))=537
[1108594236760139,1108623442367489] #NP=843070107 G(Pi(x))=573
[1108623442367627,1108652647975009] #NP=843062572 G(Pi(x))=527
[1108652647975099,1108681853582491] #NP=843083198 G(Pi(x))=541
[1108681853582549,1108711059189947] #NP=843080233 G(Pi(x))=539
[1108711059190103,1108740264797489] #NP=843073807 G(Pi(x))=559
[1108740264797507,1108769470404901] #NP=843111785 G(Pi(x))=594
[1108769470404989,1108798676012413] #NP=843062607 G(Pi(x))=531
[1108798676012543,1108827881619889] #NP=843044380 G(Pi(x))=569
[1108827881619971,1108857087227401] #NP=843065825 G(Pi(x))=539
[1108857087227413,1108886292834851] #NP=843059211 G(Pi(x))=556
[1108886292834973,1108915498442357] #NP=843067308 G(Pi(x))=590
[1108915498442357,1108944704049803] #NP=843056686 G(Pi(x))=533
[1108944704049851,1108973909657291] #NP=843056409 G(Pi(x))=509
[1108973909657347,1109003115264767] #NP=843086788 G(Pi(x))=629
[1109003115264827,1109034267912721] #NP=899273946 G(Pi(x))=557
[1109034267912773,1109065420560707] #NP=899264622 G(Pi(x))=526
[1109065420560739,1109096573208671] #NP=899248276 G(Pi(x))=561
[1109096573208773,1109127725856659] #NP=899282074 G(Pi(x))=542
[1109127725856751,1109158878504661] #NP=899257332 G(Pi(x))=523
[1109158878504679,1109190031152527] #NP=899261678 G(Pi(x))=556
[1109190031152641,1109221183800577] #NP=899237657 G(Pi(x))=581
[1109221183800673,1109252336448587] #NP=899254346 G(Pi(x))=637
[1109252336448629,1109283489096493] #NP=899282329 G(Pi(x))=537
[1109283489096617,1109314641744481] #NP=899283620 G(Pi(x))=528
[1109314641744553,1109345794392499] #NP=899246301 G(Pi(x))=578
[1109345794392529,1109376947040347] #NP=899270017 G(Pi(x))=552
[1109376947040517,1109408099688451] #NP=899266724 G(Pi(x))=540
[1109408099688503,1109439252336413] #NP=899231981 G(Pi(x))=633
[1109439252336451,1109470404984401] #NP=899252063 G(Pi(x))=559
[1109470404984439,1109501557632331] #NP=899240262 G(Pi(x))=551
[1109501557632473,1109532710280227] #NP=899255485 G(Pi(x))=577
[1109532710280377,1109563862928277] #NP=899247952 G(Pi(x))=546
[1109563862928361,1109595015576259] #NP=899244597 G(Pi(x))=496
[1109595015576367,1109626168224283] #NP=899256005 G(Pi(x))=573
[1109626168224359,1109657320872203] #NP=899252655 G(Pi(x))=499
[1109657320872343,1109688473520229] #NP=899236748 G(Pi(x))=548
[1109688473520293,1109719626168137] #NP=899253557 G(Pi(x))=581
[1109719626168217,1109750778816161] #NP=899256473 G(Pi(x))=536
[1109750778816241,1109781931464131] #NP=899246433 G(Pi(x))=556
[1109781931464169,1109813084112077] #NP=899250046 G(Pi(x))=545
[1109813084112307,1109844236760073] #NP=899242608 G(Pi(x))=621
[1109844236760131,1109875389408067] #NP=899249757 G(Pi(x))=515
[1109875389408101,1109906542055921] #NP=899251722 G(Pi(x))=580
[1109906542056077,1109937694704019] #NP=899240072 G(Pi(x))=581
[1109937694704049,1109968847351989] #NP=899227426 G(Pi(x))=562
[1109968847352031,1109999999999981] #NP=899257766 G(Pi(x))=561
[1110000000000103,1110019470404951] #NP=562025967 G(Pi(x))=499
[1110019470405011,1110038940809957] #NP=562018642 G(Pi(x))=529
[1110038940809971,1110058411214849] #NP=562044351 G(Pi(x))=530
[1110058411215037,1110077881619909] #NP=562034256 G(Pi(x))=537
[1110077881619947,1110097352024839] #NP=562013259 G(Pi(x))=483
[1110097352024929,1110116822429903] #NP=562051343 G(Pi(x))=507
[1110116822429959,1110136292834873] #NP=562020130 G(Pi(x))=529
[1110136292834953,1110155763239863] #NP=562023908 G(Pi(x))=505
[1110155763239881,1110175233644809] #NP=561989354 G(Pi(x))=526
[1110175233644879,1110194704049819] #NP=562032840 G(Pi(x))=525
[1110194704049843,1110214174454809] #NP=562029687 G(Pi(x))=487
[1110214174454867,1110233644859707] #NP=562030718 G(Pi(x))=515
[1110233644859863,1110253115264681] #NP=562025115 G(Pi(x))=536
[1110253115264819,1110272585669747] #NP=562014681 G(Pi(x))=569
[1110272585669789,1110292056074681] #NP=562011367 G(Pi(x))=511
[1110292056074779,1110311526479663] #NP=562016013 G(Pi(x))=531
[1110311526479777,1110330996884689] #NP=562022756 G(Pi(x))=503
[1110330996884741,1110350467289587] #NP=562015989 G(Pi(x))=505
[1110350467289717,1110369937694687] #NP=562032963 G(Pi(x))=509
[1110369937694711,1110389408099669] #NP=562042500 G(Pi(x))=519
[1110389408099729,1110408878504591] #NP=562036875 G(Pi(x))=530
[1110408878504669,1110428348909629] #NP=562006978 G(Pi(x))=586
[1110428348909651,1110447819314621] #NP=562011687 G(Pi(x))=528
[1110447819314633,1110467289719611] #NP=562015915 G(Pi(x))=561
[1110467289719677,1110486760124593] #NP=561996914 G(Pi(x))=575
[1110486760124611,1110506230529491] #NP=562014606 G(Pi(x))=501
[1110506230529599,1110525700934539] #NP=562030017 G(Pi(x))=523
[1110525700934603,1110545171339533] #NP=562025775 G(Pi(x))=506
[1110545171339587,1110564641744501] #NP=561999381 G(Pi(x))=501
[1110564641744549,1110584112149497] #NP=562003111 G(Pi(x))=599
[1110584112149587,1110603582554483] #NP=562005657 G(Pi(x))=577
[1110603582554537,1110623052959471] #NP=562023840 G(Pi(x))=521
[1110623052959573,1110642523364461] #NP=562015822 G(Pi(x))=563
[1110642523364527,1110661993769417] #NP=562017638 G(Pi(x))=582
[1110661993769473,1110681464174419] #NP=562022536 G(Pi(x))=625
[1110681464174467,1110700934579339] #NP=562022594 G(Pi(x))=591
[1110700934579443,1110728193146371] #NP=786827082 G(Pi(x))=557
[1110728193146417,1110755451713357] #NP=786810914 G(Pi(x))=649
[1110755451713407,1110782710280323] #NP=786812682 G(Pi(x))=577
[1110782710280363,1110809968847281] #NP=786834757 G(Pi(x))=517
[1110809968847377,1110837227414309] #NP=786822370 G(Pi(x))=539
[1110837227414323,1110864485981209] #NP=786833062 G(Pi(x))=528
[1110864485981293,1110891744548269] #NP=786828158 G(Pi(x))=605
[1110891744548309,1110919003115227] #NP=786812531 G(Pi(x))=557
[1110919003115279,1110948208722707] #NP=843022636 G(Pi(x))=551
[1110948208722797,1110977414330153] #NP=842998499 G(Pi(x))=548
[1110977414330209,1111006619937659] #NP=843003181 G(Pi(x))=579
[1111006619937689,1111035825545153] #NP=843050418 G(Pi(x))=544
[1111035825545171,1111065031152623] #NP=843046605 G(Pi(x))=629
[1111065031152653,1111094236760099] #NP=843017398 G(Pi(x))=554
[1111094236760173,1111123442367563] #NP=843012289 G(Pi(x))=584
[1111123442367619,1111152647975053] #NP=842991155 G(Pi(x))=693
[1111152647975077,1111181853582389] #NP=843013494 G(Pi(x))=532
[1111181853582553,1111211059189943] #NP=843002893 G(Pi(x))=542
[1111211059190033,1111240264797491] #NP=842993873 G(Pi(x))=539
[1111240264797499,1111269470404969] #NP=843037984 G(Pi(x))=550
[1111269470405021,1111298676012391] #NP=843011628 G(Pi(x))=567
[1111298676012487,1111327881619919] #NP=843017794 G(Pi(x))=564
[1111327881619961,1111357087227349] #NP=843012791 G(Pi(x))=645
[1111357087227437,1111386292834871] #NP=843008078 G(Pi(x))=495
[1111386292834957,1111415498442331] #NP=843021860 G(Pi(x))=621
[1111415498442371,1111444704049831] #NP=843014370 G(Pi(x))=537
[1111444704049861,1111473909657283] #NP=843034935 G(Pi(x))=513
[1111473909657313,1111503115264769] #NP=842995375 G(Pi(x))=600
[1111503115264811,1111534267912759] #NP=899203217 G(Pi(x))=557
[1111534267912793,1111565420560709] #NP=899222761 G(Pi(x))=546
[1111565420560747,1111596573208673] #NP=899202839 G(Pi(x))=566
[1111596573208741,1111627725856663] #NP=899204456 G(Pi(x))=531
[1111627725856777,1111658878504591] #NP=899196903 G(Pi(x))=549
[1111658878504687,1111690031152549] #NP=899212932 G(Pi(x))=573
[1111690031152667,1111721183800603] #NP=899209000 G(Pi(x))=572
[1111721183800639,1111752336448519] #NP=899210061 G(Pi(x))=573
[1111752336448591,1111783489096549] #NP=899180722 G(Pi(x))=561
[1111783489096583,1111814641744451] #NP=899204556 G(Pi(x))=566
[1111814641744553,1111845794392499] #NP=899221123 G(Pi(x))=668
[1111845794392559,1111876947040487] #NP=899200381 G(Pi(x))=573
[1111876947040493,1111908099688453] #NP=899221196 G(Pi(x))=541
[1111908099688531,1111939252336403] #NP=899202042 G(Pi(x))=569
[1111939252336441,1111970404984409] #NP=899197124 G(Pi(x))=561
[1111970404984507,1112001557632319] #NP=899189699 G(Pi(x))=591
[1112001557632393,1112032710280343] #NP=899199589 G(Pi(x))=579
[1112032710280381,1112063862928331] #NP=899196329 G(Pi(x))=585
[1112063862928357,1112095015576267] #NP=899170945 G(Pi(x))=585
[1112095015576343,1112126168224277] #NP=899188318 G(Pi(x))=581
[1112126168224361,1112157320872207] #NP=899191146 G(Pi(x))=549
[1112157320872271,1112188473520183] #NP=899192344 G(Pi(x))=577
[1112188473520249,1112219626168171] #NP=899180717 G(Pi(x))=541
[1112219626168247,1112250778816171] #NP=899204655 G(Pi(x))=545
[1112250778816217,1112281931464103] #NP=899202170 G(Pi(x))=664
[1112281931464177,1112313084112091] #NP=899201842 G(Pi(x))=547
[1112313084112147,1112344236760111] #NP=899199172 G(Pi(x))=549
[1112344236760213,1112375389408057] #NP=899182311 G(Pi(x))=541
[1112375389408099,1112406542056031] #NP=899196774 G(Pi(x))=549
[1112406542056087,1112437694704031] #NP=899188928 G(Pi(x))=555
[1112437694704067,1112468847352003] #NP=899157025 G(Pi(x))=497
[1112468847352073,1112499999999967] #NP=899184334 G(Pi(x))=557
[1112500000000033,1112519470404943] #NP=561977679 G(Pi(x))=558
[1112519470404989,1112538940809917] #NP=561992489 G(Pi(x))=575
[1112538940809977,1112558411214793] #NP=561995154 G(Pi(x))=540
[1112558411214977,1112577881619913] #NP=561968631 G(Pi(x))=511
[1112577881620033,1112597352024863] #NP=561989772 G(Pi(x))=598
[1112597352024941,1112616822429883] #NP=561971154 G(Pi(x))=503
[1112616822429919,1112636292834767] #NP=561987573 G(Pi(x))=511
[1112636292834943,1112655763239829] #NP=562002080 G(Pi(x))=535
[1112655763239901,1112675233644817] #NP=561990039 G(Pi(x))=585
[1112675233644869,1112694704049833] #NP=561986994 G(Pi(x))=523
[1112694704049853,1112714174454821] #NP=561990184 G(Pi(x))=553
[1112714174454829,1112733644859631] #NP=561987371 G(Pi(x))=573
[1112733644859839,1112753115264731] #NP=561980348 G(Pi(x))=527
[1112753115264799,1112772585669721] #NP=561978934 G(Pi(x))=559
[1112772585669799,1112792056074707] #NP=561991288 G(Pi(x))=517
[1112792056074799,1112811526479713] #NP=562000442 G(Pi(x))=559
[1112811526479749,1112830996884703] #NP=561995703 G(Pi(x))=553
[1112830996884743,1112850467289679] #NP=562004177 G(Pi(x))=561
[1112850467289761,1112869937694649] #NP=561983631 G(Pi(x))=550
[1112869937694799,1112889408099673] #NP=561996974 G(Pi(x))=539
[1112889408099701,1112908878504629] #NP=561990459 G(Pi(x))=556
[1112908878504667,1112928348909623] #NP=561958234 G(Pi(x))=570
[1112928348909673,1112947819314613] #NP=562000414 G(Pi(x))=477
[1112947819314637,1112967289719529] #NP=561986953 G(Pi(x))=533
[1112967289719619,1112986760124563] #NP=561981373 G(Pi(x))=543
[1112986760124601,1113006230529577] #NP=561981779 G(Pi(x))=515
[1113006230529707,1113025700934527] #NP=561978105 G(Pi(x))=587
[1113025700934569,1113045171339503] #NP=561978887 G(Pi(x))=531
[1113045171339611,1113064641744487] #NP=561975883 G(Pi(x))=545
[1113064641744547,1113084112149421] #NP=561995807 G(Pi(x))=525
[1113084112149553,1113103582554499] #NP=561985731 G(Pi(x))=521
[1113103582554511,1113123052959451] #NP=561987354 G(Pi(x))=579
[1113123052959493,1113142523364467] #NP=561963136 G(Pi(x))=505
[1113142523364493,1113161993769443] #NP=561996088 G(Pi(x))=573
[1113161993769493,1113181464174431] #NP=561984920 G(Pi(x))=545
[1113181464174499,1113200934579407] #NP=561994704 G(Pi(x))=545
[1113200934579491,1113228193146263] #NP=786782590 G(Pi(x))=551
[1113228193146427,1113255451713359] #NP=786752580 G(Pi(x))=555
[1113255451713439,1113282710280343] #NP=786751393 G(Pi(x))=526
[1113282710280383,1113309968847299] #NP=786775618 G(Pi(x))=569
[1113309968847353,1113337227414211] #NP=786756856 G(Pi(x))=548
[1113337227414317,1113364485981149] #NP=786773112 G(Pi(x))=616
[1113364485981353,1113391744548173] #NP=786738191 G(Pi(x))=540
[1113391744548337,1113419003115247] #NP=786741391 G(Pi(x))=548
[1113419003115329,1113448208722687] #NP=842977703 G(Pi(x))=666
[1113448208722727,1113477414330163] #NP=842952759 G(Pi(x))=579
[1113477414330233,1113506619937609] #NP=842967469 G(Pi(x))=517
[1113506619937709,1113535825545151] #NP=842963803 G(Pi(x))=619
[1113535825545181,1113565031152597] #NP=842935689 G(Pi(x))=543
[1113565031152727,1113594236760079] #NP=842963048 G(Pi(x))=566
[1113594236760119,1113623442367573] #NP=842969296 G(Pi(x))=513
[1113623442367603,1113652647975053] #NP=842977139 G(Pi(x))=636
[1113652647975121,1113681853582531] #NP=842974693 G(Pi(x))=529
[1113681853582553,1113711059190017] #NP=842984264 G(Pi(x))=544
[1113711059190031,1113740264797399] #NP=842969808 G(Pi(x))=558
[1113740264797541,1113769470404957] #NP=842955958 G(Pi(x))=521
[1113769470405023,1113798676012339] #NP=842969766 G(Pi(x))=569
[1113798676012453,1113827881619861] #NP=842950464 G(Pi(x))=564
[1113827881619951,1113857087227351] #NP=842936231 G(Pi(x))=555
[1113857087227427,1113886292834839] #NP=842960124 G(Pi(x))=593
[1113886292834891,1113915498442343] #NP=842928397 G(Pi(x))=523
[1113915498442361,1113944704049803] #NP=842947028 G(Pi(x))=593
[1113944704049899,1113973909657261] #NP=842983818 G(Pi(x))=545
[1113973909657321,1114003115264731] #NP=842942891 G(Pi(x))=528
[1114003115264833,1114034267912749] #NP=899157879 G(Pi(x))=551
[1114034267912791,1114065420560689] #NP=899130078 G(Pi(x))=511
[1114065420560819,1114096573208693] #NP=899143481 G(Pi(x))=587
[1114096573208761,1114127725856687] #NP=899139363 G(Pi(x))=527
[1114127725856759,1114158878504629] #NP=899162094 G(Pi(x))=555
[1114158878504681,1114190031152453] #NP=899148844 G(Pi(x))=534
[1114190031152641,1114221183800419] #NP=899149753 G(Pi(x))=567
[1114221183800623,1114252336448561] #NP=899128405 G(Pi(x))=554
[1114252336448597,1114283489096549] #NP=899149746 G(Pi(x))=499
[1114283489096671,1114314641744531] #NP=899141632 G(Pi(x))=584
[1114314641744671,1114345794392443] #NP=899151330 G(Pi(x))=594
[1114345794392533,1114376947040479] #NP=899130677 G(Pi(x))=537
[1114376947040543,1114408099688431] #NP=899154062 G(Pi(x))=567
[1114408099688483,1114439252336407] #NP=899145611 G(Pi(x))=579
[1114439252336461,1114470404984413] #NP=899148008 G(Pi(x))=558
[1114470404984413,1114501557632317] #NP=899135738 G(Pi(x))=530
[1114501557632389,1114532710280357] #NP=899142522 G(Pi(x))=637
[1114532710280387,1114563862928333] #NP=899140869 G(Pi(x))=529
[1114563862928371,1114595015576267] #NP=899132582 G(Pi(x))=515
[1114595015576323,1114626168224279] #NP=899124651 G(Pi(x))=542
[1114626168224299,1114657320872191] #NP=899143415 G(Pi(x))=554
[1114657320872309,1114688473520213] #NP=899154085 G(Pi(x))=549
[1114688473520269,1114719626168201] #NP=899125978 G(Pi(x))=541
[1114719626168233,1114750778815991] #NP=899137958 G(Pi(x))=653
[1114750778816203,1114781931464119] #NP=899141865 G(Pi(x))=525
[1114781931464231,1114813084112111] #NP=899140906 G(Pi(x))=557
[1114813084112179,1114844236760069] #NP=899133794 G(Pi(x))=541
[1114844236760129,1114875389408087] #NP=899120498 G(Pi(x))=603
[1114875389408119,1114906542056057] #NP=899125267 G(Pi(x))=572
[1114906542056081,1114937694704017] #NP=899148169 G(Pi(x))=669
[1114937694704063,1114968847351981] #NP=899132699 G(Pi(x))=552
[1114968847352029,1114999999999987] #NP=899120051 G(Pi(x))=605
[1115000000000009,1115019470404843] #NP=561971613 G(Pi(x))=580
[1115019470405021,1115038940809939] #NP=561932487 G(Pi(x))=539
[1115038940809987,1115058411214931] #NP=561962867 G(Pi(x))=527
[1115058411214981,1115077881619913] #NP=561952664 G(Pi(x))=485
[1115077881619967,1115097352024883] #NP=561943991 G(Pi(x))=532
[1115097352024921,1115116822429889] #NP=561935191 G(Pi(x))=564
[1115116822429931,1115136292834873] #NP=561949419 G(Pi(x))=508
[1115136292834969,1115155763239807] #NP=561964155 G(Pi(x))=596
[1115155763239901,1115175233644819] #NP=561954680 G(Pi(x))=545
[1115175233644861,1115194704049637] #NP=561946203 G(Pi(x))=555
[1115194704049873,1115214174454823] #NP=561941397 G(Pi(x))=517
[1115214174454829,1115233644859787] #NP=561941797 G(Pi(x))=493
[1115233644859927,1115253115264787] #NP=561950709 G(Pi(x))=495
[1115253115264867,1115272585669769] #NP=561943965 G(Pi(x))=609
[1115272585669813,1115292056074759] #NP=561968415 G(Pi(x))=534
[1115292056074783,1115311526479723] #NP=561939744 G(Pi(x))=555
[1115311526479847,1115330996884703] #NP=561917482 G(Pi(x))=479
[1115330996884799,1115350467289703] #NP=561958623 G(Pi(x))=523
[1115350467289771,1115369937694673] #NP=561956952 G(Pi(x))=489
[1115369937694697,1115389408099621] #NP=561951089 G(Pi(x))=619
[1115389408099807,1115408878504597] #NP=561939157 G(Pi(x))=533
[1115408878504667,1115428348909639] #NP=561960620 G(Pi(x))=633
[1115428348909709,1115447819314579] #NP=561946055 G(Pi(x))=483
[1115447819314669,1115467289719597] #NP=561949421 G(Pi(x))=502
[1115467289719619,1115486760124537] #NP=561925395 G(Pi(x))=543
[1115486760124601,1115506230529553] #NP=561946414 G(Pi(x))=553
[1115506230529589,1115525700934559] #NP=561935775 G(Pi(x))=554
[1115525700934573,1115545171339481] #NP=561954744 G(Pi(x))=529
[1115545171339603,1115564641744519] #NP=561949891 G(Pi(x))=553
[1115564641744547,1115584112149511] #NP=561944800 G(Pi(x))=703
[1115584112149553,1115603582554459] #NP=561947193 G(Pi(x))=469
[1115603582554529,1115623052959477] #NP=561949353 G(Pi(x))=573
[1115623052959511,1115642523364471] #NP=561966708 G(Pi(x))=519
[1115642523364487,1115661993769357] #NP=561938830 G(Pi(x))=649
[1115661993769469,1115681464174411] #NP=561967838 G(Pi(x))=603
[1115681464174451,1115700934579277] #NP=561940193 G(Pi(x))=581
[1115700934579447,1115728193146373] #NP=786723532 G(Pi(x))=529
[1115728193146423,1115755451713303] #NP=786702873 G(Pi(x))=659
[1115755451713489,1115782710280327] #NP=786742806 G(Pi(x))=543
[1115782710280367,1115809968847253] #NP=786729020 G(Pi(x))=611
[1115809968847363,1115837227414307] #NP=786690043 G(Pi(x))=492
[1115837227414409,1115864485981261] #NP=786716450 G(Pi(x))=528
[1115864485981307,1115891744548193] #NP=786737795 G(Pi(x))=511
[1115891744548283,1115919003115243] #NP=786720863 G(Pi(x))=536
[1115919003115271,1115948208722693] #NP=842921220 G(Pi(x))=562
[1115948208722807,1115977414330133] #NP=842924037 G(Pi(x))=537
[1115977414330211,1116006619937663] #NP=842909625 G(Pi(x))=585
[1116006619937683,1116035825545141] #NP=842903747 G(Pi(x))=516
[1116035825545211,1116065031152609] #NP=842913415 G(Pi(x))=535
[1116065031152719,1116094236760099] #NP=842908757 G(Pi(x))=538
[1116094236760163,1116123442367587] #NP=842932348 G(Pi(x))=611
[1116123442367587,1116152647975063] #NP=842901616 G(Pi(x))=529
[1116152647975069,1116181853582503] #NP=842904885 G(Pi(x))=516
[1116181853582563,1116211059190001] #NP=842910912 G(Pi(x))=541
[1116211059190021,1116240264797429] #NP=842899120 G(Pi(x))=580
[1116240264797527,1116269470404967] #NP=842911617 G(Pi(x))=553
[1116269470404973,1116298676012441] #NP=842916702 G(Pi(x))=561
[1116298676012501,1116327881619911] #NP=842898902 G(Pi(x))=537
[1116327881619947,1116357087227381] #NP=842900408 G(Pi(x))=565
[1116357087227419,1116386292834877] #NP=842896890 G(Pi(x))=529
[1116386292835061,1116415498442339] #NP=842911191 G(Pi(x))=531
[1116415498442401,1116444704049833] #NP=842896471 G(Pi(x))=637
[1116444704049853,1116473909657287] #NP=842879989 G(Pi(x))=644
[1116473909657341,1116503115264731] #NP=842882326 G(Pi(x))=551
[1116503115264799,1116534267912757] #NP=899080585 G(Pi(x))=560
[1116534267912779,1116565420560677] #NP=899074633 G(Pi(x))=533
[1116565420560761,1116596573208653] #NP=899109684 G(Pi(x))=539
[1116596573208731,1116627725856653] #NP=899104861 G(Pi(x))=553
[1116627725856707,1116658878504647] #NP=899060217 G(Pi(x))=731
[1116658878504679,1116690031152551] #NP=899106943 G(Pi(x))=551
[1116690031152653,1116721183800529] #NP=899107290 G(Pi(x))=615
[1116721183800643,1116752336448587] #NP=899071483 G(Pi(x))=562
[1116752336448629,1116783489096553] #NP=899096450 G(Pi(x))=565
[1116783489096619,1116814641744479] #NP=899105357 G(Pi(x))=540
[1116814641744539,1116845794392491] #NP=899105067 G(Pi(x))=567
[1116845794392551,1116876947040457] #NP=899071862 G(Pi(x))=525
[1116876947040493,1116908099688427] #NP=899092378 G(Pi(x))=521
[1116908099688517,1116939252336437] #NP=899090126 G(Pi(x))=523
[1116939252336449,1116970404984359] #NP=899100745 G(Pi(x))=545
[1116970404984439,1117001557632383] #NP=899071014 G(Pi(x))=593
[1117001557632547,1117032710280323] #NP=899076800 G(Pi(x))=560
[1117032710280379,1117063862928269] #NP=899069502 G(Pi(x))=513
[1117063862928401,1117095015576299] #NP=899088695 G(Pi(x))=555
[1117095015576433,1117126168224259] #NP=899061704 G(Pi(x))=570
[1117126168224329,1117157320872259] #NP=899076169 G(Pi(x))=592
[1117157320872277,1117188473520233] #NP=899066572 G(Pi(x))=531
[1117188473520263,1117219626168193] #NP=899072617 G(Pi(x))=591
[1117219626168229,1117250778816131] #NP=899048152 G(Pi(x))=554
[1117250778816253,1117281931464151] #NP=899092153 G(Pi(x))=512
[1117281931464191,1117313084112103] #NP=899084557 G(Pi(x))=528
[1117313084112149,1117344236760109] #NP=899056021 G(Pi(x))=498
[1117344236760137,1117375389408041] #NP=899090282 G(Pi(x))=688
[1117375389408163,1117406542056031] #NP=899067710 G(Pi(x))=552
[1117406542056137,1117437694703921] #NP=899085389 G(Pi(x))=513
[1117437694704061,1117468847351981] #NP=899081880 G(Pi(x))=553
[1117468847352071,1117499999999941] #NP=899065938 G(Pi(x))=580
[1117500000000023,1117519470404921] #NP=561925334 G(Pi(x))=485
[1117519470404993,1117538940809947] #NP=561916685 G(Pi(x))=547
[1117538940810023,1117558411214941] #NP=561908453 G(Pi(x))=573
[1117558411214981,1117577881619911] #NP=561916549 G(Pi(x))=531
[1117577881619959,1117597352024917] #NP=561910681 G(Pi(x))=527
[1117597352024927,1117616822429897] #NP=561936768 G(Pi(x))=555
[1117616822429909,1117636292834851] #NP=561903067 G(Pi(x))=508
[1117636292834989,1117655763239861] #NP=561900665 G(Pi(x))=527
[1117655763240013,1117675233644831] #NP=561908308 G(Pi(x))=591
[1117675233644857,1117694704049839] #NP=561924824 G(Pi(x))=517
[1117694704049873,1117714174454749] #NP=561903594 G(Pi(x))=537
[1117714174454827,1117733644859803] #NP=561940113 G(Pi(x))=585
[1117733644859809,1117753115264783] #NP=561918844 G(Pi(x))=523
[1117753115264857,1117772585669759] #NP=561902139 G(Pi(x))=744
[1117772585669791,1117792056074753] #NP=561914350 G(Pi(x))=496
[1117792056074777,1117811526479741] #NP=561909201 G(Pi(x))=545
[1117811526479779,1117830996884717] #NP=561893573 G(Pi(x))=555
[1117830996884813,1117850467289599] #NP=561931242 G(Pi(x))=507
[1117850467289767,1117869937694677] #NP=561901460 G(Pi(x))=521
[1117869937694701,1117889408099657] #NP=561915425 G(Pi(x))=513
[1117889408099699,1117908878504567] #NP=561892198 G(Pi(x))=531
[1117908878504777,1117928348909621] #NP=561931434 G(Pi(x))=493
[1117928348909689,1117947819314617] #NP=561895271 G(Pi(x))=635
[1117947819314657,1117967289719611] #NP=561897554 G(Pi(x))=508
[1117967289719767,1117986760124593] #NP=561905497 G(Pi(x))=515
[1117986760124651,1118006230529561] #NP=561924583 G(Pi(x))=533
[1118006230529597,1118025700934551] #NP=561911902 G(Pi(x))=552
[1118025700934633,1118045171339543] #NP=561911792 G(Pi(x))=479
[1118045171339659,1118064641744527] #NP=561907334 G(Pi(x))=581
[1118064641744537,1118084112149413] #NP=561895748 G(Pi(x))=535
[1118084112149531,1118103582554473] #NP=561920072 G(Pi(x))=587
[1118103582554509,1118123052959443] #NP=561894032 G(Pi(x))=481
[1118123052959491,1118142523364467] #NP=561906966 G(Pi(x))=511
[1118142523364479,1118161993769419] #NP=561897280 G(Pi(x))=549
[1118161993769461,1118181464174419] #NP=561912153 G(Pi(x))=521
[1118181464174471,1118200934579387] #NP=561896280 G(Pi(x))=549
[1118200934579431,1118228193146293] #NP=786674704 G(Pi(x))=643
[1118228193146569,1118255451713357] #NP=786683041 G(Pi(x))=561
[1118255451713441,1118282710280321] #NP=786683167 G(Pi(x))=565
[1118282710280377,1118309968847297] #NP=786664177 G(Pi(x))=603
[1118309968847387,1118337227414201] #NP=786657339 G(Pi(x))=552
[1118337227414339,1118364485981209] #NP=786656057 G(Pi(x))=569
[1118364485981339,1118391744548269] #NP=786690334 G(Pi(x))=573
[1118391744548279,1118419003115221] #NP=786658328 G(Pi(x))=653
[1118419003115339,1118448208722709] #NP=842866948 G(Pi(x))=593
[1118448208722749,1118477414330197] #NP=842869868 G(Pi(x))=704
[1118477414330231,1118506619937659] #NP=842839285 G(Pi(x))=532
[1118506619937689,1118535825545153] #NP=842838805 G(Pi(x))=541
[1118535825545189,1118565031152631] #NP=842868797 G(Pi(x))=615
[1118565031152661,1118594236760083] #NP=842855456 G(Pi(x))=597
[1118594236760167,1118623442367551] #NP=842839309 G(Pi(x))=577
[1118623442367589,1118652647975033] #NP=842846223 G(Pi(x))=567
[1118652647975117,1118681853582529] #NP=842847300 G(Pi(x))=569
[1118681853582547,1118711059189981] #NP=842870722 G(Pi(x))=583
[1118711059190071,1118740264797413] #NP=842884101 G(Pi(x))=520
[1118740264797509,1118769470404961] #NP=842841995 G(Pi(x))=500
[1118769470404991,1118798676012449] #NP=842843072 G(Pi(x))=547
[1118798676012449,1118827881619897] #NP=842858488 G(Pi(x))=529
[1118827881619927,1118857087227403] #NP=842845385 G(Pi(x))=519
[1118857087227403,1118886292834811] #NP=842849771 G(Pi(x))=537
[1118886292834901,1118915498442311] #NP=842839120 G(Pi(x))=535
[1118915498442383,1118944704049829] #NP=842814714 G(Pi(x))=557
[1118944704049849,1118973909657229] #NP=842850756 G(Pi(x))=503
[1118973909657313,1119003115264787] #NP=842852687 G(Pi(x))=541
[1119003115264789,1119034267912711] #NP=899035589 G(Pi(x))=542
[1119034267912789,1119065420560733] #NP=899026549 G(Pi(x))=601
[1119065420560777,1119096573208709] #NP=899036580 G(Pi(x))=581
[1119096573208753,1119127725856631] #NP=899032458 G(Pi(x))=552
[1119127725856697,1119158878504663] #NP=899010246 G(Pi(x))=532
[1119158878504663,1119190031152597] #NP=899040111 G(Pi(x))=563
[1119190031152643,1119221183800583] #NP=899042263 G(Pi(x))=589
[1119221183800661,1119252336448541] #NP=899025701 G(Pi(x))=530
[1119252336448601,1119283489096547] #NP=899042077 G(Pi(x))=507
[1119283489096567,1119314641744469] #NP=899020623 G(Pi(x))=568
[1119314641744591,1119345794392471] #NP=899028516 G(Pi(x))=511
[1119345794392537,1119376947040481] #NP=899026700 G(Pi(x))=584
[1119376947040489,1119408099688363] #NP=899017361 G(Pi(x))=549
[1119408099688591,1119439252336421] #NP=898969785 G(Pi(x))=546
[1119439252336487,1119470404984411] #NP=899025065 G(Pi(x))=557
[1119470404984469,1119501557632387] #NP=899016533 G(Pi(x))=553
[1119501557632391,1119532710280343] #NP=898999134 G(Pi(x))=543
[1119532710280373,1119563862928331] #NP=899025705 G(Pi(x))=547
[1119563862928409,1119595015576309] #NP=899024026 G(Pi(x))=525
[1119595015576327,1119626168224273] #NP=899009681 G(Pi(x))=622
[1119626168224331,1119657320872249] #NP=899036868 G(Pi(x))=514
[1119657320872273,1119688473520237] #NP=899043232 G(Pi(x))=521
[1119688473520291,1119719626168207] #NP=898995871 G(Pi(x))=547
[1119719626168223,1119750778816139] #NP=898998847 G(Pi(x))=544
[1119750778816199,1119781931464103] #NP=899029986 G(Pi(x))=543
[1119781931464223,1119813084112123] #NP=899018431 G(Pi(x))=585
[1119813084112181,1119844236760027] #NP=898996579 G(Pi(x))=562
[1119844236760127,1119875389408057] #NP=899002954 G(Pi(x))=579
