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External module "ql/math/randomnumbers/data/lattice/lattice"

Index

Variables

Const latticeA

latticeA: number[] = [1 ,182667 ,469891 ,498753 ,110745 ,446247 ,250185 ,118627 ,245333 ,283199 ,408519 ,391023 ,246327 ,126539 ,399185 ,461527 ,300343 ,69681 ,516695 ,436179 ,106383 ,238523 ,413283 ,70841 ,47719 ,300129 ,113029 ,123925 ,410745 ,211325 ,17489 ,511893 ,40767 ,186077 ,519471 ,255369 ,101819 ,243573 ,66189 ,152143 ,503455 ,113217 ,132603 ,463967 ,297717 ,157383 ,224015 ,502917 ,36237 ,94049 ,170665 ,79397 ,123963 ,223451 ,323871 ,303633 ,98567 ,318855 ,494245 ,477137 ,177975 ,64483 ,26695 ,88779 ,94497 ,239429 ,381007 ,110205 ,339157 ,73397 ,407559 ,181791 ,442675 ,301397 ,32569 ,147737 ,189949 ,138655 ,350241 ,63371 ,511925 ,515861 ,434045 ,383435 ,249187 ,492723 ,479195 ,84589 ,99703 ,239831 ,269423 ,182241 ,61063 ,130789 ,143095 ,471209 ,139019 ,172565 ,487045 ,304803 ,45669 ,380427 ,19547 ,425593 ,337729 ,237863 ,428453 ,291699 ,238587 ,110653 ,196113 ,465711 ,141583 ,224183 ,266671 ,169063 ,317617 ,68143 ,291637 ,263355 ,427191 ,200211 ,365773 ,254701 ,368663 ,248047 ,209221 ,279201 ,323179 ,80217 ,122791 ,316633 ,118515 ,14253 ,129509 ,410941 ,402601 ,511437 ,10469 ,366469 ,463959 ,442841 ,54641 ,44167 ,19703 ,209585 ,69037 ,33317 ,433373 ,55879 ,245295 ,10905 ,468881 ,128617 ,417919 ,45067 ,442243 ,359529 ,51109 ,290275 ,168691 ,212061 ,217775 ,405485 ,313395 ,256763 ,152537 ,326437 ,332981 ,406755 ,423147 ,412621 ,362019 ,279679 ,169189 ,107405 ,251851 ,5413 ,316095 ,247945 ,422489 ,2555 ,282267 ,121027 ,369319 ,204587 ,445191 ,337315 ,322505 ,388411 ,102961 ,506099 ,399801 ,254381 ,452545 ,309001 ,147013 ,507865 ,32283 ,320511 ,264647 ,417965 ,227069 ,341461 ,466581 ,386241 ,494585 ,201479 ,151243 ,481337 ,68195 ,75401 ,58359 ,448107 ,459499 ,9873 ,365117 ,350845 ,181873 ,7917 ,436695 ,43899 ,348367 ,423927 ,437399 ,385089 ,21693 ,268793 ,49257 ,250211 ,125071 ,341631 ,310163 ,94631 ,108795 ,21175 ,142847 ,383599 ,71105 ,65989 ,446433 ,177457 ,107311 ,295679 ,442763 ,40729 ,322721 ,420175 ,430359 ,480757 ,221417 ,460963 ,263529 ,263625 ,16919 ,289121 ,243609 ,414769 ,147195 ,326731 ,277925 ,185497 ,29735 ,11185 ,212811 ,371743 ,33547 ,250809 ,390965 ,486257 ,348223 ,263649 ,241785 ,425685 ,240127 ,447899 ,182195 ,306733 ,465107 ,434787 ,239361 ,437289 ,183495 ,75179 ,431157 ,376487 ,141253 ,293903 ,399797 ,325045 ,277541 ,215657 ,263115 ,193361 ,478441 ,299477 ,319217 ,176929 ,279451 ,32237 ,346181 ,374911 ,443279 ,319283 ,306211 ,70449 ,88145 ,272219 ,178705 ,159715 ,177793 ,164999 ,16833 ,49379 ,83863 ,223583 ,22615 ,225323 ,111767 ,361309 ,182521 ,154685 ,426543 ,482481 ,122871 ,250773 ,324031 ,227329 ,465853 ,165123 ,163615 ,245155 ,192403 ,364635 ,276575 ,195289 ,439767 ,386711 ,472741 ,6385 ,435121 ,299865 ,151695 ,344227 ,505437 ,130021 ,254671 ,165583 ,129277 ,513679 ,155197 ,147197 ,161911 ,408721 ,134261 ,56599 ,410699 ,110337 ,18283 ,393383 ,222965 ,244381 ,89807 ,198515 ,219643 ,467277 ,69251 ,227483 ,90213 ,405587 ,225651 ,349029 ,365859 ,448277 ,284285 ,85247 ,8363 ,235701 ,168505 ,11797 ,326593 ,482271 ,181411 ,424383 ,486111 ,136879 ,467187 ,523659 ,357769 ,102621 ,120121 ,253107 ,11107 ,410147 ,315347 ,1551 ,60525 ,265467 ,404483 ,174571 ,303643 ,12741 ,486785 ,382527 ,264167 ,438949 ,73635 ,149281 ,482205 ,150185 ,256827 ,108249 ,38907 ,511485 ,437613 ,401415 ,196935 ,228179 ,207375 ,366367 ,55589 ,84509 ,108335 ,371355 ,384565 ,35521 ,175225 ,111363 ,61861 ,183569 ,406605 ,71801 ,211703 ,132611 ,241903 ,215337 ,235709 ,415963 ,274405 ,4703 ,240525 ,416779 ,243755 ,157423 ,286867 ,227441 ,254477 ,462447 ,276941 ,111189 ,144789 ,368511 ,321515 ,355653 ,330037 ,193619 ,172623 ,357807 ,255105 ,265789 ,348989 ,399829 ,88709 ,147959 ,397901 ,25605 ,426447 ,223367 ,281913 ,109421 ,354737 ,97901 ,221801 ,483127 ,331811 ,284329 ,200029 ,472285 ,161795 ,142317 ,521093 ,375505 ,103755 ,166279 ,57527 ,161091 ,215319 ,485895 ,25887 ,89591 ,240303 ,253535 ,491933 ,137349 ,26775 ,1729 ,409481 ,468105 ,114849 ,396207 ,131517 ,179647 ,82499 ,270263 ,507511 ,126811 ,392021 ,290691 ,144999 ,409189 ,25557 ,217529 ,292351 ,418783 ,192003 ,162237 ,300457 ,283151 ,244869 ,372931 ,245703 ,124071 ,1135 ,286385 ,256437 ,277087 ,351965 ,88117 ,379293 ,177055 ,5879 ,372417 ,277241 ,204087 ,28287 ,510057 ,509695 ,148637 ,173693 ,18863 ,410971 ,490307 ,158579 ,180629 ,292825 ,56021 ,161863 ,391107 ,441385 ,41333 ,88349 ,248261 ,414605 ,250945 ,258519 ,519295 ,428331 ,82417 ,297583 ,236509 ,193353 ,521611 ,252473 ,8615 ,315077 ,356463 ,168977 ,225931 ,471707 ,523789 ,283671 ,107083 ,338195 ,64035 ,422417 ,114519 ,179967 ,228957 ,249611 ,300357 ,414135 ,316269 ,482363 ,349081 ,247739 ,257763 ,514731 ,459623 ,273057 ,190725 ,16075 ,225093 ,263631 ,304121 ,456955 ,185759 ,447357 ,463223 ,507381 ,91535 ,293531 ,336195 ,338591 ,233527 ,475567 ,202419 ,497965 ,427305 ,292097 ,87701 ,46525 ,425127 ,162119 ,91059 ,509853 ,439515 ,193197 ,489889 ,247123 ,72951 ,19091 ,32249 ,175185 ,401645 ,481103 ,156391 ,461987 ,274743 ,258789 ,363861 ,329821 ,441411 ,494409 ,523681 ,275133 ,476635 ,356313 ,301287 ,370055 ,223247 ,474385 ,235885 ,464331 ,100449 ,154789 ,354597 ,46075 ,509469 ,293887 ,118997 ,94605 ,130853 ,62381 ,446211 ,110775 ,441749 ,11647 ,441327 ,518019 ,266745 ,303321 ,428073 ,439511 ,327309 ,370317 ,99099 ,92823 ,47303 ,508365 ,122925 ,371521 ,413947 ,381997 ,128693 ,338147 ,68609 ,298361 ,142827 ,78791 ,110299 ,74983 ,399743 ,248095 ,446313 ,211653 ,42373 ,380463 ,305563 ,287069 ,174685 ,350981 ,87739 ,118153 ,130365 ,288001 ,85703 ,370809 ,261363 ,243289 ,127027 ,450185 ,230997 ,96425 ,165333 ,329901 ,166631 ,451049 ,124935 ,425907 ,187583 ,426405 ,407503 ,481683 ,436815 ,36701 ,230675 ,142295 ,384337 ,97869 ,174277 ,105907 ,411309 ,442025 ,420455 ,275357 ,36543 ,399931 ,369307 ,300069 ,198191 ,275635 ,74869 ,395981 ,154569 ,425805 ,209447 ,511999 ,311137 ,401091 ,114095 ,123237 ,409775 ,313845 ,411497 ,307259 ,252635 ,486853 ,415967 ,393585 ,252305 ,248807 ,429869 ,19877 ,238767 ,465765 ,251435 ,31931 ,9375 ,394037 ,482327 ,226155 ,276901 ,145515 ,515957 ,58865 ,432665 ,317515 ,202675 ,194919 ,363725 ,167451 ,496379 ,88081 ,429401 ,193909 ,464257 ,21783 ,255519 ,173419 ,4525 ,396301 ,323707 ,301965 ,58913 ,181921 ,392791 ,517181 ,199121 ,150613 ,498367 ,353209 ,362387 ,426477 ,30755 ,481743 ,79335 ,242545 ,193489 ,154217 ,152365 ,248003 ,160629 ,450905 ,119515 ,312019 ,221569 ,470791 ,42569 ,305501 ,107903 ,322337 ,40815 ,2239 ,45407 ,377109 ,222897 ,408051 ,334611 ,102593 ,474007 ,449755 ,395473 ,183207 ,445655 ,359145 ,480015 ,506445 ,415163 ,459765 ,240993 ,348643 ,311311 ,301277 ,506281 ,478109 ,106897 ,475519 ,295603 ,329847 ,177575 ,127243 ,272713 ,304281 ,50573 ,349417 ,131487 ,502907 ,412417 ,397071 ,147315 ,235781 ,255885 ,421135 ,161223 ,77175 ,331995 ,78655 ,211715 ,301259 ,219035 ,127701 ,83493 ,61371 ,300739 ,312513 ,466155 ,314441 ,345733 ,156889 ,487233 ,146325 ,73709 ,23791 ,469019 ,429905 ,210955 ,512205 ,237585 ,38469 ,380697 ,299875 ,275393 ,388021 ,354889 ,266469 ,293501 ,186931 ,124695 ,432785 ,242425 ,107199 ,57331 ,200461 ,371767 ,159645 ,217483 ,299463 ,443487 ,387823 ,288247 ,231339 ,69451 ,167207 ,474283 ,288285 ,35023 ,310071 ,52017 ,377933 ,184317 ,236333 ,100811 ,6867 ,225535 ,495413 ,237521 ,165557 ,466251 ,494583 ,41971 ,325869 ,497911 ,107613 ,261385 ,254175 ,420485 ,345119 ,271503 ,474889 ,79655 ,131139 ,494331 ,204103 ,56679 ,30945 ,103137 ,387471 ,375569 ,347443 ,84925 ,109079 ,121365 ,28371 ,23283 ,402765 ,45085 ,203239 ,332045 ,280521 ,511521 ,420779 ,457787 ,308723 ,213891 ,340515 ,6077 ,469349 ,317283 ,193051 ,84615 ,26411 ,111133 ,384309 ,89225 ,15061 ,451299 ,253109 ,283983 ,272139 ,224493 ,457497 ,198591 ,60857 ,170653 ,516063 ,63655 ,176635 ,496653 ,142945 ,181199 ,271031 ,262767 ,431349 ,82049 ,441275 ,496297 ,469933 ,413335 ,194583 ,105247 ,500683 ,139889 ,100381 ,440753 ,193069 ,5979 ,193247 ,301363 ,33843 ,221103 ,132691 ,130351 ,367705 ,132071 ,410455 ,5763 ,280417 ,359827 ,30087 ,290263 ,357573 ,86205 ,65473 ,144355 ,146417 ,84499 ,5649 ,518281 ,65049 ,42149 ,145689 ,314395 ,235127 ,205711 ,182221 ,346969 ,227929 ,428517 ,31343 ,431861 ,300643 ,498615 ,100851 ,488335 ,310185 ,322423 ,497201 ,484405 ,444527 ,51333 ,413769 ,65027 ,412357 ,287663 ,99387 ,508665 ,134905 ,337535 ,351489 ,290759 ,513485 ,391501 ,139009 ,514003 ,360051 ,194857 ,214625 ,190319 ,193121 ,279099 ,188459 ,465397 ,444741 ,1599 ,376567 ,502721 ,300331 ,309899 ,105713 ,221565 ,209529 ,226541 ,168083 ,172953 ,480521 ,41525 ,503357 ,513735 ,20585 ,509665 ,415835 ,268953 ,318039 ,318647 ,61943 ,406283 ,159249 ,243265 ,86427 ,356525 ,161945 ,88741 ,155739 ,30999 ,469509 ,416535 ,516925 ,20595 ,492481 ,118079 ,67531 ,93975 ,254945 ,460265 ,32577 ,286941 ,461315 ,229511 ,205789 ,123411 ,228447 ,405775 ,316867 ,12567 ,480181 ,507221 ,463329 ,360803 ,271225 ,433273 ,489915 ,164057 ,389401 ,61883 ,365689 ,120717 ,7725 ,97135 ,145163 ,311659 ,517775 ,47851 ,109593 ,472773 ,400637 ,19087 ,293147 ,484279 ,38049 ,331861 ,226935 ,451367 ,60083 ,507751 ,256185 ,159613 ,478559 ,466397 ,243859 ,474635 ,69159 ,75285 ,471867 ,436483 ,194003 ,332149 ,521247 ,221209 ,459463 ,195993 ,201455 ,15545 ,137185 ,204247 ,474959 ,324651 ,121031 ,328369 ,486033 ,104301 ,256295 ,306443 ,275897 ,321283 ,350205 ,330847 ,367481 ,475923 ,207701 ,494919 ,336813 ,267257 ,227219 ,472323 ,78973 ,513131 ,225923 ,434771 ,483219 ,114577 ,357429 ,165589 ,408211 ,494065 ,77643 ,355371 ,286569 ,35217 ,179467 ,36367 ,443261 ,142009 ,354987 ,186625 ,817 ,243731 ,383875 ,40125 ,13155 ,367409 ,468829 ,447387 ,13997 ,356469 ,285679 ,92327 ,419925 ,442095 ,392039 ,176961 ,146825 ,175823 ,88141 ,199553 ,14927 ,123441 ,90739 ,241217 ,53023 ,264725 ,283201 ,143723 ,408395 ,481677 ,348225 ,320161 ,37003 ,522423 ,70665 ,340285 ,146281 ,445675 ,385085 ,250727 ,502921 ,399081 ,199841 ,400747 ,180879 ,442621 ,338349 ,376305 ,286299 ,298983 ,148231 ,188293 ,312811 ,374571 ,15025 ,80623 ,460867 ,71815 ,191007 ,370419 ,285835 ,103895 ,34305 ,366809 ,137355 ,312313 ,393671 ,123371 ,211783 ,492741 ,371635 ,68305 ,448925 ,491667 ,390687 ,469303 ,455913 ,131369 ,23171 ,387865 ,229647 ,357387 ,44221 ,85497 ,497103 ,331905 ,63131 ,522595 ,121011 ,512597 ,367289 ,91267 ,72693 ,40989 ,83659 ,344031 ,323869 ,453437 ,226351 ,29011 ,274231 ,396789 ,439683 ,397207 ,341859 ,374821 ,213971 ,20097 ,174827 ,437687 ,205455 ,109395 ,309329 ,32869 ,284877 ,333319 ,167233 ,157959 ,389749 ,484567 ,265265 ,99497 ,288789 ,319989 ,133933 ,487021 ,278713 ,323331 ,450597 ,404371 ,135937 ,311647 ,363539 ,486493 ,440019 ,414487 ,232917 ,851 ,429267 ,93357 ,383357 ,112977 ,390981 ,139493 ,117513 ,482133 ,447549 ,14093 ,218813 ,320407 ,212417 ,34553 ,38101 ,185693 ,185261 ,474591 ,502403 ,204315 ,476157 ,118695 ,262023 ,217349 ,433597 ,276007 ,205027 ,497981 ,159879 ,450003 ,78073 ,449741 ,394723 ,276655 ,302909 ,73193 ,485803 ,128453 ,190853 ,448625 ,423923 ,450751 ,84341 ,88515 ,278945 ,15023 ,460179 ,432595 ,31905 ,81855 ,83211 ,460571 ,125237 ,2637 ,206799 ,382775 ,96453 ,467767 ,96071 ,332519 ,175269 ,187643 ,337227 ,378167 ,6565 ,317723 ,435053 ,39425 ,377629 ,240171 ,210049 ,141119 ,341063 ,318885 ,239455 ,110491 ,65875 ,335251 ,336349 ,77589 ,157821 ,62429 ,522025 ,168735 ,130331 ,489131 ,446475 ,116305 ,262001 ,99991 ,482961 ,421499 ,245947 ,359321 ,38481 ,321173 ,161151 ,406195 ,7507 ,72795 ,256199 ,306699 ,314195 ,438761 ,181227 ,349763 ,431907 ,26319 ,441141 ,44541 ,486865 ,326673 ,379261 ,361973 ,521935 ,19205 ,90667 ,231881 ,287905 ,269053 ,128239 ,251485 ,423591 ,503993 ,225627 ,155339 ,518847 ,374369 ,329871 ,219073 ,360565 ,54941 ,244749 ,414575 ,281531 ,229491 ,321177 ,287485 ,301621 ,206741 ,340997 ,231751 ,389515 ,347819 ,176747 ,161639 ,429653 ,445151 ,94467 ,224415 ,291995 ,497733 ,414631 ,418071 ,233485 ,470293 ,96223 ,76519 ,181327 ,105741 ,25159 ,491531 ,160453 ,314353 ,99767 ,337271 ,113963 ,467495 ,30361 ,499149 ,13275 ,67849 ,351547 ,452929 ,237379 ,392947 ,337257 ,190073 ,294111 ,201073 ,216495 ,25003 ,513811 ,316363 ,211719 ,258485 ,274409 ,187933 ,227047 ,250167 ,430745 ,285839 ,44841 ,215175 ,181493 ,234721 ,467439 ,457019 ,509077 ,359201 ,11027 ,429903 ,268385 ,97401 ,139475 ,412901 ,384039 ,216497 ,22511 ,368699 ,428213 ,124377 ,436615 ,360837 ,429077 ,400709 ,514399 ,241011 ,80915 ,66531 ,173107 ,524193 ,65449 ,357243 ,472359 ,457421 ,276537 ,332615 ,121161 ,30523 ,66625 ,493851 ,75357 ,72053 ,138243 ,498569 ,241009 ,482601 ,166199 ,302657 ,272589 ,92643 ,492011 ,118737 ,308979 ,6617 ,305097 ,466585 ,318419 ,149945 ,380153 ,291261 ,259013 ,88595 ,476949 ,41391 ,170045 ,256319 ,295207 ,372873 ,438169 ,196221 ,49225 ,200173 ,269399 ,202607 ,299353 ,221825 ,391325 ,248509 ,183861 ,62937 ,370937 ,308047 ,208963 ,362413 ,230899 ,518307 ,187739 ,460067 ,391577 ,434663 ,35647 ,286715 ,294589 ,389463 ,162933 ,411537 ,167093 ,65127 ,121753 ,344463 ,516765 ,414291 ,128981 ,243439 ,470701 ,437981 ,342493 ,322629 ,504431 ,383423 ,468615 ,402015 ,262491 ,225053 ,195803 ,145011 ,460657 ,289933 ,490493 ,258547 ,51845 ,284765 ,300867 ,142667 ,50691 ,172085 ,353993 