[1119875389408129,1119906542056033] #NP=899019823 G(Pi(x))=527
[1119906542056129,1119937694704027] #NP=898998790 G(Pi(x))=611
[1119937694704067,1119968847351989] #NP=898995346 G(Pi(x))=571
[1119968847352021,1119999999999869] #NP=899059385 G(Pi(x))=547
[1120000000000019,1120019470404979] #NP=561872119 G(Pi(x))=563
[1120019470405097,1120038940809937] #NP=561872194 G(Pi(x))=485
[1120038940809983,1120058411214859] #NP=561879228 G(Pi(x))=527
[1120058411214961,1120077881619889] #NP=561895167 G(Pi(x))=479
[1120077881620043,1120097352024901] #NP=561893613 G(Pi(x))=561
[1120097352024929,1120116822429893] #NP=561875881 G(Pi(x))=547
[1120116822429947,1120136292834847] #NP=561864739 G(Pi(x))=513
[1120136292834919,1120155763239767] #NP=561876056 G(Pi(x))=529
[1120155763239899,1120175233644853] #NP=561894430 G(Pi(x))=521
[1120175233644869,1120194704049749] #NP=561884960 G(Pi(x))=569
[1120194704049899,1120214174454799] #NP=561856849 G(Pi(x))=537
[1120214174454841,1120233644859781] #NP=561880452 G(Pi(x))=560
[1120233644859811,1120253115264761] #NP=561906637 G(Pi(x))=522
[1120253115264799,1120272585669767] #NP=561883703 G(Pi(x))=502
[1120272585669929,1120292056074689] #NP=561883316 G(Pi(x))=552
[1120292056074767,1120311526479647] #NP=561873586 G(Pi(x))=525
[1120311526479883,1120330996884727] #NP=561882963 G(Pi(x))=517
[1120330996884731,1120350467289679] #NP=561878260 G(Pi(x))=577
[1120350467289721,1120369937694647] #NP=561871123 G(Pi(x))=533
[1120369937694701,1120389408099641] #NP=561884817 G(Pi(x))=521
[1120389408099683,1120408878504607] #NP=561872778 G(Pi(x))=517
[1120408878504677,1120428348909593] #NP=561872638 G(Pi(x))=529
[1120428348909707,1120447819314613] #NP=561859735 G(Pi(x))=595
[1120447819314641,1120467289719607] #NP=561850727 G(Pi(x))=524
[1120467289719643,1120486760124551] #NP=561885448 G(Pi(x))=560
[1120486760124631,1120506230529583] #NP=561883990 G(Pi(x))=538
[1120506230529607,1120525700934547] #NP=561899374 G(Pi(x))=578
[1120525700934631,1120545171339547] #NP=561870097 G(Pi(x))=591
[1120545171339553,1120564641744511] #NP=561870545 G(Pi(x))=685
[1120564641744547,1120584112149461] #NP=561874656 G(Pi(x))=549
[1120584112149527,1120603582554481] #NP=561869379 G(Pi(x))=465
[1120603582554509,1120623052959469] #NP=561888131 G(Pi(x))=523
[1120623052959493,1120642523364443] #NP=561867649 G(Pi(x))=576
[1120642523364499,1120661993769443] #NP=561885147 G(Pi(x))=515
[1120661993769463,1120681464174413] #NP=561863323 G(Pi(x))=577
[1120681464174451,1120700934579379] #NP=561893513 G(Pi(x))=517
[1120700934579427,1120728193146383] #NP=786617950 G(Pi(x))=499
[1120728193146437,1120755451713367] #NP=786654373 G(Pi(x))=557
[1120755451713397,1120782710280313] #NP=786600985 G(Pi(x))=583
[1120782710280367,1120809968847323] #NP=786606427 G(Pi(x))=595
[1120809968847367,1120837227414241] #NP=786641574 G(Pi(x))=547
[1120837227414361,1120864485981241] #NP=786645626 G(Pi(x))=560
[1120864485981301,1120891744548269] #NP=786589666 G(Pi(x))=604
[1120891744548313,1120919003115239] #NP=786608397 G(Pi(x))=499
[1120919003115253,1120948208722721] #NP=842814952 G(Pi(x))=547
[1120948208722733,1120977414330157] #NP=842819038 G(Pi(x))=551
[1120977414330217,1121006619937669] #NP=842798964 G(Pi(x))=559
[1121006619937709,1121035825545067] #NP=842823142 G(Pi(x))=539
[1121035825545161,1121065031152613] #NP=842788880 G(Pi(x))=519
[1121065031152663,1121094236760079] #NP=842777773 G(Pi(x))=551
[1121094236760161,1121123442367561] #NP=842788360 G(Pi(x))=593
[1121123442367603,1121152647975037] #NP=842817768 G(Pi(x))=531
[1121152647975071,1121181853582529] #NP=842797957 G(Pi(x))=505
[1121181853582573,1121211059190017] #NP=842792168 G(Pi(x))=539
[1121211059190067,1121240264797453] #NP=842787443 G(Pi(x))=515
[1121240264797547,1121269470404947] #NP=842795551 G(Pi(x))=527
[1121269470404983,1121298676012399] #NP=842793387 G(Pi(x))=504
[1121298676012499,1121327881619831] #NP=842803388 G(Pi(x))=557
[1121327881619989,1121357087227373] #NP=842835754 G(Pi(x))=513
[1121357087227411,1121386292834869] #NP=842812125 G(Pi(x))=530
[1121386292834897,1121415498442339] #NP=842810285 G(Pi(x))=532
[1121415498442399,1121444704049783] #NP=842786936 G(Pi(x))=515
[1121444704049849,1121473909657303] #NP=842784530 G(Pi(x))=563
[1121473909657313,1121503115264759] #NP=842781259 G(Pi(x))=518
[1121503115264827,1121534267912731] #NP=898978191 G(Pi(x))=674
[1121534267912843,1121565420560699] #NP=898954953 G(Pi(x))=528
[1121565420560773,1121596573208711] #NP=898960533 G(Pi(x))=547
[1121596573208731,1121627725856669] #NP=898991545 G(Pi(x))=534
[1121627725856707,1121658878504663] #NP=898979914 G(Pi(x))=529
[1121658878504663,1121690031152629] #NP=898965027 G(Pi(x))=493
[1121690031152641,1121721183800549] #NP=898979542 G(Pi(x))=577
[1121721183800621,1121752336448581] #NP=898978658 G(Pi(x))=597
[1121752336448647,1121783489096563] #NP=898976241 G(Pi(x))=535
[1121783489096563,1121814641744521] #NP=898962518 G(Pi(x))=539
[1121814641744611,1121845794392497] #NP=898949723 G(Pi(x))=511
[1121845794392527,1121876947040411] #NP=898973842 G(Pi(x))=549
[1121876947040491,1121908099688419] #NP=898954306 G(Pi(x))=536
[1121908099688527,1121939252336431] #NP=898967014 G(Pi(x))=579
[1121939252336449,1121970404984371] #NP=898943319 G(Pi(x))=544
[1121970404984419,1122001557632299] #NP=898948988 G(Pi(x))=524
[1122001557632437,1122032710280281] #NP=898958419 G(Pi(x))=554
[1122032710280389,1122063862928287] #NP=898969441 G(Pi(x))=576
[1122063862928341,1122095015576291] #NP=898965034 G(Pi(x))=541
[1122095015576317,1122126168224231] #NP=898965906 G(Pi(x))=549
[1122126168224291,1122157320872261] #NP=898928548 G(Pi(x))=570
[1122157320872311,1122188473520227] #NP=898972112 G(Pi(x))=599
[1122188473520297,1122219626168167] #NP=898940851 G(Pi(x))=517
[1122219626168369,1122250778816177] #NP=898966147 G(Pi(x))=556
[1122250778816257,1122281931464137] #NP=898954100 G(Pi(x))=593
[1122281931464191,1122313084112131] #NP=898940380 G(Pi(x))=533
[1122313084112153,1122344236760113] #NP=898968132 G(Pi(x))=551
[1122344236760113,1122375389408059] #NP=898977118 G(Pi(x))=501
[1122375389408093,1122406542055993] #NP=898944450 G(Pi(x))=545
[1122406542056099,1122437694703999] #NP=898967968 G(Pi(x))=625
[1122437694704057,1122468847352003] #NP=898955836 G(Pi(x))=563
[1122468847352081,1122499999999979] #NP=898952577 G(Pi(x))=571
[1122500000000063,1122519470404957] #NP=561842833 G(Pi(x))=545
[1122519470405131,1122538940809961] #NP=561824314 G(Pi(x))=579
[1122538940809987,1122558411214937] #NP=561849644 G(Pi(x))=515
[1122558411214969,1122577881619933] #NP=561832669 G(Pi(x))=507
[1122577881619951,1122597352024891] #NP=561834692 G(Pi(x))=573
[1122597352024963,1122616822429853] #NP=561853653 G(Pi(x))=611
[1122616822429939,1122636292834841] #NP=561869657 G(Pi(x))=521
[1122636292834909,1122655763239811] #NP=561831083 G(Pi(x))=501
[1122655763239931,1122675233644831] #NP=561817312 G(Pi(x))=603
[1122675233644901,1122694704049837] #NP=561863037 G(Pi(x))=597
[1122694704049843,1122714174454823] #NP=561871477 G(Pi(x))=549
[1122714174454841,1122733644859807] #NP=561834003 G(Pi(x))=497
[1122733644859811,1122753115264783] #NP=561854927 G(Pi(x))=535
[1122753115264811,1122772585669729] #NP=561837259 G(Pi(x))=628
[1122772585669789,1122792056074681] #NP=561843086 G(Pi(x))=567
[1122792056074769,1122811526479729] #NP=561849539 G(Pi(x))=549
[1122811526479793,1122830996884721] #NP=561857260 G(Pi(x))=525
[1122830996884739,1122850467289697] #NP=561847686 G(Pi(x))=474
[1122850467289741,1122869937694679] #NP=561861475 G(Pi(x))=521
[1122869937694721,1122889408099673] #NP=561825001 G(Pi(x))=559
[1122889408099703,1122908878504657] #NP=561831243 G(Pi(x))=549
[1122908878504681,1122928348909643] #NP=561859374 G(Pi(x))=537
[1122928348909687,1122947819314631] #NP=561844168 G(Pi(x))=533
[1122947819314687,1122967289719579] #NP=561844121 G(Pi(x))=594
[1122967289719651,1122986760124561] #NP=561856737 G(Pi(x))=541
[1122986760124601,1123006230529577] #NP=561844970 G(Pi(x))=509
[1123006230529627,1123025700934499] #NP=561830390 G(Pi(x))=501
[1123025700934607,1123045171339537] #NP=561839991 G(Pi(x))=541
[1123045171339573,1123064641744489] #NP=561831718 G(Pi(x))=593
[1123064641744537,1123084112149511] #NP=561853964 G(Pi(x))=536
[1123084112149561,1123103582554493] #NP=561835695 G(Pi(x))=530
[1123103582554517,1123123052959487] #NP=561825248 G(Pi(x))=537
[1123123052959507,1123142523364447] #NP=561824599 G(Pi(x))=527
[1123142523364493,1123161993769423] #NP=561848569 G(Pi(x))=493
[1123161993769463,1123181464174417] #NP=561845764 G(Pi(x))=535
[1123181464174477,1123200934579397] #NP=561848154 G(Pi(x))=527
[1123200934579487,1123228193146363] #NP=786573515 G(Pi(x))=501
[1123228193146457,1123255451713361] #NP=786567049 G(Pi(x))=509
[1123255451713391,1123282710280279] #NP=786563240 G(Pi(x))=550
[1123282710280361,1123309968847301] #NP=786562790 G(Pi(x))=545
[1123309968847397,1123337227414231] #NP=786561249 G(Pi(x))=577
[1123337227414321,1123364485981247] #NP=786573033 G(Pi(x))=574
[1123364485981313,1123391744548261] #NP=786590583 G(Pi(x))=555
[1123391744548291,1123419003115237] #NP=786569714 G(Pi(x))=505
[1123419003115261,1123448208722701] #NP=842743790 G(Pi(x))=519
[1123448208722737,1123477414330181] #NP=842746858 G(Pi(x))=549
[1123477414330211,1123506619937617] #NP=842737620 G(Pi(x))=567
[1123506619937687,1123535825545139] #NP=842752498 G(Pi(x))=511
[1123535825545171,1123565031152623] #NP=842758014 G(Pi(x))=531
[1123565031152639,1123594236760103] #NP=842730693 G(Pi(x))=579
[1123594236760157,1123623442367567] #NP=842731609 G(Pi(x))=557
[1123623442367611,1123652647975063] #NP=842748347 G(Pi(x))=582
[1123652647975133,1123681853582521] #NP=842745834 G(Pi(x))=555
[1123681853582549,1123711059190007] #NP=842738981 G(Pi(x))=517
[1123711059190087,1123740264797453] #NP=842735963 G(Pi(x))=629
[1123740264797503,1123769470404967] #NP=842731673 G(Pi(x))=561
[1123769470404991,1123798676012447] #NP=842749811 G(Pi(x))=513
[1123798676012459,1123827881619923] #NP=842742859 G(Pi(x))=569
[1123827881619979,1123857087227353] #NP=842746759 G(Pi(x))=568
[1123857087227423,1123886292834821] #NP=842747666 G(Pi(x))=675
[1123886292834923,1123915498442351] #NP=842717611 G(Pi(x))=540
[1123915498442393,1123944704049809] #NP=842748687 G(Pi(x))=535
[1123944704049859,1123973909657251] #NP=842737274 G(Pi(x))=575
[1123973909657351,1124003115264787] #NP=842725131 G(Pi(x))=528
[1124003115264853,1124034267912761] #NP=898935380 G(Pi(x))=629
[1124034267912811,1124065420560727] #NP=898925961 G(Pi(x))=615
[1124065420560739,1124096573208683] #NP=898933220 G(Pi(x))=636
[1124096573208767,1124127725856613] #NP=898896205 G(Pi(x))=585
[1124127725856697,1124158878504659] #NP=898896899 G(Pi(x))=593
[1124158878504719,1124190031152611] #NP=898887768 G(Pi(x))=565
[1124190031152647,1124221183800593] #NP=898893716 G(Pi(x))=512
[1124221183800619,1124252336448581] #NP=898889469 G(Pi(x))=573
[1124252336448607,1124283489096553] #NP=898901721 G(Pi(x))=514
[1124283489096619,1124314641744533] #NP=898948558 G(Pi(x))=554
[1124314641744601,1124345794392503] #NP=898911630 G(Pi(x))=626
[1124345794392521,1124376947040443] #NP=898906212 G(Pi(x))=537
[1124376947040563,1124408099688413] #NP=898922669 G(Pi(x))=535
[1124408099688487,1124439252336419] #NP=898916451 G(Pi(x))=587
[1124439252336451,1124470404984379] #NP=898913236 G(Pi(x))=505
[1124470404984449,1124501557632359] #NP=898889533 G(Pi(x))=565
[1124501557632403,1124532710280341] #NP=898924351 G(Pi(x))=495
[1124532710280383,1124563862928287] #NP=898891425 G(Pi(x))=551
[1124563862928343,1124595015576313] #NP=898932665 G(Pi(x))=501
[1124595015576313,1124626168224283] #NP=898916002 G(Pi(x))=542
[1124626168224301,1124657320872251] #NP=898894742 G(Pi(x))=522
[1124657320872271,1124688473520133] #NP=898890764 G(Pi(x))=516
[1124688473520277,1124719626168209] #NP=898887693 G(Pi(x))=529
[1124719626168227,1124750778816151] #NP=898933290 G(Pi(x))=533
[1124750778816199,1124781931464161] #NP=898886558 G(Pi(x))=555
[1124781931464181,1124813084112097] #NP=898905278 G(Pi(x))=574
[1124813084112163,1124844236760047] #NP=898890306 G(Pi(x))=588
[1124844236760119,1124875389408041] #NP=898894957 G(Pi(x))=617
[1124875389408103,1124906542056061] #NP=898896606 G(Pi(x))=609
[1124906542056079,1124937694703951] #NP=898892511 G(Pi(x))=555
[1124937694704077,1124968847351971] #NP=898881778 G(Pi(x))=540
[1124968847352127,1124999999999987] #NP=898926836 G(Pi(x))=619
[1125000000000017,1125019470404923] #NP=561799551 G(Pi(x))=499
[1125019470405001,1125038940809869] #NP=561795205 G(Pi(x))=553
[1125038940809969,1125058411214917] #NP=561838147 G(Pi(x))=497
[1125058411214963,1125077881619917] #NP=561801127 G(Pi(x))=597
[1125077881619957,1125097352024917] #NP=561824749 G(Pi(x))=493
[1125097352024927,1125116822429879] #NP=561802666 G(Pi(x))=529
[1125116822429911,1125136292834867] #NP=561818838 G(Pi(x))=555
[1125136292834947,1125155763239861] #NP=561792124 G(Pi(x))=561
[1125155763239881,1125175233644801] #NP=561810194 G(Pi(x))=579
[1125175233644867,1125194704049839] #NP=561803177 G(Pi(x))=507
[1125194704049917,1125214174454819] #NP=561816500 G(Pi(x))=564
[1125214174454849,1125233644859783] #NP=561805923 G(Pi(x))=499
[1125233644859833,1125253115264771] #NP=561806683 G(Pi(x))=517
[1125253115264819,1125272585669747] #NP=561780385 G(Pi(x))=595
[1125272585669797,1125292056074743] #NP=561824916 G(Pi(x))=532
[1125292056074773,1125311526479717] #NP=561806364 G(Pi(x))=565
[1125311526479831,1125330996884629] #NP=561799811 G(Pi(x))=519
[1125330996884827,1125350467289689] #NP=561808161 G(Pi(x))=572
[1125350467289731,1125369937694621] #NP=561840708 G(Pi(x))=525
[1125369937694701,1125389408099617] #NP=561822825 G(Pi(x))=537
[1125389408099681,1125408878504597] #NP=561811825 G(Pi(x))=715
[1125408878504681,1125428348909629] #NP=561799906 G(Pi(x))=541
[1125428348909651,1125447819314513] #NP=561798909 G(Pi(x))=531
[1125447819314641,1125467289719587] #NP=561805056 G(Pi(x))=509
[1125467289719623,1125486760124591] #NP=561805951 G(Pi(x))=527
[1125486760124621,1125506230529497] #NP=561792938 G(Pi(x))=529
[1125506230529623,1125525700934549] #NP=561820451 G(Pi(x))=589
[1125525700934581,1125545171339527] #NP=561809559 G(Pi(x))=541
[1125545171339581,1125564641744519] #NP=561795194 G(Pi(x))=505
[1125564641744581,1125584112149503] #NP=561794259 G(Pi(x))=505
[1125584112149521,1125603582554489] #NP=561806392 G(Pi(x))=602
[1125603582554551,1125623052959459] #NP=561797415 G(Pi(x))=567
[1125623052959507,1125642523364453] #NP=561806510 G(Pi(x))=499
[1125642523364483,1125661993769437] #NP=561787966 G(Pi(x))=557
[1125661993769459,1125681464174437] #NP=561816398 G(Pi(x))=533
[1125681464174441,1125700934579393] #NP=561782907 G(Pi(x))=625
[1125700934579447,1125728193146329] #NP=786521921 G(Pi(x))=592
[1125728193146437,1125755451713293] #NP=786518113 G(Pi(x))=505
[1125755451713381,1125782710280329] #NP=786525606 G(Pi(x))=555
[1125782710280381,1125809968847273] #NP=786521993 G(Pi(x))=545
[1125809968847351,1125837227414303] #NP=786498472 G(Pi(x))=564
[1125837227414351,1125864485981273] #NP=786486285 G(Pi(x))=525
[1125864485981309,1125891744548267] #NP=786502229 G(Pi(x))=519
[1125891744548299,1125919003115233] #NP=786486398 G(Pi(x))=523
[1125919003115267,1125948208722679] #NP=842684648 G(Pi(x))=609
[1125948208722791,1125977414330147] #NP=842677799 G(Pi(x))=530
[1125977414330203,1126006619937677] #NP=842686163 G(Pi(x))=601
[1126006619937701,1126035825545149] #NP=842695794 G(Pi(x))=539
[1126035825545159,1126065031152599] #NP=842697359 G(Pi(x))=541
[1126065031152647,1126094236760093] #NP=842689717 G(Pi(x))=548
[1126094236760131,1126123442367563] #NP=842720019 G(Pi(x))=527
[1126123442367601,1126152647975041] #NP=842699462 G(Pi(x))=553
[1126152647975077,1126181853582521] #NP=842684957 G(Pi(x))=674
[1126181853582589,1126211059190017] #NP=842675673 G(Pi(x))=559
[1126211059190033,1126240264797463] #NP=842684583 G(Pi(x))=595
[1126240264797511,1126269470404931] #NP=842710267 G(Pi(x))=507
[1126269470405029,1126298676012439] #NP=842684215 G(Pi(x))=525
[1126298676012451,1126327881619891] #NP=842654824 G(Pi(x))=521
[1126327881619943,1126357087227377] #NP=842679899 G(Pi(x))=521
[1126357087227431,1126386292834841] #NP=842713368 G(Pi(x))=625
[1126386292834883,1126415498442341] #NP=842696524 G(Pi(x))=583
[1126415498442361,1126444704049823] #NP=842673989 G(Pi(x))=545
[1126444704049843,1126473909657269] #NP=842710024 G(Pi(x))=527
[1126473909657329,1126503115264733] #NP=842678407 G(Pi(x))=593
[1126503115264873,1126534267912763] #NP=898850725 G(Pi(x))=599
[1126534267912763,1126565420560711] #NP=898861850 G(Pi(x))=575
[1126565420560751,1126596573208709] #NP=898864082 G(Pi(x))=537
[1126596573208739,1126627725856679] #NP=898857467 G(Pi(x))=549
[1126627725856693,1126658878504603] #NP=898857128 G(Pi(x))=547
[1126658878504669,1126690031152579] #NP=898850470 G(Pi(x))=541
[1126690031152661,1126721183800613] #NP=898851242 G(Pi(x))=521
[1126721183800613,1126752336448561] #NP=898865737 G(Pi(x))=526
[1126752336448633,1126783489096561] #NP=898863926 G(Pi(x))=553
[1126783489096591,1126814641744531] #NP=898857425 G(Pi(x))=575
[1126814641744553,1126845794392489] #NP=898855897 G(Pi(x))=559
[1126845794392517,1126876947040487] #NP=898828680 G(Pi(x))=545
[1126876947040499,1126908099688447] #NP=898846453 G(Pi(x))=557
[1126908099688487,1126939252336423] #NP=898862465 G(Pi(x))=536
[1126939252336439,1126970404984363] #NP=898871675 G(Pi(x))=522
[1126970404984423,1127001557632337] #NP=898842423 G(Pi(x))=547
[1127001557632399,1127032710280363] #NP=898793319 G(Pi(x))=526
[1127032710280363,1127063862928321] #NP=898860164 G(Pi(x))=589
[1127063862928429,1127095015576303] #NP=898827582 G(Pi(x))=579
[1127095015576331,1127126168224141] #NP=898817123 G(Pi(x))=501
[1127126168224327,1127157320872123] #NP=898864331 G(Pi(x))=534
[1127157320872301,1127188473520211] #NP=898842068 G(Pi(x))=560
[1127188473520271,1127219626168183] #NP=898843027 G(Pi(x))=583
[1127219626168217,1127250778816111] #NP=898857424 G(Pi(x))=555
[1127250778816207,1127281931464153] #NP=898817903 G(Pi(x))=595
[1127281931464207,1127313084112097] #NP=898866131 G(Pi(x))=573
[1127313084112141,1127344236760051] #NP=898841493 G(Pi(x))=603
[1127344236760177,1127375389408087] #NP=898824048 G(Pi(x))=571
[1127375389408117,1127406542056049] #NP=898870642 G(Pi(x))=591
[1127406542056121,1127437694704037] #NP=898850431 G(Pi(x))=606
[1127437694704133,1127468847351991] #NP=898828629 G(Pi(x))=549
[1127468847352031,1127499999999949] #NP=898831692 G(Pi(x))=549
[1127500000000007,1127519470404979] #NP=561769532 G(Pi(x))=605
[1127519470404989,1127538940809959] #NP=561777624 G(Pi(x))=499
[1127538940809979,1127558411214947] #NP=561777228 G(Pi(x))=686
[1127558411214959,1127577881619907] #NP=561762389 G(Pi(x))=506
[1127577881619961,1127597352024901] #NP=561762381 G(Pi(x))=577
[1127597352024943,1127616822429893] #NP=561780498 G(Pi(x))=513
[1127616822429907,1127636292834847] #NP=561765997 G(Pi(x))=543
[1127636292834889,1127655763239871] #NP=561784052 G(Pi(x))=504
[1127655763239881,1127675233644853] #NP=561784081 G(Pi(x))=537
[1127675233644979,1127694704049833] #NP=561799684 G(Pi(x))=556
[1127694704049857,1127714174454797] #NP=561764602 G(Pi(x))=563
[1127714174454841,1127733644859763] #NP=561757808 G(Pi(x))=505
[1127733644859859,1127753115264757] #NP=561786802 G(Pi(x))=484
[1127753115264793,1127772585669761] #NP=561781441 G(Pi(x))=574
[1127772585669791,1127792056074731] #NP=561752488 G(Pi(x))=501
[1127792056074781,1127811526479739] #NP=561750640 G(Pi(x))=517
[1127811526479779,1127830996884721] #NP=561760409 G(Pi(x))=617
[1127830996884749,1127850467289691] #NP=561773872 G(Pi(x))=501
[1127850467289727,1127869937694673] #NP=561766897 G(Pi(x))=591
[1127869937694701,1127889408099677] #NP=561759523 G(Pi(x))=568
[1127889408099697,1127908878504643] #NP=561804028 G(Pi(x))=559
[1127908878504781,1127928348909643] #NP=561765561 G(Pi(x))=544
[1127928348909737,1127947819314599] #NP=561769853 G(Pi(x))=551
[1127947819314653,1127967289719607] #NP=561766271 G(Pi(x))=511
[1127967289719631,1127986760124593] #NP=561789611 G(Pi(x))=549
[1127986760124659,1128006230529533] #NP=561765950 G(Pi(x))=549
[1128006230529601,1128025700934553] #NP=561758416 G(Pi(x))=535
[1128025700934599,1128045171339523] #NP=561794306 G(Pi(x))=637
[1128045171339553,1128064641744533] #NP=561772074 G(Pi(x))=488
[1128064641744541,1128084112149517] #NP=561785003 G(Pi(x))=529
[1128084112149521,1128103582554451] #NP=561744425 G(Pi(x))=548
[1128103582554511,1128123052959479] #NP=561773442 G(Pi(x))=509
[1128123052959493,1128142523364443] #NP=561786830 G(Pi(x))=509
[1128142523364529,1128161993769401] #NP=561761527 G(Pi(x))=513
[1128161993769581,1128181464174439] #NP=561784532 G(Pi(x))=539
[1128181464174449,1128200934579361] #NP=561755813 G(Pi(x))=513
[1128200934579487,1128228193146371] #NP=786471729 G(Pi(x))=549
[1128228193146407,1128255451713367] #NP=786453764 G(Pi(x))=545
[1128255451713431,1128282710280329] #NP=786468668 G(Pi(x))=529
[1128282710280379,1128309968847317] #NP=786466245 G(Pi(x))=580
[1128309968847409,1128337227414277] #NP=786460182 G(Pi(x))=487
[1128337227414367,1128364485981263] #NP=786476540 G(Pi(x))=587
[1128364485981353,1128391744548247] #NP=786478845 G(Pi(x))=535
[1128391744548359,1128419003115233] #NP=786475925 G(Pi(x))=522
[1128419003115281,1128448208722673] #NP=842644501 G(Pi(x))=605
[1128448208722777,1128477414330199] #NP=842654996 G(Pi(x))=557
[1128477414330209,1128506619937667] #NP=842626966 G(Pi(x))=557
[1128506619937681,1128535825545143] #NP=842631862 G(Pi(x))=517
[1128535825545319,1128565031152633] #NP=842648015 G(Pi(x))=547
[1128565031152633,1128594236760097] #NP=842612548 G(Pi(x))=581
[1128594236760173,1128623442367573] #NP=842658536 G(Pi(x))=548
[1128623442367601,1128652647975053] #NP=842635869 G(Pi(x))=569
[1128652647975169,1128681853582541] #NP=842646027 G(Pi(x))=540
[1128681853582541,1128711059189941] #NP=842604441 G(Pi(x))=525
[1128711059190031,1128740264797487] #NP=842606989 G(Pi(x))=558
[1128740264797501,1128769470404959] #NP=842655765 G(Pi(x))=509
[1128769470404977,1128798676012373] #NP=842617797 G(Pi(x))=525
[1128798676012459,1128827881619833] #NP=842646864 G(Pi(x))=511
[1128827881619927,1128857087227399] #NP=842619504 G(Pi(x))=527
[1128857087227409,1128886292834869] #NP=842605359 G(Pi(x))=589
[1128886292834897,1128915498442309] #NP=842637855 G(Pi(x))=509
[1128915498442387,1128944704049831] #NP=842642889 G(Pi(x))=565
[1128944704049893,1128973909657291] #NP=842632287 G(Pi(x))=659
[1128973909657411,1129003115264743] #NP=842630327 G(Pi(x))=559
[1129003115264837,1129034267912699] #NP=898826665 G(Pi(x))=556
[1129034267912777,1129065420560629] #NP=898787916 G(Pi(x))=543
[1129065420560741,1129096573208699] #NP=898778783 G(Pi(x))=595
[1129096573208761,1129127725856657] #NP=898827863 G(Pi(x))=531
[1129127725856699,1129158878504623] #NP=898801080 G(Pi(x))=517
[1129158878504681,1129190031152597] #NP=898800641 G(Pi(x))=560
[1129190031152653,1129221183800573] #NP=898792572 G(Pi(x))=551
[1129221183800653,1129252336448471] #NP=898807864 G(Pi(x))=550
[1129252336448597,1129283489096549] #NP=898779055 G(Pi(x))=519
[1129283489096617,1129314641744491] #NP=898799991 G(Pi(x))=549
[1129314641744591,1129345794392479] #NP=898768892 G(Pi(x))=555
[1129345794392533,1129376947040473] #NP=898823310 G(Pi(x))=553
[1129376947040513,1129408099688441] #NP=898812090 G(Pi(x))=565
[1129408099688471,1129439252336413] #NP=898805729 G(Pi(x))=498
[1129439252336513,1129470404984387] #NP=898810589 G(Pi(x))=560
[1129470404984429,1129501557632387] #NP=898796258 G(Pi(x))=665
[1129501557632411,1129532710280333] #NP=898780576 G(Pi(x))=556
[1129532710280413,1129563862928309] #NP=898787794 G(Pi(x))=556
[1129563862928339,1129595015576303] #NP=898789293 G(Pi(x))=585
[1129595015576327,1129626168224269] #NP=898793772 G(Pi(x))=597
[1129626168224383,1129657320872251] #NP=898807576 G(Pi(x))=628
[1129657320872317,1129688473520183] #NP=898787916 G(Pi(x))=505
[1129688473520281,1129719626168209] #NP=898791261 G(Pi(x))=609
[1129719626168251,1129750778816183] #NP=898784224 G(Pi(x))=563
[1129750778816399,1129781931464143] #NP=898781056 G(Pi(x))=537
[1129781931464201,1129813084112131] #NP=898766280 G(Pi(x))=530
[1129813084112143,1129844236760033] #NP=898792645 G(Pi(x))=572
[1129844236760123,1129875389408071] #NP=898795201 G(Pi(x))=660
[1129875389408089,1129906542056041] #NP=898791949 G(Pi(x))=565
[1129906542056101,1129937694704029] #NP=898756038 G(Pi(x))=530
[1129937694704069,1129968847352003] #NP=898790948 G(Pi(x))=613
[1129968847352027,1129999999999973] #NP=898772138 G(Pi(x))=579
[1130000000000057,1130019470404973] #NP=561740290 G(Pi(x))=521
[1130019470404991,1130038940809949] #NP=561743414 G(Pi(x))=587
[1130038940809973,1130058411214903] #NP=561746934 G(Pi(x))=634
[1130058411214969,1130077881619933] #NP=561761975 G(Pi(x))=531
[1130077881619979,1130097352024919] #NP=561728575 G(Pi(x))=586
[1130097352024933,1130116822429871] #NP=561746754 G(Pi(x))=553
[1130116822429913,1130136292834823] #NP=561750670 G(Pi(x))=547
[1130136292834919,1130155763239859] #NP=561739727 G(Pi(x))=589
[1130155763239873,1130175233644843] #NP=561746776 G(Pi(x))=519
[1130175233644861,1130194704049753] #NP=561742311 G(Pi(x))=538
[1130194704049871,1130214174454823] #NP=561745537 G(Pi(x))=525
[1130214174454889,1130233644859789] #NP=561745408 G(Pi(x))=551
[1130233644859817,1130253115264769] #NP=561731025 G(Pi(x))=525
[1130253115264831,1130272585669771] #NP=561723666 G(Pi(x))=501
[1130272585669781,1130292056074717] #NP=561751499 G(Pi(x))=551
[1130292056074763,1130311526479727] #NP=561728377 G(Pi(x))=579
[1130311526479829,1130330996884699] #NP=561740133 G(Pi(x))=513
[1130330996884729,1130350467289699] #NP=561731165 G(Pi(x))=543
[1130350467289741,1130369937694693] #NP=561734849 G(Pi(x))=615
[1130369937694757,1130389408099577] #NP=561724519 G(Pi(x))=572
[1130389408099703,1130408878504657] #NP=561753703 G(Pi(x))=537
[1130408878504687,1130428348909567] #NP=561720512 G(Pi(x))=579
[1130428348909649,1130447819314631] #NP=561744002 G(Pi(x))=530
[1130447819314643,1130467289719613] #NP=561694992 G(Pi(x))=546
[1130467289719627,1130486760124541] #NP=561746076 G(Pi(x))=509
[1130486760124697,1130506230529561] #NP=561719656 G(Pi(x))=521
[1130506230529601,1130525700934547] #NP=561725826 G(Pi(x))=483
[1130525700934613,1130545171339483] #NP=561738639 G(Pi(x))=553
[1130545171339561,1130564641744513] #NP=561744687 G(Pi(x))=553
[1130564641744589,1130584112149519] #NP=561746399 G(Pi(x))=565
[1130584112149537,1130603582554493] #NP=561732018 G(Pi(x))=673
[1130603582554513,1130623052959487] #NP=561724083 G(Pi(x))=498
[1130623052959513,1130642523364469] #NP=561719100 G(Pi(x))=531
[1130642523364513,1130661993769439] #NP=561727095 G(Pi(x))=572
[1130661993769463,1130681464174387] #NP=561731496 G(Pi(x))=569
[1130681464174469,1130700934579417] #NP=561719605 G(Pi(x))=558
[1130700934579471,1130728193146399] #NP=786398174 G(Pi(x))=526
[1130728193146417,1130755451713367] #NP=786414910 G(Pi(x))=534
[1130755451713411,1130782710280339] #NP=786434108 G(Pi(x))=545
[1130782710280397,1130809968847291] #NP=786422776 G(Pi(x))=521
[1130809968847399,1130837227414309] #NP=786416893 G(Pi(x))=519
[1130837227414369,1130864485981259] #NP=786423366 G(Pi(x))=616
[1130864485981367,1130891744548249] #NP=786426152 G(Pi(x))=509
[1130891744548327,1130919003115183] #NP=786398807 G(Pi(x))=487
[1130919003115249,1130948208722719] #NP=842555696 G(Pi(x))=532
[1130948208722809,1130977414330193] #NP=842576606 G(Pi(x))=545
[1130977414330207,1131006619937671] #NP=842587386 G(Pi(x))=553
[1131006619937681,1131035825545141] #NP=842588630 G(Pi(x))=537
[1131035825545169,1131065031152633] #NP=842576823 G(Pi(x))=585
[1131065031152633,1131094236760093] #NP=842583787 G(Pi(x))=521
[1131094236760157,1131123442367563] #NP=842579949 G(Pi(x))=561
[1131123442367621,1131152647974931] #NP=842576050 G(Pi(x))=513
[1131152647975081,1131181853582507] #NP=842558991 G(Pi(x))=709
[1131181853582551,1131211059189961] #NP=842595219 G(Pi(x))=501
[1131211059190067,1131240264797459] #NP=842539680 G(Pi(x))=533
[1131240264797549,1131269470404961] #NP=842583324 G(Pi(x))=549
[1131269470405021,1131298676012441] #NP=842576649 G(Pi(x))=555
[1131298676012471,1131327881619917] #NP=842576541 G(Pi(x))=605
[1131327881619997,1131357087227299] #NP=842595965 G(Pi(x))=570
[1131357087227483,1131386292834779] #NP=842582915 G(Pi(x))=553
[1131386292834881,1131415498442267] #NP=842546667 G(Pi(x))=544
[1131415498442407,1131444704049799] #NP=842585016 G(Pi(x))=553
[1131444704049851,1131473909657279] #NP=842551480 G(Pi(x))=559
[1131473909657327,1131503115264773] #NP=842578286 G(Pi(x))=585
[1131503115264791,1131534267912733] #NP=898732363 G(Pi(x))=521
[1131534267912787,1131565420560703] #NP=898739988 G(Pi(x))=515
[1131565420560767,1131596573208709] #NP=898723775 G(Pi(x))=525
[1131596573208757,1131627725856671] #NP=898723589 G(Pi(x))=525
[1131627725856689,1131658878504629] #NP=898741110 G(Pi(x))=575
[1131658878504697,1131690031152617] #NP=898748265 G(Pi(x))=613
[1131690031152671,1131721183800607] #NP=898725745 G(Pi(x))=587
[1131721183800653,1131752336448571] #NP=898753861 G(Pi(x))=535
[1131752336448661,1131783489096553] #NP=898758997 G(Pi(x))=605
[1131783489096587,1131814641744487] #NP=898737021 G(Pi(x))=527
[1131814641744637,1131845794392449] #NP=898731342 G(Pi(x))=558
[1131845794392539,1131876947040457] #NP=898720106 G(Pi(x))=515
[1131876947040503,1131908099688451] #NP=898755479 G(Pi(x))=607
[1131908099688557,1131939252336437] #NP=898755678 G(Pi(x))=511
[1131939252336457,1131970404984383] #NP=898708368 G(Pi(x))=501
[1131970404984457,1132001557632383] #NP=898741719 G(Pi(x))=566
[1132001557632511,1132032710280347] #NP=898745797 G(Pi(x))=591
[1132032710280389,1132063862928329] #NP=898750837 G(Pi(x))=579
[1132063862928343,1132095015576311] #NP=898760504 G(Pi(x))=516
[1132095015576331,1132126168224269] #NP=898740313 G(Pi(x))=525
[1132126168224313,1132157320872247] #NP=898727248 G(Pi(x))=614
[1132157320872283,1132188473520233] #NP=898727114 G(Pi(x))=573
[1132188473520263,1132219626168121] #NP=898731711 G(Pi(x))=547
[1132219626168289,1132250778816161] #NP=898742735 G(Pi(x))=561
[1132250778816193,1132281931464109] #NP=898723088 G(Pi(x))=557
[1132281931464197,1132313084112137] #NP=898735542 G(Pi(x))=558
[1132313084112143,1132344236760053] #NP=898711634 G(Pi(x))=544
[1132344236760131,1132375389408079] #NP=898735368 G(Pi(x))=523
[1132375389408089,1132406542056043] #NP=898729178 G(Pi(x))=613
[1132406542056077,1132437694703929] #NP=898725407 G(Pi(x))=581
[1132437694704061,1132468847351993] #NP=898732113 G(Pi(x))=617
[1132468847352043,1132499999999897] #NP=898712734 G(Pi(x))=545
[1132500000000041,1132519470404983] #NP=561696675 G(Pi(x))=617
[1132519470405041,1132538940809963] #NP=561692416 G(Pi(x))=493
[1132538940809989,1132558411214947] #NP=561689156 G(Pi(x))=553
[1132558411214957,1132577881619903] #NP=561693258 G(Pi(x))=541
[1132577881619941,1132597352024909] #NP=561719297 G(Pi(x))=537
[1132597352024951,1132616822429899] #NP=561701675 G(Pi(x))=582
[1132616822429909,1132636292834869] #NP=561684169 G(Pi(x))=589
[1132636292834951,1132655763239821] #NP=561701044 G(Pi(x))=547
[1132655763239927,1132675233644849] #NP=561699031 G(Pi(x))=533
[1132675233644887,1132694704049813] #NP=561713765 G(Pi(x))=540
[1132694704049849,1132714174454773] #NP=561690904 G(Pi(x))=555
[1132714174454887,1132733644859779] #NP=561694177 G(Pi(x))=560
[1132733644859851,1132753115264737] #NP=561688274 G(Pi(x))=528
[1132753115264801,1132772585669629] #NP=561690622 G(Pi(x))=641
[1132772585669797,1132792056074729] #NP=561702273 G(Pi(x))=518
[1132792056074801,1132811526479729] #NP=561702114 G(Pi(x))=497
[1132811526479837,1132830996884683] #NP=561703623 G(Pi(x))=572
[1132830996884731,1132850467289707] #NP=561661709 G(Pi(x))=541
[1132850467289789,1132869937694687] #NP=561680401 G(Pi(x))=627
[1132869937694801,1132889408099443] #NP=561690797 G(Pi(x))=541
[1132889408099707,1132908878504567] #NP=561698412 G(Pi(x))=499
[1132908878504713,1132928348909629] #NP=561687476 G(Pi(x))=612
[1132928348909657,1132947819314593] #NP=561703820 G(Pi(x))=479
[1132947819314767,1132967289719591] #NP=561673571 G(Pi(x))=601
[1132967289719633,1132986760124591] #NP=561692316 G(Pi(x))=553
[1132986760124647,1133006230529567] #NP=561681372 G(Pi(x))=545
[1133006230529599,1133025700934537] #NP=561694024 G(Pi(x))=563
[1133025700934579,1133045171339551] #NP=561715073 G(Pi(x))=515
[1133045171339561,1133064641744521] #NP=561695527 G(Pi(x))=593
[1133064641744537,1133084112149519] #NP=561715559 G(Pi(x))=559
[1133084112149567,1133103582554501] #NP=561690319 G(Pi(x))=476
[1133103582554513,1133123052959479] #NP=561713107 G(Pi(x))=519
[1133123052959503,1133142523364471] #NP=561689074 G(Pi(x))=524
[1133142523364479,1133161993769417] #NP=561689967 G(Pi(x))=485
[1133161993769461,1133181464174437] #NP=561709261 G(Pi(x))=589
[1133181464174471,1133200934579423] #NP=561702230 G(Pi(x))=547
[1133200934579453,1133228193146353] #NP=786341083 G(Pi(x))=539
[1133228193146453,1133255451713369] #NP=786375953 G(Pi(x))=531
[1133255451713393,1133282710280291] #NP=786386889 G(Pi(x))=637
[1133282710280381,1133309968847279] #NP=786358289 G(Pi(x))=564
[1133309968847341,1133337227414269] #NP=786355852 G(Pi(x))=476
[1133337227414321,1133364485981267] #NP=786358643 G(Pi(x))=519
[1133364485981323,1133391744548257] #NP=786371668 G(Pi(x))=556
[1133391744548341,1133419003115137] #NP=786364980 G(Pi(x))=488
[1133419003115261,1133448208722703] #NP=842541450 G(Pi(x))=625
[1133448208722749,1133477414330189] #NP=842565409 G(Pi(x))=545
[1133477414330231,1133506619937641] #NP=842564949 G(Pi(x))=531
[1133506619937689,1133535825545153] #NP=842540305 G(Pi(x))=544
[1133535825545317,1133565031152629] #NP=842515969 G(Pi(x))=618
[1133565031152641,1133594236760081] #NP=842540657 G(Pi(x))=515
[1133594236760159,1133623442367571] #NP=842567998 G(Pi(x))=537
[1133623442367613,1133652647975039] #NP=842521681 G(Pi(x))=601
[1133652647975083,1133681853582493] #NP=842515235 G(Pi(x))=656
[1133681853582559,1133711059189987] #NP=842545747 G(Pi(x))=493
[1133711059190023,1133740264797419] #NP=842519831 G(Pi(x))=557
[1133740264797529,1133769470404951] #NP=842526831 G(Pi(x))=512
[1133769470404979,1133798676012421] #NP=842531332 G(Pi(x))=572
[1133798676012461,1133827881619891] #NP=842521230 G(Pi(x))=579
[1133827881619931,1133857087227401] #NP=842526867 G(Pi(x))=544
[1133857087227407,1133886292834849] #NP=842541228 G(Pi(x))=553
[1133886292834949,1133915498442269] #NP=842538171 G(Pi(x))=521
[1133915498442359,1133944704049739] #NP=842507503 G(Pi(x))=521
[1133944704049841,1133973909657311] #NP=842501358 G(Pi(x))=548
[1133973909657311,1134003115264781] #NP=842551664 G(Pi(x))=646
[1134003115264813,1134034267912759] #NP=898687124 G(Pi(x))=525
[1134034267912853,1134065420560637] #NP=898690206 G(Pi(x))=703
[1134065420560747,1134096573208619] #NP=898680923 G(Pi(x))=531
[1134096573208751,1134127725856681] #NP=898701081 G(Pi(x))=505
[1134127725856729,1134158878504649] #NP=898703084 G(Pi(x))=513
[1134158878504709,1134190031152631] #NP=898685642 G(Pi(x))=499
[1134190031152643,1134221183800577] #NP=898673167 G(Pi(x))=503
[1134221183800673,1134252336448577] #NP=898683181 G(Pi(x))=591
[1134252336448729,1134283489096561] #NP=898671946 G(Pi(x))=557
[1134283489096643,1134314641744477] #NP=898673512 G(Pi(x))=531
[1134314641744567,1134345794392507] #NP=898691627 G(Pi(x))=717
[1134345794392519,1134376947040439] #NP=898669378 G(Pi(x))=563
[1134376947040511,1134408099688403] #NP=898670654 G(Pi(x))=559
[1134408099688481,1134439252336433] #NP=898696737 G(Pi(x))=663
[1134439252336451,1134470404984393] #NP=898683234 G(Pi(x))=531
[1134470404984457,1134501557632381] #NP=898681010 G(Pi(x))=573
[1134501557632441,1134532710280357] #NP=898673616 G(Pi(x))=555
[1134532710280471,1134563862928337] #NP=898670322 G(Pi(x))=565
[1134563862928369,1134595015576313] #NP=898683084 G(Pi(x))=543
[1134595015576313,1134626168224267] #NP=898685269 G(Pi(x))=656
[1134626168224301,1134657320872237] #NP=898681539 G(Pi(x))=543
[1134657320872289,1134688473520201] #NP=898676729 G(Pi(x))=539
[1134688473520279,1134719626168189] #NP=898663842 G(Pi(x))=533
[1134719626168231,1134750778816159] #NP=898668360 G(Pi(x))=575
[1134750778816409,1134781931464147] #NP=898652239 G(Pi(x))=551
[1134781931464217,1134813084112087] #NP=898689237 G(Pi(x))=685
[1134813084112217,1134844236760111] #NP=898671179 G(Pi(x))=531
[1134844236760151,1134875389408067] #NP=898686222 G(Pi(x))=563
[1134875389408097,1134906542056043] #NP=898662479 G(Pi(x))=559
[1134906542056081,1134937694704007] #NP=898670372 G(Pi(x))=546
[1134937694704067,1134968847352007] #NP=898664661 G(Pi(x))=520
[1134968847352037,1134999999999979] #NP=898660794 G(Pi(x))=601
[1135000000000033,1135019470404983] #NP=561660301 G(Pi(x))=525
[1135019470405001,1135038940809947] #NP=561665781 G(Pi(x))=545
[1135038940809979,1135058411214919] #NP=561648436 G(Pi(x))=516
[1135058411215049,1135077881619911] #NP=561670400 G(Pi(x))=489
[1135077881619943,1135097352024913] #NP=561666414 G(Pi(x))=521
[1135097352024983,1135116822429893] #NP=561664627 G(Pi(x))=506
[1135116822430067,1135136292834857] #NP=561663092 G(Pi(x))=653
[1135136292834911,1135155763239863] #NP=561671967 G(Pi(x))=529
[1135155763239877,1135175233644757] #NP=561689464 G(Pi(x))=531
[1135175233644871,1135194704049811] #NP=561656623 G(Pi(x))=583
[1135194704049851,1135214174454799] #NP=561674411 G(Pi(x))=511
[1135214174454853,1135233644859773] #NP=561699255 G(Pi(x))=516
[1135233644859841,1135253115264791] #NP=561657880 G(Pi(x))=493
[1135253115264811,1135272585669767] #NP=561663305 G(Pi(x))=535
[1135272585669839,1135292056074713] #NP=561669012 G(Pi(x))=525
[1135292056074793,1135311526479727] #NP=561662475 G(Pi(x))=556
[1135311526479751,1135330996884709] #NP=561680903 G(Pi(x))=546
[1135330996884731,1135350467289637] #NP=561660360 G(Pi(x))=552
[1135350467289721,1135369937694667] #NP=561664915 G(Pi(x))=610
[1135369937694781,1135389408099649] #NP=561653872 G(Pi(x))=523
[1135389408099689,1135408878504629] #NP=561672718 G(Pi(x))=631
[1135408878504689,1135428348909643] #NP=561643538 G(Pi(x))=523
[1135428348909649,1135447819314623] #NP=561654727 G(Pi(x))=556
[1135447819314659,1135467289719583] #NP=561676277 G(Pi(x))=553
[1135467289719619,1135486760124571] #NP=561668103 G(Pi(x))=561
[1135486760124617,1135506230529577] #NP=561668711 G(Pi(x))=487
[1135506230529611,1135525700934551] #NP=561672695 G(Pi(x))=552
[1135525700934589,1135545171339547] #NP=561660392 G(Pi(x))=563
[1135545171339653,1135564641744461] #NP=561661963 G(Pi(x))=525
[1135564641744569,1135584112149493] #NP=561667232 G(Pi(x))=574
[1135584112149527,1135603582554473] #NP=561652886 G(Pi(x))=593
[1135603582554689,1135623052959457] #NP=561658163 G(Pi(x))=513
[1135623052959503,1135642523364457] #NP=561653395 G(Pi(x))=493
[1135642523364521,1135661993769451] #NP=561661407 G(Pi(x))=491
[1135661993769473,1135681464174431] #NP=561668338 G(Pi(x))=533
[1135681464174511,1135700934579221] #NP=561655326 G(Pi(x))=557
[1135700934579439,1135728193146383] #NP=786327358 G(Pi(x))=550
[1135728193146433,1135755451713373] #NP=786316472 G(Pi(x))=555
[1135755451713391,1135782710280319] #NP=786290050 G(Pi(x))=564
[1135782710280403,1135809968847233] #NP=786306391 G(Pi(x))=523
[1135809968847347,1135837227414287] #NP=786309435 G(Pi(x))=633
[1135837227414389,1135864485981229] #NP=786323312 G(Pi(x))=515
[1135864485981293,1135891744548257] #NP=786309882 G(Pi(x))=547
[1135891744548367,1135919003115217] #NP=786302127 G(Pi(x))=546
[1135919003115311,1135948208722721] #NP=842484205 G(Pi(x))=533
[1135948208722741,1135977414330197] #NP=842488018 G(Pi(x))=515
[1135977414330203,1136006619937667] #NP=842481258 G(Pi(x))=523
[1136006619937699,1136035825545109] #NP=842483797 G(Pi(x))=540
[1136035825545169,1136065031152633] #NP=842475863 G(Pi(x))=661
[1136065031152633,1136094236759987] #NP=842482607 G(Pi(x))=541
[1136094236760113,1136123442367489] #NP=842474511 G(Pi(x))=621
[1136123442367603,1136152647975043] #NP=842466997 G(Pi(x))=541
[1136152647975113,1136181853582511] #NP=842465485 G(Pi(x))=587
[1136181853582553,1136211059189993] #NP=842461935 G(Pi(x))=591
[1136211059190043,1136240264797471] #NP=842469570 G(Pi(x))=528
[1136240264797507,1136269470404941] #NP=842460376 G(Pi(x))=589
[1136269470404983,1136298676012447] #NP=842491394 G(Pi(x))=582
[1136298676012469,1136327881619897] #NP=842465352 G(Pi(x))=507
[1136327881619933,1136357087227361] #NP=842474415 G(Pi(x))=531
[1136357087227429,1136386292834873] #NP=842482658 G(Pi(x))=547
[1136386292834963,1136415498442337] #NP=842467718 G(Pi(x))=499
[1136415498442379,1136444704049827] #NP=842478082 G(Pi(x))=529
[1136444704049881,1136473909657291] #NP=842469806 G(Pi(x))=566
[1136473909657319,1136503115264653] #NP=842457274 G(Pi(x))=535
[1136503115264801,1136534267912761] #NP=898626849 G(Pi(x))=531
[1136534267912789,1136565420560611] #NP=898626894 G(Pi(x))=559
[1136565420560753,1136596573208693] #NP=898615910 G(Pi(x))=572
[1136596573208741,1136627725856683] #NP=898617365 G(Pi(x))=545
[1136627725856731,1136658878504609] #NP=898617412 G(Pi(x))=525
[1136658878504719,1136690031152623] #NP=898650045 G(Pi(x))=570
[1136690031152657,1136721183800611] #NP=898609526 G(Pi(x))=523
[1136721183800639,1136752336448551] #NP=898615400 G(Pi(x))=528
[1136752336448591,1136783489096527] #NP=898615458 G(Pi(x))=535
[1136783489096621,1136814641744497] #NP=898627100 G(Pi(x))=484
[1136814641744539,1136845794392447] #NP=898630586 G(Pi(x))=529
[1136845794392531,1136876947040477] #NP=898646198 G(Pi(x))=563
[1136876947040507,1136908099688453] #NP=898632314 G(Pi(x))=561
[1136908099688477,1136939252336389] #NP=898610055 G(Pi(x))=531
[1136939252336453,1136970404984389] #NP=898630709 G(Pi(x))=509
[1136970404984429,1137001557632383] #NP=898606115 G(Pi(x))=603
[1137001557632407,1137032710280351] #NP=898622432 G(Pi(x))=549
[1137032710280381,1137063862928321] #NP=898633755 G(Pi(x))=493
[1137063862928351,1137095015576209] #NP=898642171 G(Pi(x))=637
[1137095015576407,1137126168224287] #NP=898618531 G(Pi(x))=545
[1137126168224309,1137157320872203] #NP=898622914 G(Pi(x))=523
[1137157320872323,1137188473520221] #NP=898619306 G(Pi(x))=632
[1137188473520251,1137219626168207] #NP=898623564 G(Pi(x))=577
[1137219626168239,1137250778816149] #NP=898627567 G(Pi(x))=549
[1137250778816203,1137281931464137] #NP=898623611 G(Pi(x))=549
[1137281931464191,1137313084112123] #NP=898638358 G(Pi(x))=497
[1137313084112159,1137344236760063] #NP=898606765 G(Pi(x))=547
[1137344236760159,1137375389408051] #NP=898587667 G(Pi(x))=593
[1137375389408099,1137406542056053] #NP=898611469 G(Pi(x))=511
[1137406542056087,1137437694703987] #NP=898614491 G(Pi(x))=571
[1137437694704053,1137468847351973] #NP=898609309 G(Pi(x))=553
[1137468847352081,1137499999999981] #NP=898615041 G(Pi(x))=530
[1137500000000057,1137519470404963] #NP=561631899 G(Pi(x))=567
[1137519470405051,1137538940809847] #NP=561622682 G(Pi(x))=561
[1137538940810003,1137558411214949] #NP=561621870 G(Pi(x))=627
[1137558411215003,1137577881619867] #NP=561638209 G(Pi(x))=486
[1137577881619961,1137597352024897] #NP=561608315 G(Pi(x))=495
[1137597352024933,1137616822429897] #NP=561654560 G(Pi(x))=719
[1137616822429973,1137636292834879] #NP=561639568 G(Pi(x))=549
[1137636292834897,1137655763239829] #NP=561612499 G(Pi(x))=553
[1137655763239921,1137675233644853] #NP=561619423 G(Pi(x))=497
[1137675233644871,1137694704049817] #NP=561614926 G(Pi(x))=493
[1137694704049861,1137714174454813] #NP=561634288 G(Pi(x))=521
[1137714174454831,1137733644859807] #NP=561612751 G(Pi(x))=523
[1137733644859813,1137753115264783] #NP=561619962 G(Pi(x))=541
[1137753115264823,1137772585669763] #NP=561642715 G(Pi(x))=747
[1137772585669801,1137792056074699] #NP=561616387 G(Pi(x))=507
[1137792056074841,1137811526479741] #NP=561634248 G(Pi(x))=503
[1137811526479757,1137830996884717] #NP=561631597 G(Pi(x))=589
[1137830996884783,1137850467289703] #NP=561596893 G(Pi(x))=531
[1137850467289751,1137869937694687] #NP=561638128 G(Pi(x))=546
[1137869937694697,1137889408099601] #NP=561641721 G(Pi(x))=539
[1137889408099681,1137908878504627] #NP=561637360 G(Pi(x))=581
[1137908878504667,1137928348909633] #NP=561633595 G(Pi(x))=548
[1137928348909657,1137947819314627] #NP=561643418 G(Pi(x))=569
[1137947819314703,1137967289719607] #NP=561648963 G(Pi(x))=530
[1137967289719621,1137986760124597] #NP=561648438 G(Pi(x))=545
[1137986760124633,1138006230529583] #NP=561640213 G(Pi(x))=517
[1138006230529681,1138025700934559] #NP=561630919 G(Pi(x))=567
[1138025700934651,1138045171339507] #NP=561626658 G(Pi(x))=559
[1138045171339567,1138064641744517] #NP=561621757 G(Pi(x))=518
[1138064641744571,1138084112149483] #NP=561608479 G(Pi(x))=499
[1138084112149577,1138103582554457] #NP=561615289 G(Pi(x))=537
[1138103582554517,1138123052959481] #NP=561629862 G(Pi(x))=530
[1138123052959547,1138142523364403] #NP=561635428 G(Pi(x))=529
[1138142523364481,1138161993769447] #NP=561622063 G(Pi(x))=482
[1138161993769547,1138181464174361] #NP=561626901 G(Pi(x))=491
[1138181464174457,1138200934579417] #NP=561632444 G(Pi(x))=573
[1138200934579433,1138228193146379] #NP=786264115 G(Pi(x))=521
[1138228193146411,1138255451713309] #NP=786271537 G(Pi(x))=521
[1138255451713381,1138282710280337] #NP=786284074 G(Pi(x))=579
[1138282710280399,1138309968847319] #NP=786255052 G(Pi(x))=540
[1138309968847343,1138337227414297] #NP=786264890 G(Pi(x))=535
[1138337227414319,1138364485981273] #NP=786263734 G(Pi(x))=525
[1138364485981321,1138391744548183] #NP=786252631 G(Pi(x))=521
[1138391744548271,1138419003115213] #NP=786276617 G(Pi(x))=504
[1138419003115253,1138448208722611] #NP=842416086 G(Pi(x))=535
[1138448208722729,1138477414330187] #NP=842388743 G(Pi(x))=485
[1138477414330241,1138506619937651] #NP=842420636 G(Pi(x))=570
[1138506619937711,1138535825545141] #NP=842440148 G(Pi(x))=571
[1138535825545159,1138565031152611] #NP=842432433 G(Pi(x))=580
[1138565031152671,1138594236760061] #NP=842445484 G(Pi(x))=660
[1138594236760151,1138623442367573] #NP=842409054 G(Pi(x))=557
[1138623442367597,1138652647975001] #NP=842413927 G(Pi(x))=535
[1138652647975067,1138681853582531] #NP=842454026 G(Pi(x))=527
[1138681853582599,1138711059189997] #NP=842415192 G(Pi(x))=544
[1138711059190043,1138740264797453] #NP=842431783 G(Pi(x))=551
[1138740264797521,1138769470404971] #NP=842418490 G(Pi(x))=506
[1138769470404983,1138798676012429] #NP=842437920 G(Pi(x))=525
[1138798676012461,1138827881619907] #NP=842418793 G(Pi(x))=585
[1138827881619947,1138857087227351] #NP=842403236 G(Pi(x))=597
[1138857087227413,1138886292834877] #NP=842436060 G(Pi(x))=662
[1138886292834887,1138915498442333] #NP=842393550 G(Pi(x))=529
[1138915498442377,1138944704049773] #NP=842396206 G(Pi(x))=529
[1138944704049839,1138973909657291] #NP=842415837 G(Pi(x))=541
[1138973909657323,1139003115264743] #NP=842425094 G(Pi(x))=535
[1139003115264803,1139034267912727] #NP=898573855 G(Pi(x))=537
[1139034267912767,1139065420560703] #NP=898572328 G(Pi(x))=590
[1139065420560761,1139096573208683] #NP=898592415 G(Pi(x))=531
[1139096573208733,1139127725856671] #NP=898575053 G(Pi(x))=725
[1139127725856709,1139158878504631] #NP=898579952 G(Pi(x))=579
[1139158878504677,1139190031152617] #NP=898551310 G(Pi(x))=545
[1139190031152653,1139221183800593] #NP=898559503 G(Pi(x))=601
[1139221183800649,1139252336448571] #NP=898568373 G(Pi(x))=549
[1139252336448607,1139283489096517] #NP=898580096 G(Pi(x))=677
[1139283489096673,1139314641744523] #NP=898586245 G(Pi(x))=535
[1139314641744569,1139345794392503] #NP=898557501 G(Pi(x))=557
[1139345794392539,1139376947040469] #NP=898560240 G(Pi(x))=509
[1139376947040511,1139408099688451] #NP=898583191 G(Pi(x))=511
[1139408099688511,1139439252336431] #NP=898563620 G(Pi(x))=489
[1139439252336439,1139470404984367] #NP=898594693 G(Pi(x))=481
[1139470404984427,1139501557632377] #NP=898548521 G(Pi(x))=584
[1139501557632461,1139532710280323] #NP=898587717 G(Pi(x))=545
[1139532710280407,1139563862928313] #NP=898555769 G(Pi(x))=549
[1139563862928347,1139595015576293] #NP=898544168 G(Pi(x))=576
[1139595015576331,1139626168224281] #NP=898591776 G(Pi(x))=537
[1139626168224289,1139657320872223] #NP=898558309 G(Pi(x))=567
[1139657320872277,1139688473520199] #NP=898540561 G(Pi(x))=569
[1139688473520263,1139719626168187] #NP=898537754 G(Pi(x))=532
[1139719626168269,1139750778816119] #NP=898553754 G(Pi(x))=587
[1139750778816197,1139781931464083] #NP=898539857 G(Pi(x))=595
[1139781931464199,1139813084112067] #NP=898572370 G(Pi(x))=525
[1139813084112149,1139844236760071] #NP=898546063 G(Pi(x))=514
[1139844236760133,1139875389408079] #NP=898545453 G(Pi(x))=594
[1139875389408101,1139906542056047] #NP=898568466 G(Pi(x))=589
[1139906542056067,1139937694704023] #NP=898581224 G(Pi(x))=587
[1139937694704139,1139968847352011] #NP=898566671 G(Pi(x))=557
[1139968847352017,1139999999999929] #NP=898570962 G(Pi(x))=552
[1140000000000083,1140019470404981] #NP=561602792 G(Pi(x))=523
[1140019470405029,1140038940809959] #NP=561585679 G(Pi(x))=570
[1140038940809969,1140058411214951] #NP=561579535 G(Pi(x))=547
[1140058411215007,1140077881619927] #NP=561595717 G(Pi(x))=536
[1140077881619959,1140097352024909] #NP=561592389 G(Pi(x))=607
[1140097352024923,1140116822429903] #NP=561585574 G(Pi(x))=564
[1140116822429929,1140136292834887] #NP=561582895 G(Pi(x))=509
[1140136292834909,1140155763239849] #NP=561597245 G(Pi(x))=543
[1140155763239917,1140175233644791] #NP=561592615 G(Pi(x))=550
[1140175233644891,1140194704049777] #NP=561592284 G(Pi(x))=589
[1140194704049867,1140214174454791] #NP=561596670 G(Pi(x))=532
[1140214174454837,1140233644859797] #NP=561610034 G(Pi(x))=529
[1140233644859857,1140253115264717] #NP=561582289 G(Pi(x))=563
[1140253115264831,1140272585669773] #NP=561610854 G(Pi(x))=613
[1140272585669813,1140292056074693] #NP=561595828 G(Pi(x))=533
[1140292056074761,1140311526479743] #NP=561590932 G(Pi(x))=501
[1140311526479759,1140330996884693] #NP=561608522 G(Pi(x))=634
[1140330996884741,1140350467289711] #NP=561600939 G(Pi(x))=485
[1140350467289717,1140369937694683] #NP=561591785 G(Pi(x))=523
[1140369937694719,1140389408099657] #NP=561582886 G(Pi(x))=541
[1140389408099693,1140408878504663] #NP=561585584 G(Pi(x))=536
[1140408878504699,1140428348909609] #NP=561597535 G(Pi(x))=653
[1140428348909699,1140447819314627] #NP=561596829 G(Pi(x))=529
[1140447819314653,1140467289719431] #NP=561590008 G(Pi(x))=557
[1140467289719617,1140486760124599] #NP=561586079 G(Pi(x))=527
[1140486760124639,1140506230529537] #NP=561591319 G(Pi(x))=533
[1140506230529641,1140525700934563] #NP=561570730 G(Pi(x))=575
[1140525700934593,1140545171339551] #NP=561598448 G(Pi(x))=526
[1140545171339591,1140564641744519] #NP=561572429 G(Pi(x))=486
[1140564641744551,1140584112149269] #NP=561581874 G(Pi(x))=540
[1140584112149533,1140603582554489] #NP=561593763 G(Pi(x))=549
[1140603582554507,1140623052959477] #NP=561577055 G(Pi(x))=487
[1140623052959503,1140642523364419] #NP=561579212 G(Pi(x))=495
[1140642523364501,1140661993769453] #NP=561569138 G(Pi(x))=619
[1140661993769497,1140681464174401] #NP=561566392 G(Pi(x))=512
[1140681464174521,1140700934579417] #NP=561579365 G(Pi(x))=517
[1140700934579449,1140728193146369] #NP=786212546 G(Pi(x))=557
[1140728193146417,1140755451713231] #NP=786242495 G(Pi(x))=524
[1140755451713393,1140782710280293] #NP=786211897 G(Pi(x))=585
[1140782710280383,1140809968847321] #NP=786219484 G(Pi(x))=617
[1140809968847377,1140837227414299] #NP=786225268 G(Pi(x))=557
[1140837227414321,1140864485981279] #NP=786229288 G(Pi(x))=568
[1140864485981327,1140891744548263] #NP=786220830 G(Pi(x))=527
[1140891744548273,1140919003115147] #NP=786223463 G(Pi(x))=501
[1140919003115279,1140948208722689] #NP=842350410 G(Pi(x))=546
[1140948208722779,1140977414330183] #NP=842396704 G(Pi(x))=761
[1140977414330227,1141006619937643] #NP=842391864 G(Pi(x))=567
[1141006619937749,1141035825545153] #NP=842377969 G(Pi(x))=540
[1141035825545191,1141065031152587] #NP=842370490 G(Pi(x))=653
[1141065031152643,1141094236760081] #NP=842370339 G(Pi(x))=543
[1141094236760123,1141123442367563] #NP=842373876 G(Pi(x))=500
[1141123442367593,1141152647975029] #NP=842346895 G(Pi(x))=507
[1141152647975213,1141181853582493] #NP=842348114 G(Pi(x))=591
[1141181853582553,1141211059190017] #NP=842389271 G(Pi(x))=559
[1141211059190029,1141240264797487] #NP=842391586 G(Pi(x))=524
[1141240264797497,1141269470404967] #NP=842353080 G(Pi(x))=549
[1141269470404981,1141298676012449] #NP=842378568 G(Pi(x))=573
[1141298676012449,1141327881619889] #NP=842362690 G(Pi(x))=572
[1141327881619973,1141357087227341] #NP=842322407 G(Pi(x))=589
[1141357087227437,1141386292834807] #NP=842378555 G(Pi(x))=521
[1141386292834889,1141415498442313] #NP=842363995 G(Pi(x))=543
[1141415498442397,1141444704049801] #NP=842340941 G(Pi(x))=589
[1141444704049861,1141473909657311] #NP=842348328 G(Pi(x))=545
[1141473909657311,1141503115264691] #NP=842357033 G(Pi(x))=522
[1141503115264807,1141534267912729] #NP=898526791 G(Pi(x))=599
[1141534267912817,1141565420560723] #NP=898530488 G(Pi(x))=563
[1141565420560769,1141596573208711] #NP=898511742 G(Pi(x))=521
[1141596573208747,1141627725856679] #NP=898527194 G(Pi(x))=535
[1141627725856699,1141658878504631] #NP=898536449 G(Pi(x))=539
[1141658878504717,1141690031152597] #NP=898538069 G(Pi(x))=577
[1141690031152691,1141721183800553] #NP=898532153 G(Pi(x))=543
[1141721183800643,1141752336448511] #NP=898504935 G(Pi(x))=519
[1141752336448597,1141783489096519] #NP=898480908 G(Pi(x))=544
[1141783489096643,1141814641744493] #NP=898505290 G(Pi(x))=549
[1141814641744577,1141845794392489] #NP=898518216 G(Pi(x))=545
[1141845794392517,1141876947040477] #NP=898527407 G(Pi(x))=593
[1141876947040523,1141908099688441] #NP=898519588 G(Pi(x))=540
[1141908099688481,1141939252336391] #NP=898510713 G(Pi(x))=541
[1141939252336447,1141970404984379] #NP=898514482 G(Pi(x))=544
[1141970404984441,1142001557632367] #NP=898523930 G(Pi(x))=565
[1142001557632417,1142032710280337] #NP=898506686 G(Pi(x))=577
[1142032710280379,1142063862928283] #NP=898517056 G(Pi(x))=578
[1142063862928357,1142095015576267] #NP=898496669 G(Pi(x))=557
[1142095015576387,1142126168224273] #NP=898493538 G(Pi(x))=697
[1142126168224331,1142157320872261] #NP=898488869 G(Pi(x))=561
[1142157320872301,1142188473520223] #NP=898498043 G(Pi(x))=581
[1142188473520247,1142219626168199] #NP=898491736 G(Pi(x))=541
[1142219626168241,1142250778816111] #NP=898513285 G(Pi(x))=533
[1142250778816223,1142281931464139] #NP=898484693 G(Pi(x))=554
[1142281931464229,1142313084112099] #NP=898513803 G(Pi(x))=559
[1142313084112147,1142344236760093] #NP=898497789 G(Pi(x))=601
[1142344236760121,1142375389408051] #NP=898501824 G(Pi(x))=656
[1142375389408237,1142406542056001] #NP=898507903 G(Pi(x))=529
[1142406542056139,1142437694704021] #NP=898501539 G(Pi(x))=537
[1142437694704079,1142468847351977] #NP=898474774 G(Pi(x))=564
[1142468847352051,1142499999999977] #NP=898495247 G(Pi(x))=532
[1142500000000001,1142519470404971] #NP=561571940 G(Pi(x))=613
[1142519470404989,1142538940809953] #NP=561572575 G(Pi(x))=516
[1142538940810063,1142558411214943] #NP=561571589 G(Pi(x))=527
[1142558411214967,1142577881619887] #NP=561539602 G(Pi(x))=525
[1142577881619959,1142597352024917] #NP=561547947 G(Pi(x))=599
[1142597352025027,1142616822429883] #NP=561581334 G(Pi(x))=575
[1142616822429937,1142636292834863] #NP=561546671 G(Pi(x))=529
[1142636292834923,1142655763239839] #NP=561546723 G(Pi(x))=605
[1142655763239919,1142675233644797] #NP=561557209 G(Pi(x))=481
[1142675233644871,1142694704049757] #NP=561536001 G(Pi(x))=523
[1142694704049853,1142714174454817] #NP=561565550 G(Pi(x))=555
[1142714174454851,1142733644859701] #NP=561554776 G(Pi(x))=523
[1142733644859817,1142753115264659] #NP=561547191 G(Pi(x))=519
[1142753115264833,1142772585669647] #NP=561579281 G(Pi(x))=545
[1142772585669839,1142792056074701] #NP=561552281 G(Pi(x))=537
[1142792056074803,1142811526479709] #NP=561579338 G(Pi(x))=637
[1142811526479751,1142830996884679] #NP=561569612 G(Pi(x))=541
[1142830996884737,1142850467289701] #NP=561531677 G(Pi(x))=535
[1142850467289719,1142869937694647] #NP=561567548 G(Pi(x))=491
[1142869937694697,1142889408099613] #NP=561537789 G(Pi(x))=657
[1142889408099689,1142908878504619] #NP=561529277 G(Pi(x))=501
[1142908878504721,1142928348909643] #NP=561569131 G(Pi(x))=594
[1142928348909649,1142947819314629] #NP=561579445 G(Pi(x))=575
[1142947819314751,1142967289719491] #NP=561534532 G(Pi(x))=522
[1142967289719617,1142986760124581] #NP=561556373 G(Pi(x))=497
[1142986760124617,1143006230529491] #NP=561539643 G(Pi(x))=497
[1143006230529587,1143025700934547] #NP=561537806 G(Pi(x))=555
[1143025700934683,1143045171339529] #NP=561573146 G(Pi(x))=548
[1143045171339571,1143064641744533] #NP=561555566 G(Pi(x))=574
[1143064641744551,1143084112149377] #NP=561555804 G(Pi(x))=561
[1143084112149541,1143103582554463] #NP=561543403 G(Pi(x))=557
[1143103582554539,1143123052959487] #NP=561540069 G(Pi(x))=601
[1143123052959551,1143142523364323] #NP=561563187 G(Pi(x))=633
[1143142523364521,1143161993769379] #NP=561543171 G(Pi(x))=505
[1143161993769457,1143181464174427] #NP=561533696 G(Pi(x))=548
[1143181464174457,1143200934579359] #NP=561537359 G(Pi(x))=547
[1143200934579469,1143228193146401] #NP=786148036 G(Pi(x))=546
[1143228193146421,1143255451713367] #NP=786168725 G(Pi(x))=537
[1143255451713421,1143282710280343] #NP=786148935 G(Pi(x))=501
[1143282710280367,1143309968847317] #NP=786159832 G(Pi(x))=549
[1143309968847407,1143337227414301] #NP=786171134 G(Pi(x))=539
[1143337227414329,1143364485981257] #NP=786138855 G(Pi(x))=533
[1143364485981307,1143391744548187] #NP=786176543 G(Pi(x))=561
[1143391744548377,1143419003115227] #NP=786166293 G(Pi(x))=547
[1143419003115283,1143448208722649] #NP=842312153 G(Pi(x))=625
[1143448208722811,1143477414330151] #NP=842297434 G(Pi(x))=507
[1143477414330221,1143506619937579] #NP=842301406 G(Pi(x))=587
[1143506619937709,1143535825544999] #NP=842326245 G(Pi(x))=585
[1143535825545283,1143565031152631] #NP=842323855 G(Pi(x))=553
[1143565031152639,1143594236760103] #NP=842295750 G(Pi(x))=540
[1143594236760133,1143623442367537] #NP=842314394 G(Pi(x))=533
[1143623442367591,1143652647975059] #NP=842344312 G(Pi(x))=549
[1143652647975091,1143681853582501] #NP=842324473 G(Pi(x))=661
[1143681853582553,1143711059189989] #NP=842339339 G(Pi(x))=519
[1143711059190031,1143740264797489] #NP=842318894 G(Pi(x))=619
[1143740264797511,1143769470404963] #NP=842287494 G(Pi(x))=549
[1143769470405007,1143798676012423] #NP=842320291 G(Pi(x))=599
[1143798676012451,1143827881619921] #NP=842340806 G(Pi(x))=553
[1143827881619957,1143857087227399] #NP=842329699 G(Pi(x))=530
[1143857087227429,1143886292834867] #NP=842318922 G(Pi(x))=671
[1143886292835007,1143915498442291] #NP=842297733 G(Pi(x))=525
[1143915498442363,1143944704049831] #NP=842322777 G(Pi(x))=572
[1143944704049857,1143973909657279] #NP=842298387 G(Pi(x))=529
[1143973909657339,1144003115264747] #NP=842325021 G(Pi(x))=542
[1144003115264813,1144034267912743] #NP=898462523 G(Pi(x))=533
[1144034267912779,1144065420560731] #NP=898460693 G(Pi(x))=549
[1144065420560761,1144096573208711] #NP=898470867 G(Pi(x))=509
[1144096573208741,1144127725856669] #NP=898448389 G(Pi(x))=639
[1144127725856701,1144158878504611] #NP=898472835 G(Pi(x))=549
[1144158878504723,1144190031152621] #NP=898429379 G(Pi(x))=553
[1144190031152647,1144221183800557] #NP=898461229 G(Pi(x))=501
[1144221183800693,1144252336448587] #NP=898440630 G(Pi(x))=517
[1144252336448623,1144283489096557] #NP=898460138 G(Pi(x))=511
[1144283489096569,1144314641744429] #NP=898481438 G(Pi(x))=617
[1144314641744563,1144345794392513] #NP=898464889 G(Pi(x))=517
[1144345794392513,1144376947040399] #NP=898451747 G(Pi(x))=556
[1144376947040521,1144408099688453] #NP=898440213 G(Pi(x))=568
[1144408099688561,1144439252336291] #NP=898456489 G(Pi(x))=609
[1144439252336441,1144470404984299] #NP=898440062 G(Pi(x))=561
[1144470404984471,1144501557632371] #NP=898452962 G(Pi(x))=569
[1144501557632401,1144532710280357] #NP=898438754 G(Pi(x))=542
[1144532710280459,1144563862928327] #NP=898435511 G(Pi(x))=537
[1144563862928341,1144595015576303] #NP=898453123 G(Pi(x))=545
[1144595015576357,1144626168224281] #NP=898446731 G(Pi(x))=586
[1144626168224311,1144657320872231] #NP=898448807 G(Pi(x))=535
[1144657320872269,1144688473520233] #NP=898469332 G(Pi(x))=561
[1144688473520353,1144719626168177] #NP=898449048 G(Pi(x))=525
[1144719626168221,1144750778816159] #NP=898462569 G(Pi(x))=572
[1144750778816189,1144781931464161] #NP=898425475 G(Pi(x))=523
[1144781931464183,1144813084112119] #NP=898413207 G(Pi(x))=567
[1144813084112143,1144844236760093] #NP=898414754 G(Pi(x))=629
[1144844236760117,1144875389408081] #NP=898430506 G(Pi(x))=617
[1144875389408099,1144906542056059] #NP=898423676 G(Pi(x))=529
[1144906542056093,1144937694704029] #NP=898449220 G(Pi(x))=559
[1144937694704101,1144968847351981] #NP=898434431 G(Pi(x))=564
[1144968847352027,1144999999999987] #NP=898447137 G(Pi(x))=537
[1145000000000011,1145019470404963] #NP=561536084 G(Pi(x))=517
[1145019470404993,1145038940809949] #NP=561516321 G(Pi(x))=523
[1145038940809997,1145058411214943] #NP=561538434 G(Pi(x))=497
[1145058411214973,1145077881619913] #NP=561520043 G(Pi(x))=460
[1145077881620003,1145097352024909] #NP=561517271 G(Pi(x))=483
[1145097352024973,1145116822429837] #NP=561518249 G(Pi(x))=515
[1145116822429927,1145136292834861] #NP=561527300 G(Pi(x))=560
[1145136292834943,1145155763239819] #NP=561518461 G(Pi(x))=587
[1145155763239877,1145175233644811] #NP=561521960 G(Pi(x))=575
[1145175233644877,1145194704049813] #NP=561522297 G(Pi(x))=600
[1145194704049843,1145214174454813] #NP=561527356 G(Pi(x))=530
[1145214174454897,1145233644859789] #NP=561507027 G(Pi(x))=518
[1145233644859817,1145253115264787] #NP=561546104 G(Pi(x))=533
[1145253115264799,1145272585669717] #NP=561534929 G(Pi(x))=531
[1145272585669789,1145292056074753] #NP=561526085 G(Pi(x))=573
[1145292056074889,1145311526479711] #NP=561529527 G(Pi(x))=539
[1145311526479763,1145330996884693] #NP=561519635 G(Pi(x))=479
[1145330996884757,1145350467289711] #NP=561523459 G(Pi(x))=543
[1145350467289747,1145369937694657] #NP=561520486 G(Pi(x))=593
[1145369937694771,1145389408099631] #NP=561518729 G(Pi(x))=537
[1145389408099681,1145408878504613] #NP=561508707 G(Pi(x))=549
[1145408878504673,1145428348909631] #NP=561545880 G(Pi(x))=524
[1145428348909697,1145447819314607] #NP=561507678 G(Pi(x))=505
[1145447819314633,1145467289719541] #NP=561522290 G(Pi(x))=561
[1145467289719681,1145486760124459] #NP=561509657 G(Pi(x))=523
[1145486760124621,1145506230529541] #NP=561501677 G(Pi(x))=565
[1145506230529667,1145525700934543] #NP=561505300 G(Pi(x))=567
[1145525700934597,1145545171339531] #NP=561515772 G(Pi(x))=532
[1145545171339573,1145564641744511] #NP=561522422 G(Pi(x))=665
[1145564641744559,1145584112149459] #NP=561532453 G(Pi(x))=539
[1145584112149553,1145603582554477] #NP=561510109 G(Pi(x))=560
[1145603582554511,1145623052959439] #NP=561529467 G(Pi(x))=534
[1145623052959507,1145642523364343] #NP=561521976 G(Pi(x))=522
[1145642523364519,1145661993769343] #NP=561511712 G(Pi(x))=503
[1145661993769477,1145681464174439] #NP=561499670 G(Pi(x))=541
[1145681464174523,1145700934579303] #NP=561515058 G(Pi(x))=555
[1145700934579433,1145728193146387] #NP=786163379 G(Pi(x))=593
[1145728193146441,1145755451713357] #NP=786123865 G(Pi(x))=620
[1145755451713423,1145782710280303] #NP=786142360 G(Pi(x))=657
[1145782710280367,1145809968847333] #NP=786100857 G(Pi(x))=533
[1145809968847391,1145837227414211] #NP=786120192 G(Pi(x))=661
[1145837227414357,1145864485981279] #NP=786116481 G(Pi(x))=642
[1145864485981301,1145891744548249] #NP=786123857 G(Pi(x))=539
[1145891744548277,1145919003115181] #NP=786107874 G(Pi(x))=520
[1145919003115379,1145948208722699] #NP=842284620 G(Pi(x))=557
[1145948208722729,1145977414330117] #NP=842235135 G(Pi(x))=529
[1145977414330211,1146006619937617] #NP=842253589 G(Pi(x))=599
[1146006619937689,1146035825545103] #NP=842258500 G(Pi(x))=521
[1146035825545157,1146065031152627] #NP=842267645 G(Pi(x))=581
[1146065031152647,1146094236760073] #NP=842271085 G(Pi(x))=521
[1146094236760139,1146123442367569] #NP=842246536 G(Pi(x))=629
[1146123442367611,1146152647975057] #NP=842258737 G(Pi(x))=598
[1146152647975091,1146181853582539] #NP=842256124 G(Pi(x))=505
[1146181853582561,1146211059190007] #NP=842264085 G(Pi(x))=545
[1146211059190073,1146240264797489] #NP=842274948 G(Pi(x))=556
[1146240264797527,1146269470404937] #NP=842273012 G(Pi(x))=531
[1146269470404973,1146298676012449] #NP=842254960 G(Pi(x))=547
[1146298676012449,1146327881619917] #NP=842256403 G(Pi(x))=585
[1146327881619979,1146357087227323] #NP=842262383 G(Pi(x))=584
[1146357087227411,1146386292834833] #NP=842244649 G(Pi(x))=561
[1146386292834941,1146415498442309] #NP=842268374 G(Pi(x))=579
[1146415498442363,1146444704049797] #NP=842249879 G(Pi(x))=593
[1146444704049881,1146473909657291] #NP=842269072 G(Pi(x))=597
[1146473909657339,1146503115264761] #NP=842243359 G(Pi(x))=559
[1146503115264817,1146534267912763] #NP=898398177 G(Pi(x))=579
[1146534267912763,1146565420560733] #NP=898406393 G(Pi(x))=530
[1146565420560743,1146596573208679] #NP=898405149 G(Pi(x))=539
[1146596573208721,1146627725856631] #NP=898397998 G(Pi(x))=507
[1146627725856713,1146658878504647] #NP=898413588 G(Pi(x))=579
[1146658878504787,1146690031152619] #NP=898384485 G(Pi(x))=552
[1146690031152643,1146721183800481] #NP=898415174 G(Pi(x))=543
[1146721183800623,1146752336448577] #NP=898405062 G(Pi(x))=577
[1146752336448599,1146783489096563] #NP=898386710 G(Pi(x))=532
[1146783489096563,1146814641744529] #NP=898403608 G(Pi(x))=647
[1146814641744557,1146845794392469] #NP=898418337 G(Pi(x))=557
[1146845794392527,1146876947040437] #NP=898405392 G(Pi(x))=517
[1146876947040493,1146908099688391] #NP=898396972 G(Pi(x))=593
[1146908099688467,1146939252336403] #NP=898390754 G(Pi(x))=541
[1146939252336463,1146970404984403] #NP=898372034 G(Pi(x))=577
[1146970404984421,1147001557632383] #NP=898435833 G(Pi(x))=575
[1147001557632449,1147032710280319] #NP=898395133 G(Pi(x))=521
[1147032710280377,1147063862928337] #NP=898378823 G(Pi(x))=513
[1147063862928413,1147095015576283] #NP=898392885 G(Pi(x))=568
[1147095015576317,1147126168224241] #NP=898431487 G(Pi(x))=546
[1147126168224307,1147157320872223] #NP=898381360 G(Pi(x))=609
[1147157320872289,1147188473520181] #NP=898367806 G(Pi(x))=589
[1147188473520277,1147219626168199] #NP=898407335 G(Pi(x))=517
[1147219626168247,1147250778816179] #NP=898406736 G(Pi(x))=571
[1147250778816203,1147281931464131] #NP=898400645 G(Pi(x))=583
[1147281931464217,1147313084112109] #NP=898390327 G(Pi(x))=529
[1147313084112163,1147344236760107] #NP=898380469 G(Pi(x))=533
[1147344236760133,1147375389407981] #NP=898386512 G(Pi(x))=527
[1147375389408089,1147406542056043] #NP=898341141 G(Pi(x))=511
[1147406542056077,1147437694703987] #NP=898392215 G(Pi(x))=551
[1147437694704107,1147468847351989] #NP=898360641 G(Pi(x))=593
[1147468847352041,1147499999999963] #NP=898378109 G(Pi(x))=531
[1147500000000037,1147519470404971] #NP=561485255 G(Pi(x))=499
[1147519470405017,1147538940809903] #NP=561488873 G(Pi(x))=555
[1147538940810007,1147558411214939] #NP=561457464 G(Pi(x))=536
[1147558411214953,1147577881619933] #NP=561479005 G(Pi(x))=533
[1147577881619941,1147597352024909] #NP=561495518 G(Pi(x))=548
[1147597352024941,1147616822429843] #NP=561496956 G(Pi(x))=545
[1147616822429921,1147636292834881] #NP=561501261 G(Pi(x))=555
[1147636292834893,1147655763239747] #NP=561467355 G(Pi(x))=531
[1147655763239879,1147675233644777] #NP=561482484 G(Pi(x))=489
[1147675233644857,1147694704049827] #NP=561472667 G(Pi(x))=513
[1147694704049869,1147714174454819] #NP=561478359 G(Pi(x))=525
[1147714174454849,1147733644859783] #NP=561492857 G(Pi(x))=556
[1147733644859831,1147753115264771] #NP=561484087 G(Pi(x))=542
[1147753115264803,1147772585669729] #NP=561490692 G(Pi(x))=562
[1147772585669783,1147792056074753] #NP=561494576 G(Pi(x))=551
[1147792056074789,1147811526479729] #NP=561485340 G(Pi(x))=540
[1147811526479747,1147830996884681] #NP=561495303 G(Pi(x))=555
[1147830996884773,1147850467289671] #NP=561469786 G(Pi(x))=505
[1147850467289789,1147869937694681] #NP=561498622 G(Pi(x))=505
[1147869937694707,1147889408099587] #NP=561489906 G(Pi(x))=501
[1147889408099683,1147908878504569] #NP=561461457 G(Pi(x))=491
[1147908878504669,1147928348909599] #NP=561452219 G(Pi(x))=538
[1147928348909677,1147947819314587] #NP=561496412 G(Pi(x))=536
[1147947819314669,1147967289719609] #NP=561480921 G(Pi(x))=537
[1147967289719633,1147986760124557] #NP=561476574 G(Pi(x))=518
[1147986760124623,1148006230529579] #NP=561486994 G(Pi(x))=499
[1148006230529621,1148025700934543] #NP=561479476 G(Pi(x))=543
[1148025700934587,1148045171339551] #NP=561489875 G(Pi(x))=505
[1148045171339597,1148064641744519] #NP=561501327 G(Pi(x))=576
[1148064641744543,1148084112149509] #NP=561487560 G(Pi(x))=606
[1148084112149537,1148103582554479] #NP=561473293 G(Pi(x))=467
[1148103582554507,1148123052959461] #NP=561482103 G(Pi(x))=535
[1148123052959507,1148142523364471] #NP=561491836 G(Pi(x))=521
[1148142523364489,1148161993769369] #NP=561502013 G(Pi(x))=559
[1148161993769491,1148181464174387] #NP=561474921 G(Pi(x))=525
[1148181464174461,1148200934579401] #NP=561475959 G(Pi(x))=495
[1148200934579431,1148228193146393] #NP=786068959 G(Pi(x))=513
[1148228193146413,1148255451713371] #NP=786067375 G(Pi(x))=562
[1148255451713387,1148282710280353] #NP=786061170 G(Pi(x))=598
[1148282710280359,1148309968847299] #NP=786073767 G(Pi(x))=517
[1148309968847351,1148337227414263] #NP=786098779 G(Pi(x))=526
[1148337227414357,1148364485981287] #NP=786091572 G(Pi(x))=543
[1148364485981329,1148391744548267] #NP=786071960 G(Pi(x))=533
[1148391744548297,1148419003115227] #NP=786058887 G(Pi(x))=557
[1148419003115287,1148448208722629] #NP=842218894 G(Pi(x))=542
[1148448208722811,1148477414330189] #NP=842222324 G(Pi(x))=593
[1148477414330203,1148506619937661] #NP=842208782 G(Pi(x))=521
[1148506619937689,1148535825545137] #NP=842215748 G(Pi(x))=561
[1148535825545177,1148565031152601] #NP=842214174 G(Pi(x))=541
[1148565031152677,1148594236760107] #NP=842202534 G(Pi(x))=514
[1148594236760161,1148623442367581] #NP=842184081 G(Pi(x))=532
[1148623442367629,1148652647975017] #NP=842213874 G(Pi(x))=529
[1148652647975069,1148681853582511] #NP=842185592 G(Pi(x))=573
[1148681853582551,1148711059190003] #NP=842205490 G(Pi(x))=549
[1148711059190099,1148740264797457] #NP=842212005 G(Pi(x))=649
[1148740264797511,1148769470404943] #NP=842232036 G(Pi(x))=627
[1148769470405027,1148798676012397] #NP=842177898 G(Pi(x))=585
[1148798676012457,1148827881619903] #NP=842196457 G(Pi(x))=533
[1148827881619927,1148857087227391] #NP=842221556 G(Pi(x))=525
[1148857087227439,1148886292834879] #NP=842213792 G(Pi(x))=520
[1148886292834897,1148915498442329] #NP=842189566 G(Pi(x))=495
[1148915498442367,1148944704049777] #NP=842216730 G(Pi(x))=521
[1148944704049889,1148973909657257] #NP=842184302 G(Pi(x))=521
[1148973909657341,1149003115264777] #NP=842202053 G(Pi(x))=552
[1149003115264793,1149034267912703] #NP=898359405 G(Pi(x))=528
[1149034267912933,1149065420560543] #NP=898373822 G(Pi(x))=525
[1149065420560763,1149096573208691] #NP=898332442 G(Pi(x))=559
[1149096573208723,1149127725856673] #NP=898345152 G(Pi(x))=645
[1149127725856709,1149158878504661] #NP=898335644 G(Pi(x))=557
[1149158878504711,1149190031152613] #NP=898363372 G(Pi(x))=549
[1149190031152643,1149221183800609] #NP=898330346 G(Pi(x))=554
[1149221183800619,1149252336448583] #NP=898341236 G(Pi(x))=541
[1149252336448597,1149283489096489] #NP=898357219 G(Pi(x))=555
[1149283489096583,1149314641744487] #NP=898348089 G(Pi(x))=581
[1149314641744541,1149345794392513] #NP=898321917 G(Pi(x))=593
[1149345794392513,1149376947040457] #NP=898332345 G(Pi(x))=493
[1149376947040489,1149408099688427] #NP=898355220 G(Pi(x))=541
[1149408099688477,1149439252336391] #NP=898330709 G(Pi(x))=519
[1149439252336519,1149470404984409] #NP=898332564 G(Pi(x))=563
[1149470404984441,1149501557632333] #NP=898340021 G(Pi(x))=606
[1149501557632423,1149532710280301] #NP=898341647 G(Pi(x))=551
[1149532710280379,1149563862928249] #NP=898337937 G(Pi(x))=509
[1149563862928381,1149595015576297] #NP=898318344 G(Pi(x))=539
[1149595015576321,1149626168224277] #NP=898335936 G(Pi(x))=593
[1149626168224439,1149657320872237] #NP=898321417 G(Pi(x))=513
[1149657320872267,1149688473520207] #NP=898307122 G(Pi(x))=529
[1149688473520243,1149719626168181] #NP=898345927 G(Pi(x))=561
[1149719626168231,1149750778816177] #NP=898332261 G(Pi(x))=571
[1149750778816193,1149781931464063] #NP=898334550 G(Pi(x))=539
[1149781931464211,1149813084112109] #NP=898327969 G(Pi(x))=553
[1149813084112159,1149844236760103] #NP=898358335 G(Pi(x))=535
[1149844236760151,1149875389408069] #NP=898326941 G(Pi(x))=497
[1149875389408169,1149906542056043] #NP=898353525 G(Pi(x))=525
[1149906542056087,1149937694704037] #NP=898315208 G(Pi(x))=553
[1149937694704079,1149968847352001] #NP=898311603 G(Pi(x))=510
[1149968847352021,1149999999999913] #NP=898332668 G(Pi(x))=596
[1150000000000147,1150019470404953] #NP=561432367 G(Pi(x))=571
[1150019470404997,1150038940809961] #NP=561447299 G(Pi(x))=533
[1150038940809973,1150058411214919] #NP=561450779 G(Pi(x))=535
[1150058411215013,1150077881619907] #NP=561463834 G(Pi(x))=539
[1150077881619967,1150097352024899] #NP=561456475 G(Pi(x))=595
[1150097352025021,1150116822429803] #NP=561446638 G(Pi(x))=499
[1150116822429983,1150136292834883] #NP=561453563 G(Pi(x))=540
[1150136292834937,1150155763239827] #NP=561429806 G(Pi(x))=578
[1150155763239883,1150175233644851] #NP=561433521 G(Pi(x))=557
[1150175233644883,1150194704049761] #NP=561460332 G(Pi(x))=572
[1150194704049851,1150214174454817] #NP=561467338 G(Pi(x))=568
[1150214174454827,1150233644859709] #NP=561452353 G(Pi(x))=497
[1150233644859863,1150253115264749] #NP=561457521 G(Pi(x))=501
[1150253115264829,1150272585669773] #NP=561440932 G(Pi(x))=513
[1150272585669827,1150292056074739] #NP=561452539 G(Pi(x))=623
[1150292056074797,1150311526479737] #NP=561439090 G(Pi(x))=535
[1150311526479767,1150330996884637] #NP=561448383 G(Pi(x))=481
[1150330996884739,1150350467289677] #NP=561439907 G(Pi(x))=511
[1150350467289733,1150369937694689] #NP=561452097 G(Pi(x))=510
[1150369937694739,1150389408099667] #NP=561471699 G(Pi(x))=545
[1150389408099683,1150408878504637] #NP=561434134 G(Pi(x))=532
[1150408878504679,1150428348909611] #NP=561439576 G(Pi(x))=497
[1150428348909673,1150447819314623] #NP=561457558 G(Pi(x))=609
[1150447819314641,1150467289719523] #NP=561452037 G(Pi(x))=540
[1150467289719641,1150486760124509] #NP=561450184 G(Pi(x))=513
[1150486760124677,1150506230529553] #NP=561440415 G(Pi(x))=517
[1150506230529641,1150525700934553] #NP=561443459 G(Pi(x))=506
[1150525700934607,1150545171339503] #NP=561437733 G(Pi(x))=517
[1150545171339559,1150564641744493] #NP=561442572 G(Pi(x))=625
[1150564641744559,1150584112149491] #NP=561447841 G(Pi(x))=500
[1150584112149611,1150603582554497] #NP=561448714 G(Pi(x))=531
[1150603582554529,1150623052959469] #NP=561447877 G(Pi(x))=509
[1150623052959563,1150642523364461] #NP=561477725 G(Pi(x))=565
[1150642523364479,1150661993769443] #NP=561435632 G(Pi(x))=629
[1150661993769461,1150681464174367] #NP=561419958 G(Pi(x))=693
[1150681464174523,1150700934579421] #NP=561427681 G(Pi(x))=513
[1150700934579457,1150728193146391] #NP=786007190 G(Pi(x))=594
[1150728193146403,1150755451713349] #NP=786028185 G(Pi(x))=589
[1150755451713431,1150782710280323] #NP=786021199 G(Pi(x))=525
[1150782710280383,1150809968847313] #NP=786025884 G(Pi(x))=565
[1150809968847431,1150837227414307] #NP=786023209 G(Pi(x))=517
[1150837227414319,1150864485981263] #NP=786024094 G(Pi(x))=531
[1150864485981359,1150891744548167] #NP=786018310 G(Pi(x))=662
[1150891744548319,1150919003115227] #NP=786023319 G(Pi(x))=537
[1150919003115283,1150948208722703] #NP=842165842 G(Pi(x))=587
[1150948208722727,1150977414330157] #NP=842134921 G(Pi(x))=657
[1150977414330203,1151006619937541] #NP=842169186 G(Pi(x))=583
[1151006619937693,1151035825545097] #NP=842180826 G(Pi(x))=503
[1151035825545161,1151065031152591] #NP=842151351 G(Pi(x))=547
[1151065031152639,1151094236760103] #NP=842144316 G(Pi(x))=549
[1151094236760131,1151123442367571] #NP=842156010 G(Pi(x))=521
[1151123442367621,1151152647975059] #NP=842148772 G(Pi(x))=569
[1151152647975067,1151181853582511] #NP=842162574 G(Pi(x))=533
[1151181853582549,1151211059190007] #NP=842173160 G(Pi(x))=528
[1151211059190019,1151240264797489] #NP=842153255 G(Pi(x))=562
[1151240264797517,1151269470404951] #NP=842142451 G(Pi(x))=507
[1151269470405001,1151298676012439] #NP=842179743 G(Pi(x))=539
[1151298676012451,1151327881619837] #NP=842128720 G(Pi(x))=593
[1151327881619987,1151357087227397] #NP=842174260 G(Pi(x))=565
[1151357087227481,1151386292834879] #NP=842147815 G(Pi(x))=559
[1151386292834941,1151415498442357] #NP=842133122 G(Pi(x))=553
[1151415498442357,1151444704049833] #NP=842177578 G(Pi(x))=547
[1151444704049873,1151473909657307] #NP=842165284 G(Pi(x))=566
[1151473909657417,1151503115264741] #NP=842144386 G(Pi(x))=593
[1151503115264791,1151534267912741] #NP=898261225 G(Pi(x))=617
[1151534267912837,1151565420560717] #NP=898298276 G(Pi(x))=549
[1151565420560767,1151596573208461] #NP=898291416 G(Pi(x))=525
[1151596573208723,1151627725856651] #NP=898285340 G(Pi(x))=555
[1151627725856749,1151658878504639] #NP=898300814 G(Pi(x))=575
[1151658878504677,1151690031152627] #NP=898287842 G(Pi(x))=557
[1151690031152701,1151721183800597] #NP=898294854 G(Pi(x))=541
[1151721183800717,1151752336448579] #NP=898259166 G(Pi(x))=574
[1151752336448611,1151783489096509] #NP=898323684 G(Pi(x))=546
[1151783489096651,1151814641744521] #NP=898314303 G(Pi(x))=534
[1151814641744551,1151845794392483] #NP=898274770 G(Pi(x))=522
[1151845794392617,1151876947040467] #NP=898290043 G(Pi(x))=557
[1151876947040489,1151908099688389] #NP=898270225 G(Pi(x))=553
[1151908099688491,1151939252336417] #NP=898286320 G(Pi(x))=577
[1151939252336441,1151970404984369] #NP=898269101 G(Pi(x))=536
[1151970404984467,1152001557632381] #NP=898311979 G(Pi(x))=551
[1152001557632473,1152032710280299] #NP=898270868 G(Pi(x))=533
[1152032710280401,1152063862928311] #NP=898289595 G(Pi(x))=533
[1152063862928437,1152095015576303] #NP=898308931 G(Pi(x))=583
[1152095015576321,1152126168224209] #NP=898287984 G(Pi(x))=591
[1152126168224341,1152157320872183] #NP=898283625 G(Pi(x))=633
[1152157320872267,1152188473520207] #NP=898274932 G(Pi(x))=547
[1152188473520239,1152219626168207] #NP=898273969 G(Pi(x))=557
[1152219626168251,1152250778816129] #NP=898266843 G(Pi(x))=563
[1152250778816239,1152281931464137] #NP=898287061 G(Pi(x))=549
[1152281931464239,1152313084112111] #NP=898282791 G(Pi(x))=525
[1152313084112219,1152344236760099] #NP=898284346 G(Pi(x))=585
[1152344236760219,1152375389408069] #NP=898284845 G(Pi(x))=553
[1152375389408129,1152406542056041] #NP=898279698 G(Pi(x))=533
[1152406542056089,1152437694704017] #NP=898278740 G(Pi(x))=530
[1152437694704053,1152468847352003] #NP=898282017 G(Pi(x))=568
[1152468847352023,1152499999999937] #NP=898249320 G(Pi(x))=565
[1152500000000029,1152519470404837] #NP=561414261 G(Pi(x))=503
[1152519470405011,1152538940809951] #NP=561408656 G(Pi(x))=524
[1152538940810027,1152558411214927] #NP=561418060 G(Pi(x))=516
[1152558411214957,1152577881619909] #NP=561411102 G(Pi(x))=557
[1152577881619939,1152597352024873] #NP=561417981 G(Pi(x))=537
[1152597352024933,1152616822429859] #NP=561414687 G(Pi(x))=535
[1152616822429909,1152636292834867] #NP=561410406 G(Pi(x))=597
[1152636292834891,1152655763239859] #NP=561425707 G(Pi(x))=553
[1152655763240077,1152675233644813] #NP=561425079 G(Pi(x))=584
[1152675233644901,1152694704049831] #NP=561427618 G(Pi(x))=585
[1152694704049909,1152714174454823] #NP=561420254 G(Pi(x))=653
[1152714174454841,1152733644859801] #NP=561413791 G(Pi(x))=589
[1152733644859847,1152753115264789] #NP=561395960 G(Pi(x))=528
[1152753115264831,1152772585669769] #NP=561420078 G(Pi(x))=525
[1152772585669799,1152792056074751] #NP=561406005 G(Pi(x))=500
[1152792056074793,1152811526479693] #NP=561424951 G(Pi(x))=541
[1152811526479763,1152830996884717] #NP=561411839 G(Pi(x))=551
[1152830996884769,1152850467289699] #NP=561417826 G(Pi(x))=679
[1152850467289723,1152869937694679] #NP=561405780 G(Pi(x))=589
[1152869937694723,1152889408099669] #NP=561407436 G(Pi(x))=578
[1152889408099699,1152908878504627] #NP=561418214 G(Pi(x))=550
[1152908878504699,1152928348909627] #NP=561427347 G(Pi(x))=530
[1152928348909679,1152947819314583] #NP=561441329 G(Pi(x))=569
[1152947819314663,1152967289719561] #NP=561383201 G(Pi(x))=525
[1152967289719633,1152986760124541] #NP=561385312 G(Pi(x))=476
[1152986760124657,1153006230529519] #NP=561432360 G(Pi(x))=551
[1153006230529633,1153025700934567] #NP=561410299 G(Pi(x))=501
[1153025700934687,1153045171339519] #NP=561410160 G(Pi(x))=531
[1153045171339583,1153064641744439] #NP=561414209 G(Pi(x))=497
[1153064641744537,1153084112149481] #NP=561424672 G(Pi(x))=629
[1153084112149549,1153103582554499] #NP=561425876 G(Pi(x))=541
[1153103582554589,1153123052959459] #NP=561405699 G(Pi(x))=567
[1153123052959519,1153142523364463] #NP=561423740 G(Pi(x))=551
[1153142523364493,1153161993769441] #NP=561400676 G(Pi(x))=529
[1153161993769483,1153181464174409] #NP=561427096 G(Pi(x))=625
[1153181464174451,1153200934579373] #NP=561432218 G(Pi(x))=497
[1153200934579457,1153228193146399] #NP=785983159 G(Pi(x))=570
[1153228193146427,1153255451713373] #NP=785994812 G(Pi(x))=579
[1153255451713439,1153282710280343] #NP=785971133 G(Pi(x))=596
[1153282710280409,1153309968847241] #NP=785967244 G(Pi(x))=599
[1153309968847411,1153337227414303] #NP=785971233 G(Pi(x))=589
[1153337227414319,1153364485981291] #NP=785956894 G(Pi(x))=553
[1153364485981303,1153391744548249] #NP=785956329 G(Pi(x))=553
[1153391744548327,1153419003115237] #NP=785988925 G(Pi(x))=511
[1153419003115259,1153448208722669] #NP=842088416 G(Pi(x))=550
[1153448208722743,1153477414330187] #NP=842119124 G(Pi(x))=511
[1153477414330247,1153506619937627] #NP=842108332 G(Pi(x))=577
[1153506619937681,1153535825545141] #NP=842095646 G(Pi(x))=561
[1153535825545237,1153565031152533] #NP=842115724 G(Pi(x))=561
[1153565031152659,1153594236760103] #NP=842120289 G(Pi(x))=483
[1153594236760153,1153623442367579] #NP=842108643 G(Pi(x))=509
[1153623442367651,1153652647975043] #NP=842099837 G(Pi(x))=602
[1153652647975103,1153681853582539] #NP=842078488 G(Pi(x))=514
[1153681853582549,1153711059189859] #NP=842121981 G(Pi(x))=503
[1153711059190043,1153740264797459] #NP=842097706 G(Pi(x))=587
[1153740264797579,1153769470404959] #NP=842114166 G(Pi(x))=517
[1153769470405037,1153798676012449] #NP=842089939 G(Pi(x))=593
[1153798676012449,1153827881619899] #NP=842071126 G(Pi(x))=521
[1153827881620031,1153857087227401] #NP=842124010 G(Pi(x))=601
[1153857087227447,1153886292834853] #NP=842099030 G(Pi(x))=589
[1153886292834883,1153915498442351] #NP=842092609 G(Pi(x))=495
[1153915498442363,1153944704049827] #NP=842108707 G(Pi(x))=516
[1153944704049877,1153973909657297] #NP=842115062 G(Pi(x))=511
[1153973909657407,1154003115264787] #NP=842097320 G(Pi(x))=531
[1154003115264847,1154034267912737] #NP=898218345 G(Pi(x))=524
[1154034267912769,1154065420560719] #NP=898236190 G(Pi(x))=567
[1154065420560751,1154096573208673] #NP=898258799 G(Pi(x))=584
[1154096573208763,1154127725856659] #NP=898248829 G(Pi(x))=518
[1154127725856691,1154158878504649] #NP=898219813 G(Pi(x))=608
[1154158878504679,1154190031152637] #NP=898224218 G(Pi(x))=541
[1154190031152667,1154221183800571] #NP=898226014 G(Pi(x))=529
[1154221183800673,1154252336448559] #NP=898233922 G(Pi(x))=541
[1154252336448641,1154283489096541] #NP=898254956 G(Pi(x))=574
[1154283489096593,1154314641744533] #NP=898226040 G(Pi(x))=545
[1154314641744559,1154345794392491] #NP=898219718 G(Pi(x))=521
[1154345794392599,1154376947040487] #NP=898229151 G(Pi(x))=536
[1154376947040529,1154408099688397] #NP=898228886 G(Pi(x))=587
[1154408099688469,1154439252336421] #NP=898231471 G(Pi(x))=540
[1154439252336449,1154470404984409] #NP=898229232 G(Pi(x))=517
[1154470404984439,1154501557632349] #NP=898193752 G(Pi(x))=505
[1154501557632407,1154532710280269] #NP=898225010 G(Pi(x))=560
[1154532710280401,1154563862928293] #NP=898226450 G(Pi(x))=749
[1154563862928383,1154595015576257] #NP=898222117 G(Pi(x))=504
[1154595015576337,1154626168224283] #NP=898191587 G(Pi(x))=613
[1154626168224313,1154657320872193] #NP=898215268 G(Pi(x))=589
[1154657320872281,1154688473520229] #NP=898221183 G(Pi(x))=543
[1154688473520287,1154719626168209] #NP=898204223 G(Pi(x))=537
[1154719626168247,1154750778816119] #NP=898240693 G(Pi(x))=532
[1154750778816211,1154781931464079] #NP=898211058 G(Pi(x))=656
[1154781931464229,1154813084112133] #NP=898199013 G(Pi(x))=523
[1154813084112161,1154844236760089] #NP=898228312 G(Pi(x))=605
[1154844236760121,1154875389408079] #NP=898233509 G(Pi(x))=547
[1154875389408131,1154906542056013] #NP=898197039 G(Pi(x))=535
[1154906542056067,1154937694704029] #NP=898194810 G(Pi(x))=484
[1154937694704041,1154968847351959] #NP=898228582 G(Pi(x))=492
[1154968847352029,1154999999999969] #NP=898211439 G(Pi(x))=588
[1155000000000031,1155019470404981] #NP=561369960 G(Pi(x))=523
[1155019470405001,1155038940809953] #NP=561391127 G(Pi(x))=548
[1155038940809969,1155058411214933] #NP=561370551 G(Pi(x))=486
[1155058411214957,1155077881619881] #NP=561380549 G(Pi(x))=539
[1155077881619939,1155097352024843] #NP=561366605 G(Pi(x))=622
[1155097352024977,1155116822429807] #NP=561377874 G(Pi(x))=509
[1155116822429963,1155136292834731] #NP=561386614 G(Pi(x))=553
[1155136292834899,1155155763239851] #NP=561361526 G(Pi(x))=559
[1155155763239893,1155175233644843] #NP=561401986 G(Pi(x))=509
[1155175233644893,1155194704049717] #NP=561369160 G(Pi(x))=511
[1155194704049843,1155214174454773] #NP=561369336 G(Pi(x))=490
[1155214174454831,1155233644859803] #NP=561396945 G(Pi(x))=501
[1155233644859831,1155253115264779] #NP=561391155 G(Pi(x))=572
[1155253115264827,1155272585669753] #NP=561382350 G(Pi(x))=535
[1155272585669821,1155292056074729] #NP=561392149 G(Pi(x))=573
[1155292056074789,1155311526479743] #NP=561376984 G(Pi(x))=537
[1155311526479797,1155330996884719] #NP=561376526 G(Pi(x))=558
[1155330996884759,1155350467289671] #NP=561386854 G(Pi(x))=548
[1155350467289719,1155369937694671] #NP=561403328 G(Pi(x))=509
[1155369937694723,1155389408099659] #NP=561379957 G(Pi(x))=573
[1155389408099683,1155408878504623] #NP=561363371 G(Pi(x))=525
[1155408878504711,1155428348909617] #NP=561390543 G(Pi(x))=633
[1155428348909663,1155447819314629] #NP=561376897 G(Pi(x))=565
[1155447819314717,1155467289719609] #NP=561385617 G(Pi(x))=557
[1155467289719629,1155486760124597] #NP=561376329 G(Pi(x))=558
[1155486760124633,1155506230529543] #NP=561379482 G(Pi(x))=535
[1155506230529587,1155525700934533] #NP=561364238 G(Pi(x))=529
[1155525700934581,1155545171339551] #NP=561380497 G(Pi(x))=507
[1155545171339567,1155564641744509] #NP=561378062 G(Pi(x))=519
[1155564641744561,1155584112149497] #NP=561388727 G(Pi(x))=605
[1155584112149521,1155603582554497] #NP=561381538 G(Pi(x))=493
[1155603582554591,1155623052959471] #NP=561375306 G(Pi(x))=557
[1155623052959497,1155642523364443] #NP=561379966 G(Pi(x))=513
[1155642523364491,1155661993769359] #NP=561392238 G(Pi(x))=584
[1155661993769501,1155681464174383] #NP=561352735 G(Pi(x))=597
[1155681464174473,1155700934579417] #NP=561373840 G(Pi(x))=609
[1155700934579431,1155728193146399] #NP=785932449 G(Pi(x))=543
[1155728193146431,1155755451713351] #NP=785923204 G(Pi(x))=553
[1155755451713389,1155782710280351] #NP=785942036 G(Pi(x))=509
[1155782710280423,1155809968847323] #NP=785932778 G(Pi(x))=563
[1155809968847357,1155837227414299] #NP=785913052 G(Pi(x))=539
[1155837227414321,1155864485981281] #NP=785910285 G(Pi(x))=615
[1155864485981323,1155891744548147] #NP=785945170 G(Pi(x))=580
[1155891744548293,1155919003115231] #NP=785931578 G(Pi(x))=552
[1155919003115267,1155948208722691] #NP=842029278 G(Pi(x))=564
[1155948208722733,1155977414330201] #NP=842058450 G(Pi(x))=539
[1155977414330209,1156006619937667] #NP=842026970 G(Pi(x))=559
[1156006619937691,1156035825545113] #NP=842046093 G(Pi(x))=541
[1156035825545197,1156065031152611] #NP=842067151 G(Pi(x))=553
[1156065031152637,1156094236760041] #NP=842081181 G(Pi(x))=533
[1156094236760117,1156123442367577] #NP=842035852 G(Pi(x))=529
[1156123442367623,1156152647975041] #NP=842026395 G(Pi(x))=551
[1156152647975093,1156181853582527] #NP=842042572 G(Pi(x))=524
[1156181853582659,1156211059190017] #NP=842033088 G(Pi(x))=609
[1156211059190029,1156240264797491] #NP=842025693 G(Pi(x))=536
[1156240264797521,1156269470404907] #NP=842030899 G(Pi(x))=536
[1156269470405081,1156298676012443] #NP=842053849 G(Pi(x))=547
[1156298676012463,1156327881619831] #NP=842048766 G(Pi(x))=565
[1156327881619927,1156357087227361] #NP=842050359 G(Pi(x))=581
[1156357087227427,1156386292834879] #NP=842034828 G(Pi(x))=550
[1156386292834951,1156415498442343] #NP=842069735 G(Pi(x))=602
[1156415498442367,1156444704049793] #NP=842017299 G(Pi(x))=505
[1156444704049841,1156473909657307] #NP=842065275 G(Pi(x))=557
[1156473909657343,1156503115264747] #NP=842071599 G(Pi(x))=513
[1156503115264789,1156534267912747] #NP=898189499 G(Pi(x))=539
[1156534267912853,1156565420560691] #NP=898180442 G(Pi(x))=529
[1156565420560769,1156596573208709] #NP=898199020 G(Pi(x))=655
[1156596573208733,1156627725856663] #NP=898162716 G(Pi(x))=536
[1156627725856693,1156658878504621] #NP=898179313 G(Pi(x))=527
[1156658878504687,1156690031152613] #NP=898171732 G(Pi(x))=605
[1156690031152687,1156721183800597] #NP=898157067 G(Pi(x))=537
[1156721183800621,1156752336448559] #NP=898181825 G(Pi(x))=577
[1156752336448591,1156783489096559] #NP=898200402 G(Pi(x))=579
[1156783489096597,1156814641744529] #NP=898162719 G(Pi(x))=572
[1156814641744621,1156845794392411] #NP=898176376 G(Pi(x))=557
[1156845794392517,1156876947040483] #NP=898135836 G(Pi(x))=657
[1156876947040517,1156908099688361] #NP=898189643 G(Pi(x))=559
[1156908099688511,1156939252336423] #NP=898168341 G(Pi(x))=518
[1156939252336447,1156970404984403] #NP=898198424 G(Pi(x))=529
[1156970404984423,1157001557632367] #NP=898185250 G(Pi(x))=545
[1157001557632397,1157032710280217] #NP=898188524 G(Pi(x))=533
[1157032710280429,1157063862928307] #NP=898159181 G(Pi(x))=657
[1157063862928423,1157095015576301] #NP=898173319 G(Pi(x))=740
[1157095015576391,1157126168224283] #NP=898168938 G(Pi(x))=537
[1157126168224321,1157157320872249] #NP=898192281 G(Pi(x))=555
[1157157320872271,1157188473520237] #NP=898165771 G(Pi(x))=531
[1157188473520243,1157219626168189] #NP=898178999 G(Pi(x))=539
[1157219626168217,1157250778816147] #NP=898151833 G(Pi(x))=571
[1157250778816273,1157281931464079] #NP=898180239 G(Pi(x))=502
[1157281931464171,1157313084112109] #NP=898153991 G(Pi(x))=557
[1157313084112177,1157344236760111] #NP=898156413 G(Pi(x))=527
[1157344236760141,1157375389408061] #NP=898141330 G(Pi(x))=583
[1157375389408129,1157406542056057] #NP=898155593 G(Pi(x))=567
[1157406542056087,1157437694704021] #NP=898167124 G(Pi(x))=508
[1157437694704073,1157468847351991] #NP=898169666 G(Pi(x))=582
[1157468847352043,1157499999999979] #NP=898142983 G(Pi(x))=572
[1157500000000007,1157519470404961] #NP=561354998 G(Pi(x))=539
[1157519470405201,1157538940809893] #NP=561339033 G(Pi(x))=587
[1157538940809973,1157558411214941] #NP=561344221 G(Pi(x))=549
[1157558411214979,1157577881619883] #NP=561331719 G(Pi(x))=570
[1157577881619937,1157597352024913] #NP=561349054 G(Pi(x))=507
[1157597352024937,1157616822429889] #NP=561342572 G(Pi(x))=553
[1157616822429941,1157636292834877] #NP=561344563 G(Pi(x))=519
[1157636292834941,1157655763239851] #NP=561362467 G(Pi(x))=521
[1157655763239881,1157675233644799] #NP=561316860 G(Pi(x))=526
[1157675233644869,1157694704049787] #NP=561354507 G(Pi(x))=567
[1157694704049847,1157714174454823] #NP=561341313 G(Pi(x))=539
[1157714174454839,1157733644859739] #NP=561345904 G(Pi(x))=504
[1157733644859829,1157753115264787] #NP=561330751 G(Pi(x))=547
[1157753115264793,1157772585669751] #NP=561341685 G(Pi(x))=515
[1157772585669779,1157792056074749] #NP=561339953 G(Pi(x))=601
[1157792056074779,1157811526479743] #NP=561358576 G(Pi(x))=565
[1157811526479749,1157830996884703] #NP=561355412 G(Pi(x))=527
[1157830996884763,1157850467289689] #NP=561343875 G(Pi(x))=505
[1157850467289721,1157869937694683] #NP=561332224 G(Pi(x))=521
[1157869937694713,1157889408099631] #NP=561348096 G(Pi(x))=593
[1157889408099707,1157908878504647] #NP=561330704 G(Pi(x))=657
[1157908878504667,1157928348909643] #NP=561356534 G(Pi(x))=537
[1157928348909667,1157947819314593] #NP=561350904 G(Pi(x))=518
[1157947819314677,1157967289719553] #NP=561333883 G(Pi(x))=516
[1157967289719629,1157986760124589] #NP=561331197 G(Pi(x))=541
[1157986760124611,1158006230529523] #NP=561360375 G(Pi(x))=525
[1158006230529649,1158025700934559] #NP=561319406 G(Pi(x))=533
[1158025700934581,1158045171339467] #NP=561339141 G(Pi(x))=530
[1158045171339577,1158064641744509] #NP=561344334 G(Pi(x))=518
[1158064641744541,1158084112149511] #NP=561359376 G(Pi(x))=553
[1158084112149541,1158103582554481] #NP=561338546 G(Pi(x))=591
[1158103582554511,1158123052959463] #NP=561341684 G(Pi(x))=469
[1158123052959503,1158142523364419] #NP=561328394 G(Pi(x))=508
[1158142523364473,1158161993769331] #NP=561348763 G(Pi(x))=513
[1158161993769491,1158181464174389] #NP=561324784 G(Pi(x))=516
[1158181464174443,1158200934579421] #NP=561353404 G(Pi(x))=613
[1158200934579457,1158228193146389] #NP=785889547 G(Pi(x))=583
[1158228193146413,1158255451713331] #NP=785895359 G(Pi(x))=533
[1158255451713389,1158282710280317] #NP=785889738 G(Pi(x))=513
[1158282710280359,1158309968847313] #NP=785854718 G(Pi(x))=503
[1158309968847379,1158337227414259] #NP=785894814 G(Pi(x))=602
[1158337227414317,1158364485981257] #NP=785876741 G(Pi(x))=549
[1158364485981359,1158391744548251] #NP=785879255 G(Pi(x))=533
[1158391744548347,1158419003115211] #NP=785887034 G(Pi(x))=540
[1158419003115251,1158448208722691] #NP=842005313 G(Pi(x))=531
[1158448208722801,1158477414330199] #NP=842012179 G(Pi(x))=501
[1158477414330241,1158506619937679] #NP=841996314 G(Pi(x))=525
[1158506619937679,1158535825545149] #NP=842000071 G(Pi(x))=621
[1158535825545157,1158565031152589] #NP=842019476 G(Pi(x))=508
[1158565031152681,1158594236760091] #NP=841998526 G(Pi(x))=516
[1158594236760143,1158623442367543] #NP=842002960 G(Pi(x))=584
[1158623442367603,1158652647975047] #NP=842023663 G(Pi(x))=561
[1158652647975071,1158681853582541] #NP=841973235 G(Pi(x))=599
[1158681853582541,1158711059189951] #NP=841965004 G(Pi(x))=565
[1158711059190037,1158740264797483] #NP=841998589 G(Pi(x))=486
[1158740264797499,1158769470404947] #NP=842004845 G(Pi(x))=595
[1158769470404981,1158798676012441] #NP=841993324 G(Pi(x))=634
[1158798676012459,1158827881619899] #NP=842002567 G(Pi(x))=592
[1158827881619927,1158857087227387] #NP=841983461 G(Pi(x))=525
[1158857087227439,1158886292834869] #NP=842003032 G(Pi(x))=525
[1158886292834891,1158915498442349] #NP=841998902 G(Pi(x))=567
[1158915498442399,1158944704049819] #NP=841992904 G(Pi(x))=557
[1158944704049861,1158973909657307] #NP=842012715 G(Pi(x))=583
[1158973909657321,1159003115264747] #NP=841994795 G(Pi(x))=565
[1159003115264791,1159034267912749] #NP=898116592 G(Pi(x))=553
[1159034267912831,1159065420560717] #NP=898124165 G(Pi(x))=609
[1159065420560743,1159096573208663] #NP=898117597 G(Pi(x))=521
[1159096573208731,1159127725856687] #NP=898126584 G(Pi(x))=577
[1159127725856717,1159158878504623] #NP=898114239 G(Pi(x))=573
[1159158878504699,1159190031152633] #NP=898114517 G(Pi(x))=562
[1159190031152641,1159221183800579] #NP=898106403 G(Pi(x))=555
[1159221183800639,1159252336448581] #NP=898101645 G(Pi(x))=625
[1159252336448611,1159283489096471] #NP=898106853 G(Pi(x))=560
[1159283489096609,1159314641744507] #NP=898103963 G(Pi(x))=545
[1159314641744641,1159345794392507] #NP=898137746 G(Pi(x))=519
[1159345794392531,1159376947040453] #NP=898097264 G(Pi(x))=540
[1159376947040497,1159408099688431] #NP=898106141 G(Pi(x))=518
[1159408099688479,1159439252336423] #NP=898134171 G(Pi(x))=548
[1159439252336461,1159470404984299] #NP=898102831 G(Pi(x))=570
[1159470404984429,1159501557632359] #NP=898105499 G(Pi(x))=566
[1159501557632423,1159532710280333] #NP=898116279 G(Pi(x))=591
[1159532710280381,1159563862928297] #NP=898111544 G(Pi(x))=556
[1159563862928377,1159595015576311] #NP=898112039 G(Pi(x))=565
[1159595015576357,1159626168224261] #NP=898137227 G(Pi(x))=517
[1159626168224309,1159657320872227] #NP=898108729 G(Pi(x))=540
[1159657320872291,1159688473520219] #NP=898090995 G(Pi(x))=544
[1159688473520261,1159719626168203] #NP=898122299 G(Pi(x))=503
[1159719626168221,1159750778816183] #NP=898095036 G(Pi(x))=585
[1159750778816237,1159781931464083] #NP=898096682 G(Pi(x))=593
[1159781931464213,1159813084112087] #NP=898118313 G(Pi(x))=553
[1159813084112183,1159844236760089] #NP=898110656 G(Pi(x))=537
[1159844236760141,1159875389408083] #NP=898076251 G(Pi(x))=545
[1159875389408089,1159906542056011] #NP=898103775 G(Pi(x))=541
[1159906542056077,1159937694703891] #NP=898117075 G(Pi(x))=608
[1159937694704071,1159968847351939] #NP=898125088 G(Pi(x))=537
[1159968847352129,1159999999999943] #NP=898119048 G(Pi(x))=567
[1160000000000063,1160019470404973] #NP=561312053 G(Pi(x))=552
[1160019470404999,1160038940809963] #NP=561325283 G(Pi(x))=515
[1160038940810011,1160058411214949] #NP=561288211 G(Pi(x))=522
[1160058411215017,1160077881619883] #NP=561307478 G(Pi(x))=613
[1160077881620057,1160097352024903] #NP=561337711 G(Pi(x))=545
[1160097352024979,1160116822429897] #NP=561331287 G(Pi(x))=539
[1160116822429927,1160136292834853] #NP=561291503 G(Pi(x))=521
[1160136292834889,1160155763239867] #NP=561305047 G(Pi(x))=521
[1160155763239903,1160175233644831] #NP=561301793 G(Pi(x))=501
[1160175233644873,1160194704049811] #NP=561302445 G(Pi(x))=652
[1160194704049907,1160214174454789] #NP=561297043 G(Pi(x))=539
[1160214174454871,1160233644859763] #NP=561300948 G(Pi(x))=533
[1160233644859823,1160253115264783] #NP=561324301 G(Pi(x))=540
[1160253115264897,1160272585669733] #NP=561320916 G(Pi(x))=537
[1160272585669777,1160292056074759] #NP=561314919 G(Pi(x))=717
[1160292056074793,1160311526479733] #NP=561306150 G(Pi(x))=526
[1160311526479799,1160330996884681] #NP=561306130 G(Pi(x))=519
[1160330996884753,1160350467289679] #NP=561313182 G(Pi(x))=515
[1160350467289721,1160369937694673] #NP=561309618 G(Pi(x))=535
[1160369937694729,1160389408099679] #NP=561309858 G(Pi(x))=529
[1160389408099693,1160408878504663] #NP=561296166 G(Pi(x))=484
[1160408878504679,1160428348909597] #NP=561309331 G(Pi(x))=503
[1160428348909649,1160447819314577] #NP=561260290 G(Pi(x))=524
[1160447819314649,1160467289719541] #NP=561296860 G(Pi(x))=515
[1160467289719637,1160486760124553] #NP=561300924 G(Pi(x))=546
[1160486760124639,1160506230529577] #NP=561284616 G(Pi(x))=606
[1160506230529601,1160525700934549] #NP=561292881 G(Pi(x))=576
[1160525700934571,1160545171339459] #NP=561306925 G(Pi(x))=597
[1160545171339553,1160564641744531] #NP=561312550 G(Pi(x))=573
[1160564641744597,1160584112149477] #NP=561288240 G(Pi(x))=593
[1160584112149537,1160603582554489] #NP=561329934 G(Pi(x))=489
[1160603582554517,1160623052959459] #NP=561304943 G(Pi(x))=523
[1160623052959493,1160642523364463] #NP=561291752 G(Pi(x))=525
[1160642523364529,1160661993769451] #NP=561320319 G(Pi(x))=517
[1160661993769471,1160681464174399] #NP=561320622 G(Pi(x))=605
[1160681464174447,1160700934579349] #NP=561300452 G(Pi(x))=549
[1160700934579471,1160728193146391] #NP=785817229 G(Pi(x))=556
[1160728193146433,1160755451713369] #NP=785818567 G(Pi(x))=524
[1160755451713381,1160782710280351] #NP=785824308 G(Pi(x))=549
[1160782710280363,1160809968847261] #NP=785842558 G(Pi(x))=518
[1160809968847369,1160837227414279] #NP=785839725 G(Pi(x))=585
[1160837227414339,1160864485981279] #NP=785808067 G(Pi(x))=537
[1160864485981303,1160891744548267] #NP=785813429 G(Pi(x))=519
[1160891744548343,1160919003115229] #NP=785808036 G(Pi(x))=602
[1160919003115253,1160948208722683] #NP=841951280 G(Pi(x))=557
[1160948208722741,1160977414330193] #NP=841941963 G(Pi(x))=528
[1160977414330213,1161006619937663] #NP=841931210 G(Pi(x))=517
[1161006619937701,1161035825545051] #NP=841962559 G(Pi(x))=529
[1161035825545181,1161065031152599] #NP=841936444 G(Pi(x))=539
[1161065031152651,1161094236760109] #NP=841954637 G(Pi(x))=520
[1161094236760127,1161123442367531] #NP=841944165 G(Pi(x))=663
[1161123442367593,1161152647975051] #NP=841939798 G(Pi(x))=597
[1161152647975079,1161181853582533] #NP=841941310 G(Pi(x))=551
[1161181853582563,1161211059190009] #NP=841927962 G(Pi(x))=529
[1161211059190067,1161240264797471] #NP=841930779 G(Pi(x))=557
[1161240264797513,1161269470404949] #NP=841950800 G(Pi(x))=633
[1161269470405003,1161298676012441] #NP=841964566 G(Pi(x))=548
[1161298676012477,1161327881619889] #NP=841928261 G(Pi(x))=557
[1161327881619949,1161357087227399] #NP=841962737 G(Pi(x))=612
[1161357087227483,1161386292834871] #NP=841951580 G(Pi(x))=522
[1161386292834941,1161415498442357] #NP=841932033 G(Pi(x))=577
[1161415498442357,1161444704049793] #NP=841943008 G(Pi(x))=527
[1161444704049863,1161473909657309] #NP=841912085 G(Pi(x))=595
[1161473909657357,1161503115264757] #NP=841951750 G(Pi(x))=531
[1161503115264797,1161534267912761] #NP=898070187 G(Pi(x))=533
[1161534267912779,1161565420560733] #NP=898078728 G(Pi(x))=539
[1161565420560791,1161596573208707] #NP=898049789 G(Pi(x))=556
[1161596573208763,1161627725856673] #NP=898073572 G(Pi(x))=571
[1161627725856757,1161658878504637] #NP=898070723 G(Pi(x))=528
[1161658878504667,1161690031152631] #NP=898056469 G(Pi(x))=620
[1161690031152641,1161721183800601] #NP=898063542 G(Pi(x))=563
[1161721183800643,1161752336448541] #NP=898016965 G(Pi(x))=543
[1161752336448601,1161783489096547] #NP=898049334 G(Pi(x))=557
[1161783489096647,1161814641744473] #NP=898078414 G(Pi(x))=512
[1161814641744563,1161845794392407] #NP=898085731 G(Pi(x))=550
[1161845794392527,1161876947040473] #NP=898042405 G(Pi(x))=529
[1161876947040533,1161908099688439] #NP=898079244 G(Pi(x))=566
[1161908099688493,1161939252336361] #NP=898059196 G(Pi(x))=572
[1161939252336461,1161970404984317] #NP=898046849 G(Pi(x))=525
[1161970404984481,1162001557632373] #NP=898068035 G(Pi(x))=613
[1162001557632397,1162032710280359] #NP=898053895 G(Pi(x))=585
[1162032710280373,1162063862928329] #NP=898051352 G(Pi(x))=591
[1162063862928341,1162095015576251] #NP=898063663 G(Pi(x))=586
[1162095015576329,1162126168224251] #NP=898049059 G(Pi(x))=609
[1162126168224311,1162157320872199] #NP=898037258 G(Pi(x))=606
[1162157320872277,1162188473520209] #NP=898078555 G(Pi(x))=529
[1162188473520241,1162219626168173] #NP=898042771 G(Pi(x))=612
[1162219626168217,1162250778816181] #NP=898012618 G(Pi(x))=544
[1162250778816227,1162281931464103] #NP=898046073 G(Pi(x))=540
[1162281931464187,1162313084112119] #NP=898064202 G(Pi(x))=673
[1162313084112241,1162344236760089] #NP=898062267 G(Pi(x))=537
[1162344236760193,1162375389408083] #NP=898053485 G(Pi(x))=624
[1162375389408119,1162406542055989] #NP=898030051 G(Pi(x))=519
[1162406542056077,1162437694704019] #NP=898056570 G(Pi(x))=529
[1162437694704071,1162468847351951] #NP=898042410 G(Pi(x))=513
[1162468847352079,1162499999999983] #NP=898043915 G(Pi(x))=564
[1162500000000029,1162519470404977] #NP=561284689 G(Pi(x))=583
[1162519470404993,1162538940809957] #NP=561287918 G(Pi(x))=517
[1162538940809971,1162558411214873] #NP=561270169 G(Pi(x))=521
[1162558411214987,1162577881619933] #NP=561280221 G(Pi(x))=541
[1162577881619977,1162597352024879] #NP=561255980 G(Pi(x))=526
[1162597352024963,1162616822429831] #NP=561251031 G(Pi(x))=535
[1162616822429939,1162636292834873] #NP=561265080 G(Pi(x))=591
[1162636292834893,1162655763239869] #NP=561283043 G(Pi(x))=557
[1162655763239897,1162675233644833] #NP=561281430 G(Pi(x))=533
[1162675233644879,1162694704049783] #NP=561288923 G(Pi(x))=553
[1162694704049849,1162714174454821] #NP=561297659 G(Pi(x))=527
[1162714174454839,1162733644859777] #NP=561295594 G(Pi(x))=651
[1162733644859903,1162753115264753] #NP=561288068 G(Pi(x))=489
[1162753115264831,1162772585669759] #NP=561269645 G(Pi(x))=564
[1162772585669881,1162792056074741] #NP=561278946 G(Pi(x))=593
[1162792056074797,1162811526479719] #NP=561276597 G(Pi(x))=604
[1162811526479839,1162830996884717] #NP=561276938 G(Pi(x))=507
[1162830996884749,1162850467289669] #NP=561254585 G(Pi(x))=529
[1162850467289759,1162869937694671] #NP=561275111 G(Pi(x))=509
[1162869937694701,1162889408099663] #NP=561256585 G(Pi(x))=540
[1162889408099689,1162908878504663] #NP=561277017 G(Pi(x))=561
[1162908878504699,1162928348909623] #NP=561295779 G(Pi(x))=507
[1162928348909699,1162947819314507] #NP=561274443 G(Pi(x))=523
[1162947819314641,1162967289719549] #NP=561272386 G(Pi(x))=544
[1162967289719617,1162986760124569] #NP=561266080 G(Pi(x))=571
[1162986760124603,1163006230529537] #NP=561291811 G(Pi(x))=562
[1163006230529587,1163025700934551] #NP=561262311 G(Pi(x))=644
[1163025700934651,1163045171339549] #NP=561265623 G(Pi(x))=497
[1163045171339563,1163064641744519] #NP=561280931 G(Pi(x))=521
[1163064641744581,1163084112149503] #NP=561257636 G(Pi(x))=561
[1163084112149563,1163103582554483] #NP=561300221 G(Pi(x))=501
[1163103582554527,1163123052959459] #NP=561260059 G(Pi(x))=527
[1163123052959489,1163142523364407] #NP=561268160 G(Pi(x))=511
[1163142523364501,1163161993769389] #NP=561259700 G(Pi(x))=539
[1163161993769471,1163181464174417] #NP=561269745 G(Pi(x))=549
[1163181464174453,1163200934579389] #NP=561288065 G(Pi(x))=555
[1163200934579471,1163228193146263] #NP=785750664 G(Pi(x))=547
[1163228193146473,1163255451713353] #NP=785771299 G(Pi(x))=557
[1163255451713389,1163282710280347] #NP=785773944 G(Pi(x))=533
[1163282710280359,1163309968847333] #NP=785772996 G(Pi(x))=541
[1163309968847387,1163337227414293] #NP=785777559 G(Pi(x))=525
[1163337227414317,1163364485981273] #NP=785771055 G(Pi(x))=594
[1163364485981303,1163391744548261] #NP=785758167 G(Pi(x))=529
[1163391744548321,1163419003115203] #NP=785766803 G(Pi(x))=598
[1163419003115249,1163448208722703] #NP=841899303 G(Pi(x))=530
[1163448208722781,1163477414330201] #NP=841896522 G(Pi(x))=497
[1163477414330321,1163506619937671] #NP=841904882 G(Pi(x))=547
[1163506619937709,1163535825545147] #NP=841906641 G(Pi(x))=565
[1163535825545309,1163565031152613] #NP=841897534 G(Pi(x))=560
[1163565031152661,1163594236760077] #NP=841885899 G(Pi(x))=565
[1163594236760129,1163623442367511] #NP=841881024 G(Pi(x))=611
[1163623442367611,1163652647975017] #NP=841897116 G(Pi(x))=544
[1163652647975087,1163681853582541] #NP=841891977 G(Pi(x))=563
[1163681853582541,1163711059189997] #NP=841901333 G(Pi(x))=507
[1163711059190111,1163740264797491] #NP=841897232 G(Pi(x))=573
[1163740264797497,1163769470404927] #NP=841876464 G(Pi(x))=581
[1163769470404991,1163798676012437] #NP=841885063 G(Pi(x))=593
[1163798676012451,1163827881619901] #NP=841890543 G(Pi(x))=559
[1163827881619933,1163857087227403] #NP=841892876 G(Pi(x))=526
[1163857087227403,1163886292834819] #NP=841896841 G(Pi(x))=554
[1163886292834931,1163915498442353] #NP=841861385 G(Pi(x))=518
[1163915498442377,1163944704049817] #NP=841902110 G(Pi(x))=583
[1163944704049871,1163973909657287] #NP=841888793 G(Pi(x))=541
[1163973909657329,1164003115264783] #NP=841867240 G(Pi(x))=565
[1164003115264789,1164034267912759] #NP=898017833 G(Pi(x))=583
[1164034267912787,1164065420560729] #NP=898028409 G(Pi(x))=570
[1164065420560739,1164096573208693] #NP=897980281 G(Pi(x))=567
[1164096573208727,1164127725856687] #NP=898015881 G(Pi(x))=540
[1164127725856727,1164158878504651] #NP=897999183 G(Pi(x))=553
[1164158878504691,1164190031152591] #NP=897995054 G(Pi(x))=541
[1164190031152649,1164221183800583] #NP=898008640 G(Pi(x))=521
[1164221183800621,1164252336448547] #NP=897995279 G(Pi(x))=531
[1164252336448601,1164283489096537] #NP=898025266 G(Pi(x))=557
[1164283489096577,1164314641744537] #NP=898018186 G(Pi(x))=502
[1164314641744547,1164345794392483] #NP=897995703 G(Pi(x))=531
[1164345794392541,1164376947040441] #NP=898002326 G(Pi(x))=537
[1164376947040499,1164408099688373] #NP=898008212 G(Pi(x))=547
[1164408099688499,1164439252336433] #NP=898021829 G(Pi(x))=523
[1164439252336441,1164470404984399] #NP=897993175 G(Pi(x))=509
[1164470404984483,1164501557632307] #NP=897992847 G(Pi(x))=595
[1164501557632519,1164532710280349] #NP=897991471 G(Pi(x))=489
[1164532710280411,1164563862928327] #NP=898010415 G(Pi(x))=541
[1164563862928351,1164595015576249] #NP=897979904 G(Pi(x))=537
[1164595015576357,1164626168224261] #NP=898018493 G(Pi(x))=595
[1164626168224319,1164657320872159] #NP=898006618 G(Pi(x))=574
[1164657320872277,1164688473520207] #NP=897964858 G(Pi(x))=517
[1164688473520303,1164719626168211] #NP=897983659 G(Pi(x))=582
[1164719626168249,1164750778816087] #NP=898006407 G(Pi(x))=517
[1164750778816193,1164781931464103] #NP=897980110 G(Pi(x))=518
[1164781931464171,1164813084112133] #NP=897994544 G(Pi(x))=540
[1164813084112141,1164844236760091] #NP=898011231 G(Pi(x))=539
[1164844236760157,1164875389408069] #NP=897995594 G(Pi(x))=537
[1164875389408099,1164906542056043] #NP=897989077 G(Pi(x))=553
[1164906542056073,1164937694704037] #NP=898011824 G(Pi(x))=582
[1164937694704111,1164968847351977] #NP=897972884 G(Pi(x))=559
[1164968847352039,1164999999999971] #NP=897988524 G(Pi(x))=492
[1165000000000003,1165019470404973] #NP=561234036 G(Pi(x))=537
[1165019470404989,1165038940809941] #NP=561257114 G(Pi(x))=605
[1165038940809977,1165058411214917] #NP=561247977 G(Pi(x))=518
[1165058411214989,1165077881619931] #NP=561230583 G(Pi(x))=508
[1165077881619983,1165097352024839] #NP=561232641 G(Pi(x))=505
[1165097352025039,1165116822429871] #NP=561245087 G(Pi(x))=526
[1165116822429947,1165136292834853] #NP=561233912 G(Pi(x))=494
[1165136292834901,1165155763239857] #NP=561251251 G(Pi(x))=533
[1165155763239899,1165175233644803] #NP=561262109 G(Pi(x))=509
[1165175233644859,1165194704049787] #NP=561241656 G(Pi(x))=487
[1165194704049881,1165214174454787] #NP=561266286 G(Pi(x))=524
[1165214174454917,1165233644859769] #NP=561240670 G(Pi(x))=509
[1165233644859917,1165253115264731] #NP=561247749 G(Pi(x))=577
[1165253115264809,1165272585669763] #NP=561244279 G(Pi(x))=531
[1165272585669821,1165292056074733] #NP=561263195 G(Pi(x))=529
[1165292056074767,1165311526479691] #NP=561258488 G(Pi(x))=523
[1165311526479791,1165330996884727] #NP=561246166 G(Pi(x))=493
[1165330996884757,1165350467289707] #NP=561231669 G(Pi(x))=514
[1165350467289737,1165369937694691] #NP=561226664 G(Pi(x))=537
[1165369937694713,1165389408099647] #NP=561216843 G(Pi(x))=557
[1165389408099689,1165408878504643] #NP=561243067 G(Pi(x))=541
[1165408878504683,1165428348909467] #NP=561218751 G(Pi(x))=515
[1165428348909653,1165447819314497] #NP=561219794 G(Pi(x))=532
[1165447819314641,1165467289719589] #NP=561221691 G(Pi(x))=537
[1165467289719673,1165486760124559] #NP=561234856 G(Pi(x))=620
[1165486760124607,1165506230529491] #NP=561242222 G(Pi(x))=495
[1165506230529661,1165525700934559] #NP=561228856 G(Pi(x))=553
[1165525700934589,1165545171339547] #NP=561241945 G(Pi(x))=538
[1165545171339553,1165564641744521] #NP=561256304 G(Pi(x))=563
[1165564641744589,1165584112149517] #NP=561247357 G(Pi(x))=529
[1165584112149529,1165603582554403] #NP=561244487 G(Pi(x))=533
[1165603582554623,1165623052959479] #NP=561222896 G(Pi(x))=543
[1165623052959493,1165642523364419] #NP=561233833 G(Pi(x))=543
[1165642523364493,1165661993769421] #NP=561247969 G(Pi(x))=535
[1165661993769467,1165681464174427] #NP=561230762 G(Pi(x))=559
[1165681464174473,1165700934579329] #NP=561238000 G(Pi(x))=622
[1165700934579437,1165728193146401] #NP=785715998 G(Pi(x))=557
[1165728193146403,1165755451713343] #NP=785732293 G(Pi(x))=555
[1165755451713397,1165782710280311] #NP=785701004 G(Pi(x))=639
[1165782710280379,1165809968847317] #NP=785714838 G(Pi(x))=557
[1165809968847347,1165837227414313] #NP=785730571 G(Pi(x))=545
[1165837227414389,1165864485981287] #NP=785717605 G(Pi(x))=548
[1165864485981317,1165891744548269] #NP=785732478 G(Pi(x))=589
[1165891744548329,1165919003115247] #NP=785726533 G(Pi(x))=579
[1165919003115259,1165948208722723] #NP=841843688 G(Pi(x))=501
[1165948208722747,1165977414330181] #NP=841840642 G(Pi(x))=533
[1165977414330319,1166006619937651] #NP=841829641 G(Pi(x))=509
[1166006619937727,1166035825545109] #NP=841858017 G(Pi(x))=519
[1166035825545161,1166065031152591] #NP=841855623 G(Pi(x))=569
[1166065031152657,1166094236760077] #NP=841842242 G(Pi(x))=557
[1166094236760113,1166123442367561] #NP=841856574 G(Pi(x))=569
[1166123442367601,1166152647975043] #NP=841837525 G(Pi(x))=573
[1166152647975079,1166181853582463] #NP=841831319 G(Pi(x))=548
[1166181853582553,1166211059190017] #NP=841839900 G(Pi(x))=557
[1166211059190049,1166240264797481] #NP=841859454 G(Pi(x))=518
[1166240264797561,1166269470404917] #NP=841801005 G(Pi(x))=514
[1166269470404989,1166298676012447] #NP=841827223 G(Pi(x))=539
[1166298676012469,1166327881619911] #NP=841833706 G(Pi(x))=563
[1166327881619947,1166357087227391] #NP=841821561 G(Pi(x))=525
[1166357087227447,1166386292834767] #NP=841855815 G(Pi(x))=551
[1166386292834887,1166415498442349] #NP=841839281 G(Pi(x))=600
[1166415498442561,1166444704049831] #NP=841832234 G(Pi(x))=543
[1166444704049837,1166473909657279] #NP=841869744 G(Pi(x))=535
[1166473909657321,1166503115264779] #NP=841871224 G(Pi(x))=563
[1166503115264827,1166534267912743] #NP=897957380 G(Pi(x))=532
[1166534267912831,1166565420560737] #NP=897953813 G(Pi(x))=585
[1166565420560779,1166596573208711] #NP=897967765 G(Pi(x))=589
[1166596573208761,1166627725856639] #NP=897948317 G(Pi(x))=545
[1166627725856711,1166658878504579] #NP=897963791 G(Pi(x))=580
[1166658878504741,1166690031152627] #NP=897951618 G(Pi(x))=531
[1166690031152761,1166721183800597] #NP=897940606 G(Pi(x))=644
[1166721183800699,1166752336448579] #NP=897977713 G(Pi(x))=515
[1166752336448603,1166783489096483] #NP=897956003 G(Pi(x))=495
[1166783489096609,1166814641744533] #NP=897970741 G(Pi(x))=533
[1166814641744561,1166845794392489] #NP=897949632 G(Pi(x))=520
[1166845794392527,1166876947040381] #NP=897943468 G(Pi(x))=571
[1166876947040489,1166908099688411] #NP=897939697 G(Pi(x))=533
[1166908099688473,1166939252336423] #NP=897922494 G(Pi(x))=549
[1166939252336453,1166970404984411] #NP=897952890 G(Pi(x))=582
[1166970404984429,1167001557632363] #NP=897923594 G(Pi(x))=605
[1167001557632429,1167032710280357] #NP=897972251 G(Pi(x))=653
[1167032710280387,1167063862928333] #NP=897948047 G(Pi(x))=677
[1167063862928377,1167095015576291] #NP=897933873 G(Pi(x))=502
[1167095015576317,1167126168224287] #NP=897953454 G(Pi(x))=551
[1167126168224327,1167157320872237] #NP=897954128 G(Pi(x))=563
[1167157320872287,1167188473520219] #NP=897941054 G(Pi(x))=589
[1167188473520239,1167219626168159] #NP=897930247 G(Pi(x))=486
[1167219626168221,1167250778816167] #NP=897949752 G(Pi(x))=515
[1167250778816209,1167281931464137] #NP=897915187 G(Pi(x))=519
[1167281931464177,1167313084112113] #NP=897943435 G(Pi(x))=485
[1167313084112173,1167344236760111] #NP=897963657 G(Pi(x))=573
[1167344236760159,1167375389408027] #NP=897930374 G(Pi(x))=596
[1167375389408113,1167406542056021] #NP=897904046 G(Pi(x))=561
[1167406542056099,1167437694704023] #NP=897929661 G(Pi(x))=525
[1167437694704051,1167468847351847] #NP=897940798 G(Pi(x))=611
[1167468847352113,1167499999999943] #NP=897935374 G(Pi(x))=555
[1167500000000093,1167519470404927] #NP=561199924 G(Pi(x))=556
[1167519470404993,1167538940809931] #NP=561213128 G(Pi(x))=506
[1167538940809993,1167558411214933] #NP=561218730 G(Pi(x))=548
[1167558411215011,1167577881619867] #NP=561201949 G(Pi(x))=561
[1167577881620039,1167597352024867] #NP=561201901 G(Pi(x))=546
[1167597352024921,1167616822429879] #NP=561205098 G(Pi(x))=545
[1167616822429919,1167636292834813] #NP=561191768 G(Pi(x))=519
[1167636292834897,1167655763239711] #NP=561225419 G(Pi(x))=489
[1167655763239873,1167675233644811] #NP=561223744 G(Pi(x))=513
[1167675233644867,1167694704049813] #NP=561195502 G(Pi(x))=567
[1167694704049843,1167714174454799] #NP=561219872 G(Pi(x))=529
[1167714174454831,1167733644859807] #NP=561208109 G(Pi(x))=529
[1167733644859829,1167753115264789] #NP=561202812 G(Pi(x))=524
[1167753115264829,1167772585669763] #NP=561199529 G(Pi(x))=513
[1167772585669801,1167792056074751] #NP=561212995 G(Pi(x))=532
[1167792056074937,1167811526479739] #NP=561184480 G(Pi(x))=486
[1167811526479757,1167830996884703] #NP=561200936 G(Pi(x))=475
[1167830996884729,1167850467289697] #NP=561209984 G(Pi(x))=554
[1167850467289729,1167869937694613] #NP=561200297 G(Pi(x))=566
[1167869937694777,1167889408099577] #NP=561209951 G(Pi(x))=513
[1167889408099699,1167908878504657] #NP=561204349 G(Pi(x))=567
[1167908878504787,1167928348909627] #NP=561196019 G(Pi(x))=543
[1167928348909687,1167947819314621] #NP=561209583 G(Pi(x))=535
[1167947819314657,1167967289719603] #NP=561214165 G(Pi(x))=537
[1167967289719619,1167986760124571] #NP=561216044 G(Pi(x))=561
[1167986760124621,1168006230529529] #NP=561194131 G(Pi(x))=531
[1168006230529591,1168025700934559] #NP=561218043 G(Pi(x))=532
[1168025700934661,1168045171339489] #NP=561205481 G(Pi(x))=565
[1168045171339561,1168064641744523] #NP=561198558 G(Pi(x))=502
[1168064641744597,1168084112149517] #NP=561223644 G(Pi(x))=636
[1168084112149523,1168103582554463] #NP=561210987 G(Pi(x))=587
[1168103582554507,1168123052959459] #NP=561191107 G(Pi(x))=594
[1168123052959529,1168142523364463] #NP=561194912 G(Pi(x))=647
[1168142523364501,1168161993769367] #NP=561201081 G(Pi(x))=635
[1168161993769501,1168181464174411] #NP=561224784 G(Pi(x))=489
[1168181464174453,1168200934579417] #NP=561199690 G(Pi(x))=551
[1168200934579439,1168228193146351] #NP=785692078 G(Pi(x))=529
[1168228193146403,1168255451713369] #NP=785698175 G(Pi(x))=579
[1168255451713397,1168282710280339] #NP=785669200 G(Pi(x))=553
[1168282710280369,1168309968847327] #NP=785670968 G(Pi(x))=523
[1168309968847337,1168337227414309] #NP=785661938 G(Pi(x))=507
[1168337227414349,1168364485981289] #NP=785663806 G(Pi(x))=541
[1168364485981307,1168391744548267] #NP=785651825 G(Pi(x))=547
[1168391744548339,1168419003115127] #NP=785702640 G(Pi(x))=545
[1168419003115271,1168448208722647] #NP=841787162 G(Pi(x))=569
[1168448208722771,1168477414330183] #NP=841796224 G(Pi(x))=563
[1168477414330211,1168506619937647] #NP=841804683 G(Pi(x))=555
[1168506619937719,1168535825545139] #NP=841784100 G(Pi(x))=516
[1168535825545163,1168565031152633] #NP=841798671 G(Pi(x))=551
[1168565031152633,1168594236760099] #NP=841805804 G(Pi(x))=612
[1168594236760117,1168623442367533] #NP=841778211 G(Pi(x))=507
[1168623442367617,1168652647974953] #NP=841777159 G(Pi(x))=561
[1168652647975159,1168681853582497] #NP=841806814 G(Pi(x))=519
[1168681853582549,1168711059189997] #NP=841768825 G(Pi(x))=523
[1168711059190033,1168740264797437] #NP=841777532 G(Pi(x))=592
[1168740264797519,1168769470404947] #NP=841778335 G(Pi(x))=591
[1168769470404979,1168798676012381] #NP=841773887 G(Pi(x))=537
[1168798676012483,1168827881619913] #NP=841781105 G(Pi(x))=577
[1168827881619943,1168857087227377] #NP=841793754 G(Pi(x))=515
[1168857087227413,1168886292834833] #NP=841740340 G(Pi(x))=523
[1168886292834881,1168915498442353] #NP=841787755 G(Pi(x))=535
[1168915498442389,1168944704049803] #NP=841775190 G(Pi(x))=555
[1168944704049839,1168973909657303] #NP=841778298 G(Pi(x))=565
[1168973909657417,1169003115264749] #NP=841794066 G(Pi(x))=567
[1169003115264863,1169034267912757] #NP=897908566 G(Pi(x))=585
[1169034267912803,1169065420560733] #NP=897909761 G(Pi(x))=557
[1169065420560833,1169096573208713] #NP=897898753 G(Pi(x))=559
[1169096573208713,1169127725856683] #NP=897893241 G(Pi(x))=595
[1169127725856689,1169158878504649] #NP=897917715 G(Pi(x))=525
[1169158878504707,1169190031152623] #NP=897906213 G(Pi(x))=516
[1169190031152677,1169221183800599] #NP=897892009 G(Pi(x))=607
[1169221183800629,1169252336448571] #NP=897879150 G(Pi(x))=539
[1169252336448617,1169283489096533] #NP=897874569 G(Pi(x))=555
[1169283489096589,1169314641744511] #NP=897896737 G(Pi(x))=545
[1169314641744547,1169345794392511] #NP=897889878 G(Pi(x))=491
[1169345794392527,1169376947040481] #NP=897889452 G(Pi(x))=607
[1169376947040587,1169408099688457] #NP=897879421 G(Pi(x))=533
[1169408099688487,1169439252336437] #NP=897900549 G(Pi(x))=593
[1169439252336457,1169470404984383] #NP=897921504 G(Pi(x))=563
[1169470404984439,1169501557632377] #NP=897898737 G(Pi(x))=565
[1169501557632427,1169532710280257] #NP=897868342 G(Pi(x))=593
[1169532710280373,1169563862928301] #NP=897897506 G(Pi(x))=569
[1169563862928361,1169595015576313] #NP=897876308 G(Pi(x))=539
[1169595015576313,1169626168224281] #NP=897883560 G(Pi(x))=578
[1169626168224301,1169657320872259] #NP=897893034 G(Pi(x))=674
[1169657320872281,1169688473520227] #NP=897893213 G(Pi(x))=601
[1169688473520289,1169719626168143] #NP=897866324 G(Pi(x))=553
[1169719626168251,1169750778816121] #NP=897898943 G(Pi(x))=613
[1169750778816197,1169781931464073] #NP=897906295 G(Pi(x))=485
[1169781931464187,1169813084112089] #NP=897885784 G(Pi(x))=542
[1169813084112217,1169844236760109] #NP=897920405 G(Pi(x))=607
[1169844236760187,1169875389408083] #NP=897910062 G(Pi(x))=590
[1169875389408109,1169906542056053] #NP=897871589 G(Pi(x))=601
[1169906542056079,1169937694704019] #NP=897875354 G(Pi(x))=577
[1169937694704151,1169968847352007] #NP=897904880 G(Pi(x))=517
[1169968847352089,1169999999999951] #NP=897881402 G(Pi(x))=565
[1170000000000017,1170019470404957] #NP=561174088 G(Pi(x))=569
[1170019470404999,1170038940809957] #NP=561166322 G(Pi(x))=477
[1170038940810029,1170058411214909] #NP=561188244 G(Pi(x))=568
[1170058411214963,1170077881619827] #NP=561181903 G(Pi(x))=565
[1170077881620023,1170097352024899] #NP=561168793 G(Pi(x))=603
[1170097352024929,1170116822429813] #NP=561177876 G(Pi(x))=568
[1170116822429927,1170136292834779] #NP=561177894 G(Pi(x))=633
[1170136292834917,1170155763239857] #NP=561161748 G(Pi(x))=537
[1170155763239959,1170175233644819] #NP=561153135 G(Pi(x))=585
[1170175233644867,1170194704049827] #NP=561159466 G(Pi(x))=537
[1170194704049851,1170214174454803] #NP=561183678 G(Pi(x))=514
[1170214174454891,1170233644859791] #NP=561179406 G(Pi(x))=540
[1170233644859809,1170253115264747] #NP=561168616 G(Pi(x))=530
[1170253115264879,1170272585669717] #NP=561182723 G(Pi(x))=539
[1170272585669777,1170292056074749] #NP=561183852 G(Pi(x))=502
[1170292056074797,1170311526479741] #NP=561164359 G(Pi(x))=653
[1170311526479747,1170330996884719] #NP=561166006 G(Pi(x))=571
[1170330996884741,1170350467289671] #NP=561169346 G(Pi(x))=541
[1170350467289741,1170369937694651] #NP=561167351 G(Pi(x))=529
[1170369937694821,1170389408099531] #NP=561165167 G(Pi(x))=509
[1170389408099687,1170408878504651] #NP=561160632 G(Pi(x))=595
[1170408878504717,1170428348909629] #NP=561182121 G(Pi(x))=533
[1170428348909707,1170447819314591] #NP=561173444 G(Pi(x))=580
[1170447819314729,1170467289719603] #NP=561176583 G(Pi(x))=569
[1170467289719657,1170486760124599] #NP=561161066 G(Pi(x))=589
[1170486760124609,1170506230529539] #NP=561155879 G(Pi(x))=497
[1170506230529627,1170525700934561] #NP=561188361 G(Pi(x))=631
[1170525700934651,1170545171339519] #NP=561171696 G(Pi(x))=515
[1170545171339597,1170564641744497] #NP=561178452 G(Pi(x))=525
[1170564641744551,1170584112149509] #NP=561149592 G(Pi(x))=596
[1170584112149533,1170603582554479] #NP=561174187 G(Pi(x))=513
[1170603582554507,1170623052959461] #NP=561176480 G(Pi(x))=587
[1170623052959519,1170642523364459] #NP=561177573 G(Pi(x))=597
[1170642523364521,1170661993769431] #NP=561137857 G(Pi(x))=554
[1170661993769491,1170681464174437] #NP=561127870 G(Pi(x))=603
[1170681464174473,1170700934579377] #NP=561156561 G(Pi(x))=534
[1170700934579437,1170728193146401] #NP=785644606 G(Pi(x))=579
[1170728193146417,1170755451713303] #NP=785628479 G(Pi(x))=597
[1170755451713401,1170782710280353] #NP=785616073 G(Pi(x))=529
[1170782710280389,1170809968847273] #NP=785648984 G(Pi(x))=520
[1170809968847371,1170837227414303] #NP=785613516 G(Pi(x))=669
[1170837227414333,1170864485981291] #NP=785644546 G(Pi(x))=533
[1170864485981303,1170891744548269] #NP=785610855 G(Pi(x))=532
[1170891744548341,1170919003115237] #NP=785602189 G(Pi(x))=539
[1170919003115291,1170948208722661] #NP=841731137 G(Pi(x))=522
[1170948208722751,1170977414330189] #NP=841719424 G(Pi(x))=524
[1170977414330219,1171006619937677] #NP=841717942 G(Pi(x))=529
[1171006619937683,1171035825545143] #NP=841726072 G(Pi(x))=571
[1171035825545221,1171065031152587] #NP=841754352 G(Pi(x))=563
[1171065031152641,1171094236760057] #NP=841733121 G(Pi(x))=611
[1171094236760159,1171123442367511] #NP=841736042 G(Pi(x))=557
[1171123442367647,1171152647975053] #NP=841725827 G(Pi(x))=505
[1171152647975069,1171181853582527] #NP=841686847 G(Pi(x))=553
[1171181853582547,1171211059189979] #NP=841740091 G(Pi(x))=523
[1171211059190041,1171240264797487] #NP=841729785 G(Pi(x))=521
[1171240264797541,1171269470404963] #NP=841736166 G(Pi(x))=581
[1171269470404993,1171298676012397] #NP=841756021 G(Pi(x))=569
[1171298676012457,1171327881619877] #NP=841729434 G(Pi(x))=533
[1171327881619963,1171357087227329] #NP=841729949 G(Pi(x))=537
[1171357087227433,1171386292834859] #NP=841733492 G(Pi(x))=499
[1171386292834937,1171415498442353] #NP=841728586 G(Pi(x))=507
[1171415498442373,1171444704049811] #NP=841748270 G(Pi(x))=644
[1171444704049843,1171473909657277] #NP=841694690 G(Pi(x))=565
[1171473909657313,1171503115264771] #NP=841746519 G(Pi(x))=558
[1171503115264813,1171534267912759] #NP=897861125 G(Pi(x))=557
[1171534267912949,1171565420560721] #NP=897863123 G(Pi(x))=515
[1171565420560811,1171596573208697] #NP=897833244 G(Pi(x))=571
[1171596573208729,1171627725856663] #NP=897807351 G(Pi(x))=600
[1171627725856729,1171658878504643] #NP=897829982 G(Pi(x))=569
[1171658878504721,1171690031152579] #NP=897850262 G(Pi(x))=556
[1171690031152639,1171721183800579] #NP=897847558 G(Pi(x))=541
[1171721183800637,1171752336448567] #NP=897849277 G(Pi(x))=534
[1171752336448597,1171783489096489] #NP=897820934 G(Pi(x))=541
[1171783489096613,1171814641744531] #NP=897826505 G(Pi(x))=557
[1171814641744547,1171845794392447] #NP=897841408 G(Pi(x))=521
[1171845794392543,1171876947040447] #NP=897803763 G(Pi(x))=541
[1171876947040489,1171908099688429] #NP=897854379 G(Pi(x))=507
[1171908099688477,1171939252336417] #NP=897842850 G(Pi(x))=551
[1171939252336471,1171970404984409] #NP=897832948 G(Pi(x))=605
[1171970404984427,1172001557632369] #NP=897869839 G(Pi(x))=619
[1172001557632427,1172032710280331] #NP=897850528 G(Pi(x))=519
[1172032710280429,1172063862928279] #NP=897827496 G(Pi(x))=539
[1172063862928351,1172095015576307] #NP=897829554 G(Pi(x))=535
[1172095015576349,1172126168224217] #NP=897831356 G(Pi(x))=565
[1172126168224303,1172157320872193] #NP=897827125 G(Pi(x))=571
[1172157320872267,1172188473520231] #NP=897835850 G(Pi(x))=699
[1172188473520243,1172219626168193] #NP=897832007 G(Pi(x))=659
[1172219626168231,1172250778816147] #NP=897835510 G(Pi(x))=511
[1172250778816199,1172281931464099] #NP=897829512 G(Pi(x))=565
[1172281931464177,1172313084112127] #NP=897811739 G(Pi(x))=505
[1172313084112141,1172344236760063] #NP=897854561 G(Pi(x))=539
[1172344236760139,1172375389408087] #NP=897812018 G(Pi(x))=539
[1172375389408099,1172406542056063] #NP=897831219 G(Pi(x))=561
[1172406542056063,1172437694704013] #NP=897818121 G(Pi(x))=560
[1172437694704039,1172468847352009] #NP=897836729 G(Pi(x))=514
[1172468847352031,1172499999999973] #NP=897832629 G(Pi(x))=533
[1172500000000001,1172519470404979] #NP=561153986 G(Pi(x))=522
[1172519470405001,1172538940809931] #NP=561139697 G(Pi(x))=497
[1172538940809997,1172558411214923] #NP=561123567 G(Pi(x))=566
[1172558411215001,1172577881619913] #NP=561128520 G(Pi(x))=568
[1172577881619943,1172597352024893] #NP=561144994 G(Pi(x))=508
[1172597352024947,1172616822429901] #NP=561126920 G(Pi(x))=564
[1172616822429917,1172636292834887] #NP=561122102 G(Pi(x))=530
[1172636292834889,1172655763239859] #NP=561152895 G(Pi(x))=532
[1172655763239901,1172675233644853] #NP=561134599 G(Pi(x))=495
[1172675233644899,1172694704049839] #NP=561136662 G(Pi(x))=563
[1172694704049863,1172714174454787] #NP=561145307 G(Pi(x))=510
[1172714174454857,1172733644859731] #NP=561152331 G(Pi(x))=516
[1172733644859853,1172753115264763] #NP=561153754 G(Pi(x))=590
[1172753115264833,1172772585669749] #NP=561146244 G(Pi(x))=563
[1172772585669793,1172792056074731] #NP=561148513 G(Pi(x))=511
[1172792056074761,1172811526479743] #NP=561146910 G(Pi(x))=481
[1172811526479751,1172830996884727] #NP=561129910 G(Pi(x))=569
[1172830996884733,1172850467289667] #NP=561139615 G(Pi(x))=591
[1172850467289749,1172869937694691] #NP=561158236 G(Pi(x))=601
[1172869937694701,1172889408099667] #NP=561151018 G(Pi(x))=533
[1172889408099697,1172908878504659] #NP=561132244 G(Pi(x))=525
[1172908878504707,1172928348909607] #NP=561131622 G(Pi(x))=561
[1172928348909673,1172947819314599] #NP=561134788 G(Pi(x))=603
[1172947819314659,1172967289719541] #NP=561106037 G(Pi(x))=511
[1172967289719629,1172986760124593] #NP=561120033 G(Pi(x))=577
[1172986760124601,1173006230529569] #NP=561146600 G(Pi(x))=509
[1173006230529589,1173025700934473] #NP=561135120 G(Pi(x))=595
[1173025700934649,1173045171339449] #NP=561109902 G(Pi(x))=563
[1173045171339581,1173064641744529] #NP=561117793 G(Pi(x))=523
[1173064641744553,1173084112149487] #NP=561130680 G(Pi(x))=532
[1173084112149529,1173103582554479] #NP=561135280 G(Pi(x))=577
[1173103582554517,1173123052959359] #NP=561126083 G(Pi(x))=515
[1173123052959491,1173142523364407] #NP=561135880 G(Pi(x))=515
[1173142523364479,1173161993769431] #NP=561132944 G(Pi(x))=599
[1173161993769463,1173181464174407] #NP=561122071 G(Pi(x))=642
[1173181464174457,1173200934579413] #NP=561139895 G(Pi(x))=485
[1173200934579637,1173228193146391] #NP=785589027 G(Pi(x))=552
[1173228193146461,1173255451713311] #NP=785585114 G(Pi(x))=499
[1173255451713421,1173282710280349] #NP=785583872 G(Pi(x))=502
[1173282710280371,1173309968847293] #NP=785591229 G(Pi(x))=547
[1173309968847503,1173337227414299] #NP=785562448 G(Pi(x))=529
[1173337227414367,1173364485981287] #NP=785561915 G(Pi(x))=500
[1173364485981293,1173391744548263] #NP=785581249 G(Pi(x))=625
[1173391744548313,1173419003115239] #NP=785543320 G(Pi(x))=533
[1173419003115283,1173448208722723] #NP=841696696 G(Pi(x))=533
[1173448208722739,1173477414330139] #NP=841676603 G(Pi(x))=524
[1173477414330209,1173506619937679] #NP=841664345 G(Pi(x))=608
[1173506619937679,1173535825545143] #NP=841693030 G(Pi(x))=507
[1173535825545179,1173565031152607] #NP=841685571 G(Pi(x))=558
[1173565031152699,1173594236760109] #NP=841667567 G(Pi(x))=539
[1173594236760149,1173623442367567] #NP=841716756 G(Pi(x))=535
[1173623442367619,1173652647975043] #NP=841650279 G(Pi(x))=522
[1173652647975097,1173681853582477] #NP=841700386 G(Pi(x))=553
[1173681853582577,1173711059190001] #NP=841699300 G(Pi(x))=553
[1173711059190029,1173740264797493] #NP=841699989 G(Pi(x))=587
[1173740264797523,1173769470404963] #NP=841696185 G(Pi(x))=547
[1173769470404981,1173798676012447] #NP=841669101 G(Pi(x))=587
[1173798676012499,1173827881619909] #NP=841673002 G(Pi(x))=545
[1173827881619929,1173857087227397] #NP=841680398 G(Pi(x))=708
[1173857087227463,1173886292834873] #NP=841696087 G(Pi(x))=505
[1173886292834921,1173915498442241] #NP=841690588 G(Pi(x))=599
[1173915498442391,1173944704049833] #NP=841666418 G(Pi(x))=515
[1173944704049917,1173973909657231] #NP=841677809 G(Pi(x))=587
[1173973909657331,1174003115264783] #NP=841680599 G(Pi(x))=539
[1174003115264801,1174034267912729] #NP=897798657 G(Pi(x)) = 789
[1174034267912777,1174065420560707] #NP=897771180 G(Pi(x))=520
[1174065420560759,1174096573208633] #NP=897779774 G(Pi(x))=573
[1174096573208717,1174127725856653] #NP=897788341 G(Pi(x))=521
[1174127725856713,1174158878504641] #NP=897790950 G(Pi(x))=578
[1174158878504671,1174190031152609] #NP=897778820 G(Pi(x))=493
[1174190031152639,1174221183800593] #NP=897806651 G(Pi(x))=565
[1174221183800617,1174252336448567] #NP=897804484 G(Pi(x))=501
[1174252336448641,1174283489096539] #NP=897794241 G(Pi(x))=510
[1174283489096603,1174314641744527] #NP=897788163 G(Pi(x))=545
[1174314641744597,1174345794392417] #NP=897782889 G(Pi(x))=549
[1174345794392521,1174376947040447] #NP=897802470 G(Pi(x))=564
[1174376947040501,1174408099688413] #NP=897786870 G(Pi(x))=593
[1174408099688471,1174439252336423] #NP=897785857 G(Pi(x))=559
[1174439252336461,1174470404984411] #NP=897755887 G(Pi(x))=532
[1174470404984519,1174501557632353] #NP=897798390 G(Pi(x))=575
[1174501557632399,1174532710280357] #NP=897777229 G(Pi(x))=593
[1174532710280443,1174563862928213] #NP=897779749 G(Pi(x))=578
[1174563862928411,1174595015576263] #NP=897796220 G(Pi(x))=550
[1174595015576317,1174626168224269] #NP=897767510 G(Pi(x))=549
[1174626168224291,1174657320872251] #NP=897777580 G(Pi(x))=583
[1174657320872291,1174688473520171] #NP=897778326 G(Pi(x))=495
[1174688473520249,1174719626168213] #NP=897779482 G(Pi(x)) = 789
[1174719626168213,1174750778816149] #NP=897767382 G(Pi(x))=597
[1174750778816189,1174781931464111] #NP=897782691 G(Pi(x))=525
[1174781931464177,1174813084112077] #NP=897789722 G(Pi(x))=520
[1174813084112141,1174844236760113] #NP=897785898 G(Pi(x))=548
[1174844236760113,1174875389408081] #NP=897785934 G(Pi(x))=551
[1174875389408099,1174906542056047] #NP=897756896 G(Pi(x))=561
[1174906542056069,1174937694703991] #NP=897772749 G(Pi(x))=521
[1174937694704131,1174968847351973] #NP=897757838 G(Pi(x))=575
[1174968847352039,1174999999999913] #NP=897762484 G(Pi(x))=531
[1175000000000011,1175019470404981] #NP=561099428 G(Pi(x))=531
[1175019470404993,1175038940809933] #NP=561117884 G(Pi(x))=543
[1175038940810017,1175058411214939] #NP=561102231 G(Pi(x))=526
[1175058411214957,1175077881619931] #NP=561096252 G(Pi(x))=491
[1175077881619969,1175097352024903] #NP=561112676 G(Pi(x))=487
[1175097352024957,1175116822429903] #NP=561096671 G(Pi(x))=493
[1175116822429993,1175136292834877] #NP=561093941 G(Pi(x))=521
[1175136292834901,1175155763239853] #NP=561113166 G(Pi(x))=600
[1175155763239897,1175175233644843] #NP=561109793 G(Pi(x))=511
[1175175233644877,1175194704049837] #NP=561102753 G(Pi(x))=603
[1175194704049921,1175214174454807] #NP=561102086 G(Pi(x))=534
[1175214174454871,1175233644859759] #NP=561082436 G(Pi(x))=546
[1175233644859823,1175253115264583] #NP=561073362 G(Pi(x))=551
[1175253115264807,1175272585669759] #NP=561085530 G(Pi(x))=553
[1175272585669789,1175292056074751] #NP=561111342 G(Pi(x))=501
[1175292056074813,1175311526479697] #NP=561099444 G(Pi(x))=553
[1175311526479751,1175330996884699] #NP=561107402 G(Pi(x))=515
[1175330996884799,1175350467289637] #NP=561107975 G(Pi(x))=625
[1175350467289729,1175369937694661] #NP=561112488 G(Pi(x))=556
[1175369937694741,1175389408099609] #NP=561089893 G(Pi(x))=539
[1175389408099771,1175408878504643] #NP=561102942 G(Pi(x))=531
[1175408878504687,1175428348909601] #NP=561097660 G(Pi(x))=523
[1175428348909673,1175447819314597] #NP=561071920 G(Pi(x))=572
[1175447819314673,1175467289719603] #NP=561096552 G(Pi(x))=545
[1175467289719631,1175486760124517] #NP=561093873 G(Pi(x))=475
[1175486760124643,1175506230529529] #NP=561102263 G(Pi(x))=504
[1175506230529591,1175525700934523] #NP=561095795 G(Pi(x))=571
[1175525700934609,1175545171339477] #NP=561081172 G(Pi(x))=553
[1175545171339577,1175564641744523] #NP=561094234 G(Pi(x))=594
[1175564641744543,1175584112149477] #NP=561095366 G(Pi(x))=509
[1175584112149537,1175603582554451] #NP=561107286 G(Pi(x))=529
[1175603582554529,1175623052959483] #NP=561095128 G(Pi(x))=504
[1175623052959501,1175642523364451] #NP=561100301 G(Pi(x))=530
[1175642523364483,1175661993769429] #NP=561106404 G(Pi(x))=532
[1175661993769469,1175681464174423] #NP=561097665 G(Pi(x))=604
[1175681464174487,1175700934579321] #NP=561100301 G(Pi(x))=632
[1175700934579471,1175728193146343] #NP=785531496 G(Pi(x))=641
[1175728193146489,1175755451713363] #NP=785534838 G(Pi(x))=572
[1175755451713393,1175782710280261] #NP=785514453 G(Pi(x))=577
[1175782710280361,1175809968847309] #NP=785548501 G(Pi(x))=584
[1175809968847337,1175837227414277] #NP=785531564 G(Pi(x))=557
[1175837227414397,1175864485981291] #NP=785523526 G(Pi(x))=487
[1175864485981303,1175891744548249] #NP=785527412 G(Pi(x))=583
[1175891744548321,1175919003115189] #NP=785526007 G(Pi(x))=525
[1175919003115357,1175948208722717] #NP=841624031 G(Pi(x))=617
[1175948208722743,1175977414330097] #NP=841618345 G(Pi(x))=561
[1175977414330219,1176006619937641] #NP=841617994 G(Pi(x))=565
[1176006619937687,1176035825545151] #NP=841616343 G(Pi(x))=587
[1176035825545183,1176065031152633] #NP=841621263 G(Pi(x))=549
[1176065031152633,1176094236760103] #NP=841656937 G(Pi(x))=592
[1176094236760117,1176123442367579] #NP=841655498 G(Pi(x))=546
[1176123442367623,1176152647975027] #NP=841615272 G(Pi(x))=635
[1176152647975099,1176181853582537] #NP=841636594 G(Pi(x))=544
[1176181853582621,1176211059189989] #NP=841632947 G(Pi(x))=517
[1176211059190129,1176240264797491] #NP=841653309 G(Pi(x))=565
[1176240264797503,1176269470404961] #NP=841649934 G(Pi(x))=563
[1176269470404983,1176298676012441] #NP=841620830 G(Pi(x))=563
[1176298676012459,1176327881619907] #NP=841634512 G(Pi(x))=552
[1176327881619929,1176357087227393] #NP=841623606 G(Pi(x))=534
[1176357087227407,1176386292834833] #NP=841653029 G(Pi(x))=561
[1176386292834887,1176415498442291] #NP=841626302 G(Pi(x))=550
[1176415498442381,1176444704049829] #NP=841630334 G(Pi(x))=519
[1176444704049859,1176473909657261] #NP=841647053 G(Pi(x))=577
[1176473909657363,1176503115264779] #NP=841633185 G(Pi(x))=530
[1176503115264833,1176534267912763] #NP=897748091 G(Pi(x))=549
[1176534267912763,1176565420560721] #NP=897730177 G(Pi(x))=541
[1176565420560779,1176596573208671] #NP=897716869 G(Pi(x))=527
[1176596573208737,1176627725856679] #NP=897758995 G(Pi(x))=537
[1176627725856719,1176658878504607] #NP=897735030 G(Pi(x))=536
[1176658878504671,1176690031152631] #NP=897731389 G(Pi(x))=569
[1176690031152737,1176721183800607] #NP=897733374 G(Pi(x))=534
[1176721183800637,1176752336448473] #NP=897705552 G(Pi(x))=531
[1176752336448593,1176783489096563] #NP=897719206 G(Pi(x))=668
[1176783489096563,1176814641744503] #NP=897711017 G(Pi(x))=601
[1176814641744557,1176845794392487] #NP=897743067 G(Pi(x))=687
[1176845794392529,1176876947040467] #NP=897708799 G(Pi(x))=577
[1176876947040503,1176908099688463] #NP=897730010 G(Pi(x))=583
[1176908099688463,1176939252336431] #NP=897739844 G(Pi(x))=585
[1176939252336443,1176970404984377] #NP=897732957 G(Pi(x))=569
[1176970404984419,1177001557632367] #NP=897716338 G(Pi(x))=619
[1177001557632389,1177032710280359] #NP=897726201 G(Pi(x))=626
[1177032710280373,1177063862928323] #NP=897705066 G(Pi(x))=565
[1177063862928341,1177095015576313] #NP=897719921 G(Pi(x))=539
[1177095015576313,1177126168224277] #NP=897729663 G(Pi(x))=599
[1177126168224389,1177157320872229] #NP=897733359 G(Pi(x))=541
[1177157320872349,1177188473520223] #NP=897726827 G(Pi(x))=521
[1177188473520263,1177219626168191] #NP=897722453 G(Pi(x))=596
[1177219626168233,1177250778816181] #NP=897732323 G(Pi(x))=516
[1177250778816193,1177281931464161] #NP=897708481 G(Pi(x))=646
[1177281931464239,1177313084112133] #NP=897731076 G(Pi(x))=596
[1177313084112257,1177344236760071] #NP=897692905 G(Pi(x))=553
[1177344236760271,1177375389408059] #NP=897719335 G(Pi(x))=531
[1177375389408103,1177406542056013] #NP=897695041 G(Pi(x))=537
[1177406542056161,1177437694703947] #NP=897716806 G(Pi(x))=542
[1177437694704041,1177468847351813] #NP=897717014 G(Pi(x))=483
[1177468847352041,1177499999999927] #NP=897722017 G(Pi(x))=549
[1177500000000109,1177519470404969] #NP=561083059 G(Pi(x))=488
[1177519470404987,1177538940809879] #NP=561042516 G(Pi(x))=575
[1177538940809983,1177558411214951] #NP=561084201 G(Pi(x))=560
[1177558411214959,1177577881619933] #NP=561065534 G(Pi(x))=532
[1177577881620011,1177597352024887] #NP=561081722 G(Pi(x))=483
[1177597352024963,1177616822429893] #NP=561055101 G(Pi(x))=533
[1177616822429923,1177636292834809] #NP=561071187 G(Pi(x))=578
[1177636292834899,1177655763239833] #NP=561090411 G(Pi(x))=557
[1177655763239887,1177675233644849] #NP=561082148 G(Pi(x))=634
[1177675233644863,1177694704049807] #NP=561064806 G(Pi(x))=633
[1177694704049849,1177714174454809] #NP=561076929 G(Pi(x))=605
[1177714174454837,1177733644859797] #NP=561051678 G(Pi(x))=534
[1177733644859813,1177753115264783] #NP=561086241 G(Pi(x))=581
[1177753115264797,1177772585669767] #NP=561050591 G(Pi(x))=471
[1177772585669783,1177792056074729] #NP=561069758 G(Pi(x))=522
[1177792056074833,1177811526479737] #NP=561041123 G(Pi(x))=509
[1177811526479747,1177830996884677] #NP=561097257 G(Pi(x))=521
[1177830996884767,1177850467289711] #NP=561066088 G(Pi(x))=521
[1177850467289737,1177869937694683] #NP=561066049 G(Pi(x))=571
[1177869937694711,1177889408099627] #NP=561071712 G(Pi(x))=485
[1177889408099741,1177908878504663] #NP=561070111 G(Pi(x))=499
[1177908878504783,1177928348909591] #NP=561058845 G(Pi(x))=542
[1177928348909713,1177947819314611] #NP=561061157 G(Pi(x))=538
[1177947819314687,1177967289719557] #NP=561077293 G(Pi(x))=660
[1177967289719629,1177986760124543] #NP=561028165 G(Pi(x))=531
[1177986760124737,1178006230529581] #NP=561059133 G(Pi(x))=489
[1178006230529603,1178025700934557] #NP=561065983 G(Pi(x))=582
[1178025700934587,1178045171339527] #NP=561046059 G(Pi(x))=544
[1178045171339567,1178064641744531] #NP=561058130 G(Pi(x))=489
[1178064641744597,1178084112149519] #NP=561060702 G(Pi(x))=518
[1178084112149561,1178103582554489] #NP=561033338 G(Pi(x))=513
[1178103582554527,1178123052959453] #NP=561084360 G(Pi(x))=569
[1178123052959557,1178142523364459] #NP=561066850 G(Pi(x))=553
[1178142523364479,1178161993769443] #NP=561070975 G(Pi(x))=505
[1178161993769479,1178181464174383] #NP=561067118 G(Pi(x))=544
[1178181464174479,1178200934579411] #NP=561061917 G(Pi(x))=493
[1178200934579467,1178228193146309] #NP=785507430 G(Pi(x))=525
[1178228193146453,1178255451713321] #NP=785530733 G(Pi(x))=608
[1178255451713413,1178282710280323] #NP=785493180 G(Pi(x))=556
[1178282710280371,1178309968847311] #NP=785483382 G(Pi(x))=561
[1178309968847377,1178337227414261] #NP=785462931 G(Pi(x))=543
[1178337227414381,1178364485981233] #NP=785496942 G(Pi(x))=497
[1178364485981327,1178391744548257] #NP=785486278 G(Pi(x))=574
[1178391744548309,1178419003115201] #NP=785461407 G(Pi(x))=576
[1178419003115257,1178448208722671] #NP=841615805 G(Pi(x))=545
[1178448208722871,1178477414330137] #NP=841579290 G(Pi(x))=572
[1178477414330233,1178506619937631] #NP=841613976 G(Pi(x))=521
[1178506619937683,1178535825545153] #NP=841559161 G(Pi(x))=561
[1178535825545189,1178565031152617] #NP=841562931 G(Pi(x))=485
[1178565031152703,1178594236760089] #NP=841575954 G(Pi(x))=525
[1178594236760123,1178623442367559] #NP=841570353 G(Pi(x))=518
[1178623442367593,1178652647975027] #NP=841623910 G(Pi(x))=545
[1178652647975119,1178681853582539] #NP=841580344 G(Pi(x))=535
[1178681853582547,1178711059190011] #NP=841582535 G(Pi(x))=530
[1178711059190053,1178740264797467] #NP=841581044 G(Pi(x))=523
[1178740264797503,1178769470404943] #NP=841597289 G(Pi(x))=491
[1178769470405041,1178798676012431] #NP=841583989 G(Pi(x))=551
[1178798676012493,1178827881619777] #NP=841595363 G(Pi(x))=594
[1178827881619991,1178857087227371] #NP=841584478 G(Pi(x))=541
[1178857087227409,1178886292834823] #NP=841597479 G(Pi(x))=591
[1178886292834907,1178915498442349] #NP=841595046 G(Pi(x))=561
[1178915498442361,1178944704049831] #NP=841568644 G(Pi(x))=529
[1178944704049867,1178973909657289] #NP=841574767 G(Pi(x))=581
[1178973909657319,1179003115264781] #NP=841558153 G(Pi(x))=534
[1179003115264841,1179034267912759] #NP=897656575 G(Pi(x))=527
[1179034267912777,1179065420560723] #NP=897685146 G(Pi(x))=525
[1179065420560777,1179096573208711] #NP=897667094 G(Pi(x))=583
[1179096573208759,1179127725856631] #NP=897694996 G(Pi(x))=549
[1179127725856709,1179158878504619] #NP=897663207 G(Pi(x))=491
[1179158878504681,1179190031152597] #NP=897701533 G(Pi(x))=560
[1179190031152663,1179221183800553] #NP=897669695 G(Pi(x))=530
[1179221183800619,1179252336448553] #NP=897666125 G(Pi(x))=559
[1179252336448601,1179283489096429] #NP=897684440 G(Pi(x))=538
[1179283489096613,1179314641744523] #NP=897679148 G(Pi(x))=519
[1179314641744607,1179345794392511] #NP=897683194 G(Pi(x))=603
[1179345794392541,1179376947040427] #NP=897676119 G(Pi(x))=529
[1179376947040489,1179408099688451] #NP=897689255 G(Pi(x))=548
[1179408099688471,1179439252336427] #NP=897652562 G(Pi(x))=594
[1179439252336549,1179470404984379] #NP=897679070 G(Pi(x))=517
[1179470404984451,1179501557632381] #NP=897655743 G(Pi(x))=529
[1179501557632417,1179532710280247] #NP=897664799 G(Pi(x))=620
[1179532710280367,1179563862928327] #NP=897687421 G(Pi(x))=559
[1179563862928351,1179595015576213] #NP=897674486 G(Pi(x))=596
[1179595015576331,1179626168224253] #NP=897680411 G(Pi(x))=541
[1179626168224291,1179657320872259] #NP=897683924 G(Pi(x))=543
[1179657320872273,1179688473520237] #NP=897641477 G(Pi(x))=502
[1179688473520241,1179719626168033] #NP=897670602 G(Pi(x))=537
[1179719626168219,1179750778816073] #NP=897681074 G(Pi(x))=579
[1179750778816193,1179781931464159] #NP=897644363 G(Pi(x))=533
[1179781931464207,1179813084112123] #NP=897668913 G(Pi(x))=553
[1179813084112151,1179844236760087] #NP=897657421 G(Pi(x))=521
[1179844236760157,1179875389408061] #NP=897653072 G(Pi(x))=543
[1179875389408117,1179906542056031] #NP=897651492 G(Pi(x))=512
[1179906542056111,1179937694704031] #NP=897651042 G(Pi(x))=524
[1179937694704061,1179968847351953] #NP=897670509 G(Pi(x))=519
[1179968847352049,1179999999999971] #NP=897655151 G(Pi(x))=541
[1180000000000007,1180019470404937] #NP=561031802 G(Pi(x))=549
[1180019470405021,1180038940809959] #NP=561039564 G(Pi(x))=543
[1180038940809997,1180058411214733] #NP=561039357 G(Pi(x))=606
[1180058411214961,1180077881619907] #NP=561048406 G(Pi(x))=524
[1180077881619947,1180097352024893] #NP=561027953 G(Pi(x))=503
[1180097352024959,1180116822429901] #NP=561026881 G(Pi(x))=518
[1180116822429949,1180136292834859] #NP=561038220 G(Pi(x))=525
[1180136292834899,1180155763239857] #NP=561036587 G(Pi(x))=535
[1180155763239881,1180175233644817] #NP=561028550 G(Pi(x))=517
[1180175233644863,1180194704049791] #NP=561042921 G(Pi(x))=540
[1180194704049869,1180214174454797] #NP=561024495 G(Pi(x))=562
[1180214174454839,1180233644859799] #NP=561041616 G(Pi(x))=535
[1180233644859809,1180253115264737] #NP=561039000 G(Pi(x))=568
[1180253115264829,1180272585669763] #NP=561046532 G(Pi(x))=529
[1180272585669787,1180292056074757] #NP=561026895 G(Pi(x))=598
[1180292056074797,1180311526479739] #NP=561028992 G(Pi(x))=510
[1180311526479769,1180330996884727] #NP=561050556 G(Pi(x))=584
[1180330996884731,1180350467289703] #NP=561021917 G(Pi(x))=509
[1180350467289761,1180369937694637] #NP=561046401 G(Pi(x))=547
[1180369937694707,1180389408099677] #NP=561026031 G(Pi(x))=602
[1180389408099757,1180408878504649] #NP=561048757 G(Pi(x))=539
[1180408878504679,1180428348909637] #NP=561017478 G(Pi(x))=569
[1180428348909661,1180447819314629] #NP=561024488 G(Pi(x))=507
[1180447819314677,1180467289719563] #NP=561037463 G(Pi(x))=555
[1180467289719623,1180486760124587] #NP=561032003 G(Pi(x))=537
[1180486760124601,1180506230529533] #NP=561026314 G(Pi(x))=515
[1180506230529623,1180525700934523] #NP=561027184 G(Pi(x))=481
[1180525700934653,1180545171339461] #NP=561038942 G(Pi(x))=540
[1180545171339559,1180564641744479] #NP=561024281 G(Pi(x))=623
[1180564641744547,1180584112149509] #NP=561037380 G(Pi(x))=521
[1180584112149529,1180603582554443] #NP=561012914 G(Pi(x))=497
[1180603582554553,1180623052959481] #NP=561005234 G(Pi(x))=537
[1180623052959503,1180642523364467] #NP=561053485 G(Pi(x))=569
[1180642523364497,1180661993769407] #NP=561030679 G(Pi(x))=531
[1180661993769473,1180681464174397] #NP=561033305 G(Pi(x))=541
[1180681464174449,1180700934579379] #NP=561046980 G(Pi(x))=536
[1180700934579487,1180728193146353] #NP=785395314 G(Pi(x))=581
[1180728193146473,1180755451713361] #NP=785435613 G(Pi(x))=636
[1180755451713401,1180782710280337] #NP=785464148 G(Pi(x))=512
[1180782710280359,1180809968847331] #NP=785447580 G(Pi(x))=560
[1180809968847407,1180837227414307] #NP=785443805 G(Pi(x))=585
[1180837227414379,1180864485981289] #NP=785439058 G(Pi(x))=590
[1180864485981319,1180891744548203] #NP=785418976 G(Pi(x))=539
[1180891744548311,1180919003115221] #NP=785434360 G(Pi(x))=553
[1180919003115317,1180948208722669] #NP=841551499 G(Pi(x))=563
[1180948208722747,1180977414330193] #NP=841519362 G(Pi(x))=527
[1180977414330209,1181006619937679] #NP=841527541 G(Pi(x))=559
[1181006619937679,1181035825545133] #NP=841557771 G(Pi(x))=571
[1181035825545161,1181065031152631] #NP=841522732 G(Pi(x))=525
[1181065031152637,1181094236760071] #NP=841543505 G(Pi(x))=565
[1181094236760187,1181123442367579] #NP=841546242 G(Pi(x))=523
[1181123442367607,1181152647975037] #NP=841497145 G(Pi(x))=583
[1181152647975071,1181181853582537] #NP=841505804 G(Pi(x))=501
[1181181853582559,1181211059190011] #NP=841525525 G(Pi(x))=532
[1181211059190053,1181240264797487] #NP=841499705 G(Pi(x))=533
[1181240264797517,1181269470404971] #NP=841521336 G(Pi(x))=506
[1181269470404981,1181298676012409] #NP=841539044 G(Pi(x))=609
[1181298676012451,1181327881619917] #NP=841529927 G(Pi(x))=566
[1181327881619927,1181357087227399] #NP=841541295 G(Pi(x))=581
[1181357087227453,1181386292834861] #NP=841505496 G(Pi(x))=560
[1181386292835059,1181415498442327] #NP=841516409 G(Pi(x))=644
[1181415498442429,1181444704049747] #NP=841516270 G(Pi(x))=560
[1181444704049839,1181473909657273] #NP=841531272 G(Pi(x))=522
[1181473909657331,1181503115264779] #NP=841530081 G(Pi(x))=533
[1181503115264809,1181534267912759] #NP=897619244 G(Pi(x))=581
[1181534267912773,1181565420560659] #NP=897640833 G(Pi(x))=584
[1181565420560747,1181596573208707] #NP=897604928 G(Pi(x))=558
[1181596573208803,1181627725856623] #NP=897645274 G(Pi(x))=541
[1181627725856731,1181658878504609] #NP=897617024 G(Pi(x))=542
[1181658878504683,1181690031152633] #NP=897656578 G(Pi(x))=549
[1181690031152681,1181721183800501] #NP=897637420 G(Pi(x))=635
[1181721183800623,1181752336448587] #NP=897638264 G(Pi(x))=599
[1181752336448599,1181783489096531] #NP=897622928 G(Pi(x))=547
[1181783489096591,1181814641744537] #NP=897617394 G(Pi(x))=543
[1181814641744549,1181845794392449] #NP=897622228 G(Pi(x))=615
[1181845794392551,1181876947040459] #NP=897633377 G(Pi(x))=577
[1181876947040509,1181908099688447] #NP=897625688 G(Pi(x))=572
[1181908099688543,1181939252336429] #NP=897623357 G(Pi(x))=537
[1181939252336459,1181970404984401] #NP=897616980 G(Pi(x))=541
[1181970404984471,1182001557632383] #NP=897619241 G(Pi(x))=544
[1182001557632411,1182032710280339] #NP=897593395 G(Pi(x))=650
[1182032710280393,1182063862928323] #NP=897621740 G(Pi(x))=569
[1182063862928353,1182095015576269] #NP=897608565 G(Pi(x))=637
[1182095015576341,1182126168224279] #NP=897603667 G(Pi(x))=543
[1182126168224399,1182157320872221] #NP=897607051 G(Pi(x))=621
[1182157320872279,1182188473520237] #NP=897613688 G(Pi(x))=517
[1182188473520267,1182219626168209] #NP=897605289 G(Pi(x))=571
[1182219626168227,1182250778816183] #NP=897598060 G(Pi(x))=573
[1182250778816221,1182281931464131] #NP=897644878 G(Pi(x))=529
[1182281931464171,1182313084112137] #NP=897592530 G(Pi(x))=554
[1182313084112207,1182344236760051] #NP=897643969 G(Pi(x))=527
[1182344236760117,1182375389407999] #NP=897628310 G(Pi(x))=593
[1182375389408089,1182406542056057] #NP=897606828 G(Pi(x))=578
[1182406542056087,1182437694704033] #NP=897620498 G(Pi(x))=540
[1182437694704041,1182468847352011] #NP=897643966 G(Pi(x))=523
[1182468847352027,1182499999999861] #NP=897602190 G(Pi(x))=555
[1182500000000023,1182519470404981] #NP=561026265 G(Pi(x))=537
[1182519470405017,1182538940809951] #NP=561031935 G(Pi(x))=513
[1182538940809991,1182558411214909] #NP=560995293 G(Pi(x))=546
[1182558411215057,1182577881619889] #NP=561005560 G(Pi(x))=647
[1182577881619957,1182597352024903] #NP=560992366 G(Pi(x))=512
[1182597352024927,1182616822429891] #NP=561003998 G(Pi(x))=513
[1182616822429943,1182636292834883] #NP=561026985 G(Pi(x))=601
[1182636292834907,1182655763239849] #NP=560988798 G(Pi(x))=549
[1182655763239933,1182675233644843] #NP=560991485 G(Pi(x))=557
[1182675233644873,1182694704049829] #NP=560992495 G(Pi(x))=583
[1182694704049877,1182714174454811] #NP=560992195 G(Pi(x))=503
[1182714174454847,1182733644859757] #NP=561015738 G(Pi(x))=567
[1182733644859919,1182753115264789] #NP=561004605 G(Pi(x))=521
[1182753115264817,1182772585669771] #NP=560994912 G(Pi(x))=501
[1182772585669817,1182792056074753] #NP=561002180 G(Pi(x))=505
[1182792056074841,1182811526479727] #NP=560969830 G(Pi(x))=511
[1182811526479747,1182830996884687] #NP=561029253 G(Pi(x))=601
[1182830996884729,1182850467289703] #NP=560997413 G(Pi(x))=571
[1182850467289781,1182869937694651] #NP=560982485 G(Pi(x))=519
[1182869937694763,1182889408099667] #NP=560993313 G(Pi(x))=515
[1182889408099703,1182908878504657] #NP=560991886 G(Pi(x))=517
[1182908878504693,1182928348909633] #NP=561005361 G(Pi(x))=541
[1182928348909733,1182947819314627] #NP=560985198 G(Pi(x))=523
[1182947819314661,1182967289719483] #NP=561017259 G(Pi(x))=555
[1182967289719661,1182986760124541] #NP=560993948 G(Pi(x))=520
[1182986760124633,1183006230529573] #NP=560997599 G(Pi(x))=493
[1183006230529609,1183025700934489] #NP=561020825 G(Pi(x))=519
[1183025700934579,1183045171339543] #NP=560991496 G(Pi(x))=549
[1183045171339553,1183064641744487] #NP=560980223 G(Pi(x))=647
[1183064641744589,1183084112149493] #NP=560994856 G(Pi(x))=482
[1183084112149547,1183103582554493] #NP=560993573 G(Pi(x))=581
[1183103582554583,1183123052959481] #NP=560986591 G(Pi(x))=508
[1183123052959541,1183142523364457] #NP=560994394 G(Pi(x))=550
[1183142523364499,1183161993769439] #NP=561012530 G(Pi(x))=607
[1183161993769471,1183181464174427] #NP=561006509 G(Pi(x))=527
[1183181464174511,1183200934579421] #NP=560983728 G(Pi(x))=483
[1183200934579427,1183228193146379] #NP=785390012 G(Pi(x))=521
[1183228193146421,1183255451713327] #NP=785409698 G(Pi(x))=529
[1183255451713397,1183282710280303] #NP=785363771 G(Pi(x))=537
[1183282710280369,1183309968847333] #NP=785390374 G(Pi(x))=517
[1183309968847337,1183337227414271] #NP=785391472 G(Pi(x))=511
[1183337227414351,1183364485981283] #NP=785385325 G(Pi(x))=605
[1183364485981309,1183391744548259] #NP=785371477 G(Pi(x))=549
[1183391744548271,1183419003115243] #NP=785384809 G(Pi(x))=571
[1183419003115277,1183448208722719] #NP=841466114 G(Pi(x))=527
[1183448208722729,1183477414330157] #NP=841485169 G(Pi(x))=545
[1183477414330207,1183506619937641] #NP=841485108 G(Pi(x))=623
[1183506619937723,1183535825545153] #NP=841495146 G(Pi(x))=537
[1183535825545219,1183565031152611] #NP=841479910 G(Pi(x))=539
[1183565031152639,1183594236760097] #NP=841506043 G(Pi(x))=585
[1183594236760121,1183623442367573] #NP=841502528 G(Pi(x))=533
[1183623442367699,1183652647975037] #NP=841491821 G(Pi(x))=582
[1183652647975073,1183681853582453] #NP=841489316 G(Pi(x))=521
[1183681853582603,1183711059189979] #NP=841479172 G(Pi(x))=511
[1183711059190069,1183740264797491] #NP=841484957 G(Pi(x))=537
[1183740264797513,1183769470404971] #NP=841490105 G(Pi(x))=569
[1183769470404973,1183798676012429] #NP=841475155 G(Pi(x))=545
[1183798676012461,1183827881619917] #NP=841472541 G(Pi(x))=506
[1183827881619949,1183857087227393] #NP=841462831 G(Pi(x))=523
[1183857087227407,1183886292834863] #NP=841456917 G(Pi(x))=529
[1183886292834881,1183915498442309] #NP=841476800 G(Pi(x))=552
[1183915498442371,1183944704049803] #NP=841460293 G(Pi(x))=513
[1183944704049841,1183973909657299] #NP=841486705 G(Pi(x))=501
[1183973909657317,1184003115264743] #NP=841471374 G(Pi(x))=581
[1184003115264833,1184034267912757] #NP=897600901 G(Pi(x))=529
[1184034267912781,1184065420560667] #NP=897571476 G(Pi(x))=535
[1184065420560749,1184096573208713] #NP=897562561 G(Pi(x))=651
[1184096573208713,1184127725856683] #NP=897571725 G(Pi(x))=545
[1184127725856811,1184158878504661] #NP=897570968 G(Pi(x))=528
[1184158878504757,1184190031152551] #NP=897558672 G(Pi(x))=602
[1184190031152797,1184221183800563] #NP=897593821 G(Pi(x))=547
[1184221183800623,1184252336448529] #NP=897564566 G(Pi(x))=595
[1184252336448589,1184283489096527] #NP=897523215 G(Pi(x))=591
[1184283489096637,1184314641744491] #NP=897569984 G(Pi(x))=516
[1184314641744569,1184345794392503] #NP=897549194 G(Pi(x))=569
[1184345794392559,1184376947040461] #NP=897559419 G(Pi(x))=573
[1184376947040491,1184408099688431] #NP=897570716 G(Pi(x))=578
[1184408099688479,1184439252336397] #NP=897552280 G(Pi(x))=503
[1184439252336443,1184470404984341] #NP=897563289 G(Pi(x))=616
[1184470404984491,1184501557632331] #NP=897581212 G(Pi(x))=529
[1184501557632487,1184532710280313] #NP=897582079 G(Pi(x))=513
[1184532710280373,1184563862928331] #NP=897570400 G(Pi(x))=617
[1184563862928353,1184595015576293] #NP=897525315 G(Pi(x))=576
[1184595015576317,1184626168224283] #NP=897560560 G(Pi(x))=572
[1184626168224311,1184657320872251] #NP=897550739 G(Pi(x))=567
[1184657320872299,1184688473520229] #NP=897576048 G(Pi(x))=581
[1184688473520257,1184719626168151] #NP=897551446 G(Pi(x))=510
[1184719626168257,1184750778816179] #NP=897558076 G(Pi(x))=623
[1184750778816233,1184781931464113] #NP=897562953 G(Pi(x))=603
[1184781931464167,1184813084112131] #NP=897555340 G(Pi(x))=510
[1184813084112191,1184844236760103] #NP=897546016 G(Pi(x))=683
[1184844236760133,1184875389408071] #NP=897554111 G(Pi(x))=571
[1184875389408169,1184906542056043] #NP=897571303 G(Pi(x))=542
[1184906542056067,1184937694703999] #NP=897539676 G(Pi(x))=553
[1184937694704041,1184968847352007] #NP=897534962 G(Pi(x))=540
[1184968847352047,1184999999999953] #NP=897528092 G(Pi(x))=549
[1185000000000013,1185019470404947] #NP=560974614 G(Pi(x))=566
[1185019470404999,1185038940809951] #NP=560982154 G(Pi(x))=507
[1185038940809981,1185058411214863] #NP=560982278 G(Pi(x))=642
[1185058411215001,1185077881619911] #NP=560974875 G(Pi(x))=494
[1185077881619987,1185097352024857] #NP=560958120 G(Pi(x))=566
[1185097352024951,1185116822429873] #NP=560965605 G(Pi(x))=553
[1185116822429929,1185136292834869] #NP=560972779 G(Pi(x))=501
[1185136292834947,1185155763239821] #NP=560954367 G(Pi(x))=549
[1185155763239881,1185175233644833] #NP=560963268 G(Pi(x))=601
[1185175233644957,1185194704049833] #NP=560962812 G(Pi(x))=613
[1185194704049957,1185214174454797] #NP=560977440 G(Pi(x))=517
[1185214174454851,1185233644859801] #NP=560975070 G(Pi(x))=508
[1185233644859843,1185253115264789] #NP=560965370 G(Pi(x))=549
[1185253115264797,1185272585669749] #NP=560977932 G(Pi(x))=539
[1185272585669807,1185292056074657] #NP=560957313 G(Pi(x))=535
[1185292056074771,1185311526479737] #NP=560972611 G(Pi(x))=538
[1185311526479761,1185330996884689] #NP=560982113 G(Pi(x))=506
[1185330996884737,1185350467289711] #NP=560955817 G(Pi(x))=665
[1185350467289719,1185369937694689] #NP=560960484 G(Pi(x))=524
[1185369937694771,1185389408099653] #NP=560957903 G(Pi(x))=559
[1185389408099711,1185408878504659] #NP=560990304 G(Pi(x))=551
[1185408878504723,1185428348909627] #NP=560964149 G(Pi(x))=537
[1185428348909669,1185447819314609] #NP=560988548 G(Pi(x))=566
[1185447819314653,1185467289719597] #NP=560968999 G(Pi(x))=604
[1185467289719621,1185486760124587] #NP=560967632 G(Pi(x))=524
[1185486760124683,1185506230529563] #NP=560961542 G(Pi(x))=487
[1185506230529591,1185525700934551] #NP=560984039 G(Pi(x))=506
[1185525700934599,1185545171339549] #NP=560952813 G(Pi(x))=545
[1185545171339593,1185564641744533] #NP=560969957 G(Pi(x))=507
[1185564641744563,1185584112149509] #NP=560931650 G(Pi(x))=579
[1185584112149539,1185603582554467] #NP=560972709 G(Pi(x))=511
[1185603582554549,1185623052959431] #NP=560955444 G(Pi(x))=623
[1185623052959633,1185642523364459] #NP=560936521 G(Pi(x))=493
[1185642523364477,1185661993769437] #NP=560958297 G(Pi(x))=503
[1185661993769459,1185681464174411] #NP=560965266 G(Pi(x))=553
[1185681464174453,1185700934579423] #NP=560951341 G(Pi(x))=555
[1185700934579429,1185728193146381] #NP=785327280 G(Pi(x))=589
[1185728193146407,1185755451713363] #NP=785351444 G(Pi(x))=513
[1185755451713387,1185782710280341] #NP=785347548 G(Pi(x))=537
[1185782710280387,1185809968847333] #NP=785335686 G(Pi(x))=594
[1185809968847377,1185837227414299] #NP=785364763 G(Pi(x))=527
[1185837227414321,1185864485981267] #NP=785346902 G(Pi(x))=551
[1185864485981309,1185891744548257] #NP=785344840 G(Pi(x))=491
[1185891744548309,1185919003115233] #NP=785328405 G(Pi(x))=537
[1185919003115261,1185948208722721] #NP=841413296 G(Pi(x))=559
[1185948208722731,1185977414330171] #NP=841451068 G(Pi(x))=536
[1185977414330273,1186006619937661] #NP=841414896 G(Pi(x))=634
[1186006619937683,1186035825545141] #NP=841450066 G(Pi(x))=503
[1186035825545189,1186065031152613] #NP=841423200 G(Pi(x))=562
[1186065031152737,1186094236759961] #NP=841446142 G(Pi(x))=543
[1186094236760171,1186123442367571] #NP=841418163 G(Pi(x))=527
[1186123442367593,1186152647975027] #NP=841419757 G(Pi(x))=621
[1186152647975077,1186181853582529] #NP=841438355 G(Pi(x))=585
[1186181853582547,1186211059189969] #NP=841445383 G(Pi(x))=529
[1186211059190051,1186240264797487] #NP=841428441 G(Pi(x))=547
[1186240264797517,1186269470404969] #NP=841432491 G(Pi(x))=563
[1186269470404973,1186298676012349] #NP=841426061 G(Pi(x))=546
[1186298676012451,1186327881619877] #NP=841418365 G(Pi(x))=568
[1186327881619931,1186357087227283] #NP=841428428 G(Pi(x))=547
[1186357087227427,1186386292834877] #NP=841396158 G(Pi(x))=567
[1186386292834927,1186415498442347] #NP=841412612 G(Pi(x))=535
[1186415498442443,1186444704049789] #NP=841434931 G(Pi(x))=528
[1186444704049867,1186473909657287] #NP=841395982 G(Pi(x))=593
[1186473909657313,1186503115264787] #NP=841413911 G(Pi(x))=636
[1186503115264847,1186534267912723] #NP=897493908 G(Pi(x))=499
[1186534267912831,1186565420560703] #NP=897529727 G(Pi(x))=611
[1186565420560753,1186596573208699] #NP=897494252 G(Pi(x))=555
[1186596573208777,1186627725856663] #NP=897536319 G(Pi(x))=571
[1186627725856739,1186658878504663] #NP=897494020 G(Pi(x))=558
[1186658878504663,1186690031152631] #NP=897507016 G(Pi(x))=535
[1186690031152643,1186721183800543] #NP=897523241 G(Pi(x))=613
[1186721183800651,1186752336448579] #NP=897473725 G(Pi(x))=521
[1186752336448597,1186783489096511] #NP=897512595 G(Pi(x))=512
[1186783489096619,1186814641744477] #NP=897507668 G(Pi(x))=605
[1186814641744597,1186845794392487] #NP=897512952 G(Pi(x))=589
[1186845794392549,1186876947040481] #NP=897518225 G(Pi(x))=489
[1186876947040489,1186908099688453] #NP=897526190 G(Pi(x))=591
[1186908099688489,1186939252336423] #NP=897541310 G(Pi(x))=553
[1186939252336559,1186970404984411] #NP=897506928 G(Pi(x))=533
[1186970404984421,1187001557632379] #NP=897472575 G(Pi(x))=531
[1187001557632391,1187032710280343] #NP=897505180 G(Pi(x))=524
[1187032710280379,1187063862928337] #NP=897513049 G(Pi(x))=576
[1187063862928357,1187095015576313] #NP=897493573 G(Pi(x))=579
[1187095015576313,1187126168224127] #NP=897465314 G(Pi(x))=557
[1187126168224369,1187157320872217] #NP=897497958 G(Pi(x))=552
[1187157320872273,1187188473520213] #NP=897509905 G(Pi(x))=579
[1187188473520241,1187219626168181] #NP=897514017 G(Pi(x))=555
[1187219626168237,1187250778816183] #NP=897494595 G(Pi(x))=629
[1187250778816199,1187281931464159] #NP=897512072 G(Pi(x))=525
[1187281931464247,1187313084112069] #NP=897517932 G(Pi(x))=575
[1187313084112139,1187344236760093] #NP=897510099 G(Pi(x))=593
[1187344236760207,1187375389407979] #NP=897490365 G(Pi(x))=489
[1187375389408111,1187406542056003] #NP=897505744 G(Pi(x))=593
[1187406542056081,1187437694704013] #NP=897499675 G(Pi(x))=505
[1187437694704127,1187468847352013] #NP=897517371 G(Pi(x))=539
[1187468847352013,1187499999999923] #NP=897520224 G(Pi(x))=532
[1187500000000043,1187519470404977] #NP=560939479 G(Pi(x))=551
[1187519470404989,1187538940809961] #NP=560912784 G(Pi(x))=548
[1187538940809973,1187558411214943] #NP=560949762 G(Pi(x))=507
[1187558411214979,1187577881619919] #NP=560930672 G(Pi(x))=497
[1187577881619967,1187597352024913] #NP=560924991 G(Pi(x))=517
[1187597352024961,1187616822429901] #NP=560942612 G(Pi(x))=585
[1187616822429911,1187636292834869] #NP=560925502 G(Pi(x))=528
[1187636292834923,1187655763239853] #NP=560938332 G(Pi(x))=532
[1187655763239929,1187675233644841] #NP=560947918 G(Pi(x))=532
[1187675233644881,1187694704049797] #NP=560937575 G(Pi(x))=571
[1187694704049869,1187714174454781] #NP=560951565 G(Pi(x))=605
[1187714174454827,1187733644859793] #NP=560910583 G(Pi(x))=517
[1187733644859809,1187753115264773] #NP=560930889 G(Pi(x))=565
[1187753115264797,1187772585669773] #NP=560919979 G(Pi(x))=531
[1187772585669841,1187792056074749] #NP=560944613 G(Pi(x))=555
[1187792056074857,1187811526479731] #NP=560914486 G(Pi(x))=558
[1187811526479763,1187830996884671] #NP=560939754 G(Pi(x))=677
[1187830996884737,1187850467289683] #NP=560927469 G(Pi(x))=549
[1187850467289719,1187869937694659] #NP=560923634 G(Pi(x))=549
[1187869937694721,1187889408099637] #NP=560946105 G(Pi(x))=512
[1187889408099703,1187908878504659] #NP=560932319 G(Pi(x))=509
[1187908878504683,1187928348909521] #NP=560942326 G(Pi(x))=617
[1187928348909691,1187947819314631] #NP=560925995 G(Pi(x))=539
[1187947819314667,1187967289719563] #NP=560916552 G(Pi(x))=558
[1187967289719631,1187986760124599] #NP=560914398 G(Pi(x))=569
[1187986760124683,1188006230529541] #NP=560927731 G(Pi(x))=533
[1188006230529617,1188025700934547] #NP=560901567 G(Pi(x))=508
[1188025700934673,1188045171339541] #NP=560925492 G(Pi(x))=537
[1188045171339571,1188064641744521] #NP=560949872 G(Pi(x))=541
[1188064641744551,1188084112149413] #NP=560929930 G(Pi(x))=519
[1188084112149521,1188103582554491] #NP=560907817 G(Pi(x))=533
[1188103582554521,1188123052959473] #NP=560930951 G(Pi(x))=576
[1188123052959523,1188142523364469] #NP=560928874 G(Pi(x))=483
[1188142523364481,1188161993769391] #NP=560929094 G(Pi(x))=505
[1188161993769503,1188181464174437] #NP=560921923 G(Pi(x))=612
[1188181464174451,1188200934579419] #NP=560936931 G(Pi(x))=513
[1188200934579469,1188228193146377] #NP=785317859 G(Pi(x))=553
[1188228193146473,1188255451713347] #NP=785271965 G(Pi(x))=521
[1188255451713383,1188282710280353] #NP=785292818 G(Pi(x))=535
[1188282710280371,1188309968847187] #NP=785305768 G(Pi(x))=522
[1188309968847343,1188337227414287] #NP=785292031 G(Pi(x))=550
[1188337227414331,1188364485981247] #NP=785277013 G(Pi(x))=574
[1188364485981433,1188391744548143] #NP=785278387 G(Pi(x))=553
[1188391744548277,1188419003115163] #NP=785292040 G(Pi(x))=633
[1188419003115263,1188448208722717] #NP=841382310 G(Pi(x))=587
[1188448208722861,1188477414330179] #NP=841387167 G(Pi(x))=526
[1188477414330209,1188506619937669] #NP=841387662 G(Pi(x))=605
[1188506619937691,1188535825545139] #NP=841361748 G(Pi(x))=532
[1188535825545169,1188565031152627] #NP=841360292 G(Pi(x))=579
[1188565031152637,1188594236760097] #NP=841379025 G(Pi(x))=514
[1188594236760131,1188623442367549] #NP=841380451 G(Pi(x))=544
[1188623442367637,1188652647974999] #NP=841360787 G(Pi(x))=526
[1188652647975209,1188681853582523] #NP=841409263 G(Pi(x))=534
[1188681853582567,1188711059190007] #NP=841393647 G(Pi(x))=533
[1188711059190041,1188740264797439] #NP=841384511 G(Pi(x))=501
[1188740264797517,1188769470404947] #NP=841390940 G(Pi(x))=524
[1188769470405029,1188798676012417] #NP=841374645 G(Pi(x))=575
[1188798676012499,1188827881619923] #NP=841365378 G(Pi(x))=599
[1188827881620007,1188857087227391] #NP=841408387 G(Pi(x))=579
[1188857087227417,1188886292834777] #NP=841368926 G(Pi(x))=543
[1188886292834881,1188915498442351] #NP=841376220 G(Pi(x))=555
[1188915498442363,1188944704049821] #NP=841395724 G(Pi(x))=577
[1188944704049857,1188973909657277] #NP=841379784 G(Pi(x))=577
[1188973909657357,1189003115264753] #NP=841375765 G(Pi(x))=519
[1189003115264819,1189034267912753] #NP=897444357 G(Pi(x))=577
[1189034267912783,1189065420560723] #NP=897456556 G(Pi(x))=536
[1189065420560767,1189096573208711] #NP=897432908 G(Pi(x))=552
[1189096573208729,1189127725856611] #NP=897467307 G(Pi(x))=561
[1189127725856699,1189158878504657] #NP=897484820 G(Pi(x))=509
[1189158878504731,1189190031152579] #NP=897486788 G(Pi(x))=613
[1189190031152677,1189221183800591] #NP=897481125 G(Pi(x))=521
[1189221183800669,1189252336448569] #NP=897483966 G(Pi(x))=535
[1189252336448591,1189283489096539] #NP=897456502 G(Pi(x))=556
[1189283489096611,1189314641744507] #NP=897441499 G(Pi(x))=529
[1189314641744561,1189345794392467] #NP=897463460 G(Pi(x))=492
[1189345794392521,1189376947040473] #NP=897457564 G(Pi(x))=587
[1189376947040501,1189408099688453] #NP=897476501 G(Pi(x))=551
[1189408099688503,1189439252336429] #NP=897446682 G(Pi(x))=553
[1189439252336507,1189470404984401] #NP=897431807 G(Pi(x))=744
[1189470404984461,1189501557632347] #NP=897455228 G(Pi(x))=531
[1189501557632419,1189532710280359] #NP=897445287 G(Pi(x))=633
[1189532710280393,1189563862928333] #NP=897451101 G(Pi(x))=537
[1189563862928347,1189595015576311] #NP=897441082 G(Pi(x))=515
[1189595015576347,1189626168224279] #NP=897452470 G(Pi(x))=581
[1189626168224359,1189657320872213] #NP=897473136 G(Pi(x))=555
[1189657320872287,1189688473520237] #NP=897439218 G(Pi(x))=661
[1189688473520243,1189719626168191] #NP=897433643 G(Pi(x))=587
[1189719626168231,1189750778816153] #NP=897453485 G(Pi(x))=545
[1189750778816191,1189781931464149] #NP=897447352 G(Pi(x))=575
[1189781931464201,1189813084112137] #NP=897448606 G(Pi(x))=525
[1189813084112143,1189844236760083] #NP=897462572 G(Pi(x))=638
[1189844236760117,1189875389408039] #NP=897434031 G(Pi(x))=561
[1189875389408117,1189906542056033] #NP=897455654 G(Pi(x))=544
[1189906542056077,1189937694704029] #NP=897448460 G(Pi(x))=562
[1189937694704107,1189968847351987] #NP=897430668 G(Pi(x))=557
[1189968847352027,1189999999999931] #NP=897442824 G(Pi(x))=543
[1190000000000041,1190019470404957] #NP=560903103 G(Pi(x))=519
[1190019470404993,1190038940809933] #NP=560886578 G(Pi(x))=609
[1190038940809973,1190058411214951] #NP=560915256 G(Pi(x))=519
[1190058411214969,1190077881619897] #NP=560895055 G(Pi(x))=529
[1190077881620009,1190097352024879] #NP=560898880 G(Pi(x))=565
[1190097352024921,1190116822429817] #NP=560902616 G(Pi(x))=522
[1190116822429907,1190136292834883] #NP=560901873 G(Pi(x))=512
[1190136292834891,1190155763239871] #NP=560879128 G(Pi(x))=521
[1190155763239889,1190175233644849] #NP=560890038 G(Pi(x))=561
[1190175233644897,1190194704049831] #NP=560897850 G(Pi(x))=492
[1190194704049849,1190214174454801] #NP=560907719 G(Pi(x))=512
[1190214174454873,1190233644859793] #NP=560895063 G(Pi(x))=601
[1190233644859951,1190253115264783] #NP=560901516 G(Pi(x))=512
[1190253115264793,1190272585669759] #NP=560880883 G(Pi(x))=676
[1190272585669813,1190292056074679] #NP=560903817 G(Pi(x))=530
[1190292056074783,1190311526479741] #NP=560885273 G(Pi(x))=525
[1190311526479759,1190330996884693] #NP=560913863 G(Pi(x))=573
[1190330996884739,1190350467289699] #NP=560906364 G(Pi(x))=585
[1190350467289717,1190369937694687] #NP=560877743 G(Pi(x))=525
[1190369937694723,1190389408099673] #NP=560888750 G(Pi(x))=591
[1190389408099733,1190408878504607] #NP=560882757 G(Pi(x))=529
[1190408878504709,1190428348909621] #NP=560885906 G(Pi(x))=532
[1190428348909649,1190447819314627] #NP=560879092 G(Pi(x))=553
[1190447819314657,1190467289719607] #NP=560877738 G(Pi(x))=535
[1190467289719621,1190486760124559] #NP=560908352 G(Pi(x))=591
[1190486760124601,1190506230529559] #NP=560895296 G(Pi(x))=513
[1190506230529643,1190525700934481] #NP=560883082 G(Pi(x))=574
[1190525700934589,1190545171339549] #NP=560879036 G(Pi(x))=661
[1190545171339553,1190564641744483] #NP=560907779 G(Pi(x))=525
[1190564641744631,1190584112149493] #NP=560895791 G(Pi(x))=593
[1190584112149541,1190603582554493] #NP=560900863 G(Pi(x))=547
[1190603582554517,1190623052959471] #NP=560898863 G(Pi(x))=542
[1190623052959517,1190642523364423] #NP=560912571 G(Pi(x))=476
[1190642523364501,1190661993769379] #NP=560893796 G(Pi(x))=549
[1190661993769459,1190681464174439] #NP=560879075 G(Pi(x))=521
[1190681464174513,1190700934579411] #NP=560898736 G(Pi(x))=525
[1190700934579493,1190728193146397] #NP=785270605 G(Pi(x))=526
[1190728193146433,1190755451713363] #NP=785256324 G(Pi(x))=585
[1190755451713391,1190782710280333] #NP=785246559 G(Pi(x))=550
[1190782710280463,1190809968847327] #NP=785259020 G(Pi(x))=529
[1190809968847381,1190837227414313] #NP=785254820 G(Pi(x))=611
[1190837227414343,1190864485981249] #NP=785267662 G(Pi(x))=518
[1190864485981301,1190891744548267] #NP=785235541 G(Pi(x))=532
[1190891744548283,1190919003115229] #NP=785234786 G(Pi(x))=570
[1190919003115291,1190948208722717] #NP=841329524 G(Pi(x))=589
[1190948208722801,1190977414330159] #NP=841318716 G(Pi(x))=525
[1190977414330219,1191006619937669] #NP=841323127 G(Pi(x))=558
[1191006619937689,1191035825545151] #NP=841362827 G(Pi(x))=513
[1191035825545169,1191065031152609] #NP=841334538 G(Pi(x))=559
[1191065031152653,1191094236760091] #NP=841323683 G(Pi(x))=577
[1191094236760117,1191123442367581] #NP=841321649 G(Pi(x))=545
[1191123442367597,1191152647975001] #NP=841326943 G(Pi(x))=557
[1191152647975117,1191181853582533] #NP=841344838 G(Pi(x))=573
[1191181853582573,1191211059189997] #NP=841347358 G(Pi(x))=593
[1191211059190021,1191240264797491] #NP=841329063 G(Pi(x))=533
[1191240264797599,1191269470404947] #NP=841342425 G(Pi(x))=573
[1191269470404997,1191298676012429] #NP=841328005 G(Pi(x))=538
[1191298676012633,1191327881619917] #NP=841346781 G(Pi(x))=507
[1191327881619947,1191357087227393] #NP=841331031 G(Pi(x))=589
[1191357087227443,1191386292834863] #NP=841340208 G(Pi(x))=529
[1191386292834953,1191415498442347] #NP=841322452 G(Pi(x))=559
[1191415498442363,1191444704049827] #NP=841317435 G(Pi(x))=550
[1191444704049863,1191473909657299] #NP=841305472 G(Pi(x))=558
[1191473909657329,1191503115264769] #NP=841314701 G(Pi(x))=503
[1191503115264827,1191534267912721] #NP=897422733 G(Pi(x))=513
[1191534267912809,1191565420560661] #NP=897376615 G(Pi(x))=583
[1191565420560751,1191596573208607] #NP=897433613 G(Pi(x))=648
[1191596573208721,1191627725856677] #NP=897374190 G(Pi(x))=565
[1191627725856767,1191658878504649] #NP=897417944 G(Pi(x))=565
[1191658878504719,1191690031152613] #NP=897384529 G(Pi(x))=534
[1191690031152683,1191721183800613] #NP=897406985 G(Pi(x))=567
[1191721183800613,1191752336448587] #NP=897398924 G(Pi(x))=561
[1191752336448593,1191783489096521] #NP=897378742 G(Pi(x))=515
[1191783489096587,1191814641744487] #NP=897394773 G(Pi(x))=563
[1191814641744539,1191845794392497] #NP=897396887 G(Pi(x))=517
[1191845794392523,1191876947040431] #NP=897419179 G(Pi(x))=561
[1191876947040539,1191908099688433] #NP=897406409 G(Pi(x))=531
[1191908099688563,1191939252336403] #NP=897396189 G(Pi(x))=517
[1191939252336439,1191970404984391] #NP=897419172 G(Pi(x))=563
[1191970404984433,1192001557632359] #NP=897383250 G(Pi(x))=591
[1192001557632397,1192032710280331] #NP=897415535 G(Pi(x))=536
[1192032710280383,1192063862928313] #NP=897365279 G(Pi(x))=569
[1192063862928371,1192095015576313] #NP=897409181 G(Pi(x))=543
[1192095015576313,1192126168224221] #NP=897395492 G(Pi(x))=587
[1192126168224307,1192157320872251] #NP=897389432 G(Pi(x))=591
[1192157320872317,1192188473520203] #NP=897395397 G(Pi(x))=520
[1192188473520257,1192219626168191] #NP=897379996 G(Pi(x))=529
[1192219626168217,1192250778816187] #NP=897386272 G(Pi(x))=520
[1192250778816233,1192281931464161] #NP=897395006 G(Pi(x))=621
[1192281931464227,1192313084112119] #NP=897376963 G(Pi(x))=565
[1192313084112167,1192344236760011] #NP=897382022 G(Pi(x))=575
[1192344236760167,1192375389408067] #NP=897389986 G(Pi(x))=536
[1192375389408097,1192406542056053] #NP=897397712 G(Pi(x))=657
[1192406542056071,1192437694703999] #NP=897379159 G(Pi(x))=549
[1192437694704049,1192468847351989] #NP=897371350 G(Pi(x))=623
[1192468847352019,1192499999999953] #NP=897392198 G(Pi(x))=549
[1192500000000031,1192519470404971] #NP=560868434 G(Pi(x))=560
[1192519470404989,1192538940809963] #NP=560862637 G(Pi(x))=495
[1192538940809971,1192558411214927] #NP=560840155 G(Pi(x))=512
[1192558411214957,1192577881619909] #NP=560896827 G(Pi(x))=485
[1192577881619939,1192597352024809] #NP=560837034 G(Pi(x))=567
[1192597352024963,1192616822429869] #NP=560861012 G(Pi(x))=531
[1192616822429911,1192636292834879] #NP=560867315 G(Pi(x))=549
[1192636292834927,1192655763239827] #NP=560874208 G(Pi(x))=582
[1192655763239881,1192675233644849] #NP=560879398 G(Pi(x))=561
[1192675233644857,1192694704049831] #NP=560840747 G(Pi(x))=571
[1192694704049857,1192714174454783] #NP=560884793 G(Pi(x))=509
[1192714174454849,1192733644859747] #NP=560864950 G(Pi(x))=583
[1192733644859863,1192753115264791] #NP=560864000 G(Pi(x))=483
[1192753115264813,1192772585669729] #NP=560890040 G(Pi(x))=505
[1192772585669831,1192792056074747] #NP=560871269 G(Pi(x))=522
[1192792056074777,1192811526479743] #NP=560854175 G(Pi(x))=533
[1192811526479767,1192830996884567] #NP=560845569 G(Pi(x))=525
[1192830996884729,1192850467289699] #NP=560868502 G(Pi(x))=518
[1192850467289729,1192869937694689] #NP=560866736 G(Pi(x))=487
[1192869937694713,1192889408099651] #NP=560860817 G(Pi(x))=549
[1192889408099789,1192908878504561] #NP=560861172 G(Pi(x))=513
[1192908878504771,1192928348909611] #NP=560860136 G(Pi(x))=507
[1192928348909663,1192947819314627] #NP=560867861 G(Pi(x))=573
[1192947819314677,1192967289719609] #NP=560843276 G(Pi(x))=542
[1192967289719629,1192986760124587] #NP=560865712 G(Pi(x))=529
[1192986760124647,1193006230529551] #NP=560854815 G(Pi(x))=531
[1193006230529653,1193025700934537] #NP=560878740 G(Pi(x))=577
[1193025700934731,1193045171339513] #NP=560853873 G(Pi(x))=619
[1193045171339561,1193064641744531] #NP=560843047 G(Pi(x))=589
[1193064641744543,1193084112149389] #NP=560853749 G(Pi(x))=482
[1193084112149539,1193103582554497] #NP=560863141 G(Pi(x))=543
[1193103582554531,1193123052959483] #NP=560872327 G(Pi(x))=588
[1193123052959503,1193142523364383] #NP=560855011 G(Pi(x))=547
[1193142523364551,1193161993769443] #NP=560860925 G(Pi(x))=539
[1193161993769467,1193181464174411] #NP=560853136 G(Pi(x))=506
[1193181464174449,1193200934579411] #NP=560884285 G(Pi(x))=593
[1193200934579453,1193228193146389] #NP=785202646 G(Pi(x))=607
[1193228193146467,1193255451713371] #NP=785173913 G(Pi(x))=549
[1193255451713417,1193282710280321] #NP=785173961 G(Pi(x))=617
[1193282710280371,1193309968847299] #NP=785195120 G(Pi(x))=589
[1193309968847413,1193337227414239] #NP=785202037 G(Pi(x))=528
[1193337227414323,1193364485981249] #NP=785201158 G(Pi(x))=525
[1193364485981293,1193391744548221] #NP=785183706 G(Pi(x))=519
[1193391744548291,1193419003115111] #NP=785208536 G(Pi(x))=575
[1193419003115263,1193448208722667] #NP=841295019 G(Pi(x))=533
[1193448208722733,1193477414330171] #NP=841255741 G(Pi(x))=700
[1193477414330203,1193506619937677] #NP=841288225 G(Pi(x))=526
[1193506619937743,1193535825545131] #NP=841293980 G(Pi(x))=563
[1193535825545177,1193565031152617] #NP=841290272 G(Pi(x))=550
[1193565031152643,1193594236760099] #NP=841257520 G(Pi(x))=567
[1193594236760113,1193623442367547] #NP=841287566 G(Pi(x))=559
[1193623442367659,1193652647975009] #NP=841285213 G(Pi(x))=565
[1193652647975101,1193681853582529] #NP=841263540 G(Pi(x))=583
[1193681853582637,1193711059189963] #NP=841262416 G(Pi(x))=627
[1193711059190113,1193740264797469] #NP=841289886 G(Pi(x))=569
[1193740264797499,1193769470404897] #NP=841257886 G(Pi(x))=576
[1193769470404981,1193798676012401] #NP=841263333 G(Pi(x))=556
[1193798676012461,1193827881619801] #NP=841279741 G(Pi(x))=569
[1193827881619927,1193857087227353] #NP=841258465 G(Pi(x))=491
[1193857087227461,1193886292834867] #NP=841268022 G(Pi(x))=543
[1193886292834903,1193915498442353] #NP=841288882 G(Pi(x))=649
[1193915498442361,1193944704049813] #NP=841266932 G(Pi(x))=535
[1193944704049859,1193973909657299] #NP=841277304 G(Pi(x))=547
[1193973909657317,1194003115264763] #NP=841297263 G(Pi(x))=523
[1194003115264837,1194034267912763] #NP=897332904 G(Pi(x))=563
[1194034267912763,1194065420560711] #NP=897325502 G(Pi(x))=579
[1194065420560777,1194096573208631] #NP=897355585 G(Pi(x))=605
[1194096573208751,1194127725856621] #NP=897348483 G(Pi(x))=567
[1194127725856853,1194158878504639] #NP=897341517 G(Pi(x))=565
[1194158878504679,1194190031152637] #NP=897377131 G(Pi(x))=559
[1194190031152747,1194221183800613] #NP=897366381 G(Pi(x))=505
[1194221183800613,1194252336448583] #NP=897361191 G(Pi(x))=553
[1194252336448603,1194283489096553] #NP=897363777 G(Pi(x))=579
[1194283489096571,1194314641744513] #NP=897342567 G(Pi(x))=555
[1194314641744547,1194345794392507] #NP=897347490 G(Pi(x))=550
[1194345794392537,1194376947040481] #NP=897344184 G(Pi(x))=542
[1194376947040553,1194408099688439] #NP=897328797 G(Pi(x))=561
[1194408099688481,1194439252336423] #NP=897359150 G(Pi(x))=535
[1194439252336457,1194470404984403] #NP=897356434 G(Pi(x))=565
[1194470404984469,1194501557632363] #NP=897340221 G(Pi(x))=565
[1194501557632399,1194532710280337] #NP=897370579 G(Pi(x))=576
[1194532710280379,1194563862928333] #NP=897336688 G(Pi(x))=605
[1194563862928351,1194595015576279] #NP=897340566 G(Pi(x))=604
[1194595015576343,1194626168224283] #NP=897319177 G(Pi(x))=705
[1194626168224339,1194657320872259] #NP=897316055 G(Pi(x))=546
[1194657320872271,1194688473520211] #NP=897338872 G(Pi(x))=616
[1194688473520249,1194719626168181] #NP=897342246 G(Pi(x))=571
[1194719626168301,1194750778816169] #NP=897322176 G(Pi(x))=553
[1194750778816207,1194781931464157] #NP=897330493 G(Pi(x))=557
[1194781931464243,1194813084112129] #NP=897348520 G(Pi(x))=553
[1194813084112171,1194844236760067] #NP=897343549 G(Pi(x))=574
[1194844236760117,1194875389408087] #NP=897331809 G(Pi(x))=528
[1194875389408117,1194906542056027] #NP=897330290 G(Pi(x))=539
[1194906542056093,1194937694704031] #NP=897355456 G(Pi(x))=547
[1194937694704049,1194968847351943] #NP=897333779 G(Pi(x))=531
[1194968847352067,1194999999999983] #NP=897356098 G(Pi(x))=593
[1195000000000007,1195019470404961] #NP=560827111 G(Pi(x))=558
[1195019470404989,1195038940809953] #NP=560841184 G(Pi(x))=529
[1195038940810007,1195058411214937] #NP=560821969 G(Pi(x))=515
[1195058411214953,1195077881619913] #NP=560823372 G(Pi(x))=627
[1195077881619989,1195097352024839] #NP=560830402 G(Pi(x))=565
[1195097352024943,1195116822429877] #NP=560814364 G(Pi(x))=553
[1195116822429913,1195136292834877] #NP=560828103 G(Pi(x))=537
[1195136292834889,1195155763239863] #NP=560821379 G(Pi(x))=478
[1195155763239881,1195175233644853] #NP=560843436 G(Pi(x))=592
[1195175233644881,1195194704049821] #NP=560840186 G(Pi(x))=623
[1195194704049937,1195214174454823] #NP=560846819 G(Pi(x))=543
[1195214174454857,1195233644859773] #NP=560808015 G(Pi(x))=535
[1195233644859833,1195253115264779] #NP=560825209 G(Pi(x))=531
[1195253115264797,1195272585669769] #NP=560832018 G(Pi(x))=552
[1195272585669847,1195292056074731] #NP=560851802 G(Pi(x))=519
[1195292056074821,1195311526479743] #NP=560830483 G(Pi(x))=530
[1195311526479787,1195330996884709] #NP=560824503 G(Pi(x))=473
[1195330996884751,1195350467289707] #NP=560821465 G(Pi(x))=521
[1195350467289743,1195369937694659] #NP=560849119 G(Pi(x))=501
[1195369937694719,1195389408099673] #NP=560821892 G(Pi(x))=530
[1195389408099701,1195408878504601] #NP=560820060 G(Pi(x))=543
[1195408878504677,1195428348909629] #NP=560830517 G(Pi(x))=509
[1195428348909661,1195447819314631] #NP=560837085 G(Pi(x))=545
[1195447819314659,1195467289719589] #NP=560827895 G(Pi(x))=587
[1195467289719629,1195486760124577] #NP=560831833 G(Pi(x))=501
[1195486760124619,1195506230529581] #NP=560827584 G(Pi(x))=637
[1195506230529631,1195525700934557] #NP=560825507 G(Pi(x))=568
[1195525700934647,1195545171339523] #NP=560798895 G(Pi(x))=533
[1195545171339569,1195564641744467] #NP=560814962 G(Pi(x))=529
[1195564641744611,1195584112149467] #NP=560823426 G(Pi(x))=522
[1195584112149551,1195603582554481] #NP=560820674 G(Pi(x))=544
[1195603582554523,1195623052959449] #NP=560835918 G(Pi(x))=486
[1195623052959493,1195642523364439] #NP=560823598 G(Pi(x))=521
[1195642523364503,1195661993769337] #NP=560820315 G(Pi(x))=569
[1195661993769499,1195681464174433] #NP=560819748 G(Pi(x))=529
[1195681464174467,1195700934579407] #NP=560817509 G(Pi(x))=589
[1195700934579449,1195728193146283] #NP=785146087 G(Pi(x))=557
[1195728193146413,1195755451713353] #NP=785145169 G(Pi(x))=542
[1195755451713467,1195782710280343] #NP=785144565 G(Pi(x))=535
[1195782710280373,1195809968847323] #NP=785135915 G(Pi(x))=551
[1195809968847421,1195837227414239] #NP=785156210 G(Pi(x))=539
[1195837227414353,1195864485981257] #NP=785138690 G(Pi(x))=540
[1195864485981293,1195891744548197] #NP=785141905 G(Pi(x))=535
[1195891744548287,1195919003115233] #NP=785149201 G(Pi(x))=531
[1195919003115281,1195948208722693] #NP=841217214 G(Pi(x))=525
[1195948208722727,1195977414330199] #NP=841240857 G(Pi(x))=587
[1195977414330233,1196006619937663] #NP=841215093 G(Pi(x))=525
[1196006619937693,1196035825545103] #NP=841229805 G(Pi(x))=557
[1196035825545163,1196065031152633] #NP=841242365 G(Pi(x))=597
[1196065031152633,1196094236760067] #NP=841237741 G(Pi(x))=561
[1196094236760239,1196123442367549] #NP=841215806 G(Pi(x))=589
[1196123442367597,1196152647975053] #NP=841213350 G(Pi(x))=525
[1196152647975073,1196181853582501] #NP=841223564 G(Pi(x))=609
[1196181853582571,1196211059190013] #NP=841240839 G(Pi(x))=556
[1196211059190053,1196240264797421] #NP=841230901 G(Pi(x))=564
[1196240264797531,1196269470404941] #NP=841225316 G(Pi(x))=560
[1196269470404999,1196298676012403] #NP=841232393 G(Pi(x))=607
[1196298676012487,1196327881619879] #NP=841239159 G(Pi(x))=579
[1196327881619933,1196357087227399] #NP=841196753 G(Pi(x))=521
[1196357087227553,1196386292834861] #NP=841232547 G(Pi(x))=540
[1196386292834963,1196415498442349] #NP=841210670 G(Pi(x))=511
[1196415498442369,1196444704049813] #NP=841232622 G(Pi(x))=525
[1196444704049867,1196473909657303] #NP=841209796 G(Pi(x))=537
[1196473909657333,1196503115264783] #NP=841215551 G(Pi(x))=533
[1196503115264801,1196534267912749] #NP=897274253 G(Pi(x))=591
[1196534267912773,1196565420560693] #NP=897288241 G(Pi(x))=528
[1196565420560773,1196596573208713] #NP=897306358 G(Pi(x))=575
[1196596573208713,1196627725856657] #NP=897292586 G(Pi(x))=515
[1196627725856701,1196658878504659] #NP=897300281 G(Pi(x))=537
[1196658878504711,1196690031152587] #NP=897311088 G(Pi(x))=521
[1196690031152663,1196721183800573] #NP=897304319 G(Pi(x))=516
[1196721183800699,1196752336448573] #NP=897299200 G(Pi(x))=571
[1196752336448689,1196783489096537] #NP=897277432 G(Pi(x))=506
[1196783489096593,1196814641744483] #NP=897318826 G(Pi(x))=537
[1196814641744629,1196845794392471] #NP=897310768 G(Pi(x))=556
[1196845794392519,1196876947040479] #NP=897290051 G(Pi(x))=533
[1196876947040491,1196908099688449] #NP=897283035 G(Pi(x))=527
[1196908099688537,1196939252336389] #NP=897309909 G(Pi(x))=519
[1196939252336543,1196970404984401] #NP=897280939 G(Pi(x))=593
[1196970404984429,1197001557632339] #NP=897284632 G(Pi(x))=512
[1197001557632399,1197032710280359] #NP=897309126 G(Pi(x))=647
[1197032710280383,1197063862928333] #NP=897291307 G(Pi(x))=551
[1197063862928363,1197095015576237] #NP=897315768 G(Pi(x))=544
[1197095015576351,1197126168224269] #NP=897287242 G(Pi(x))=529
[1197126168224309,1197157320872251] #NP=897297319 G(Pi(x))=534
[1197157320872267,1197188473520051] #NP=897288167 G(Pi(x))=581
[1197188473520261,1197219626168207] #NP=897287708 G(Pi(x))=581
[1197219626168239,1197250778816171] #NP=897279283 G(Pi(x))=547
[1197250778816207,1197281931464077] #NP=897303518 G(Pi(x))=527
[1197281931464189,1197313084112113] #NP=897276776 G(Pi(x))=499
[1197313084112149,1197344236760099] #NP=897298513 G(Pi(x))=520
[1197344236760137,1197375389408057] #NP=897277093 G(Pi(x))=531
[1197375389408089,1197406542056057] #NP=897262753 G(Pi(x))=585
[1197406542056107,1197437694704023] #NP=897253497 G(Pi(x))=529
[1197437694704047,1197468847351993] #NP=897259749 G(Pi(x))=540
[1197468847352087,1197499999999939] #NP=897272924 G(Pi(x))=524
 2 - 1014 |  1x1014 - 2x1014 |  2x1014 - 3x1014 |  3x1014 - 4x1014 |  4x1014 - 5x1014 |
 5x1014 - 6x1014 |  6x1014 - 7x1014 |  7x1014 - 8x1014 |  8x1014 - 9x1014 |  9x1014 - 1015 |
 1015 - 1.1x1015 |  1.1x1015 - 1.2x1015 |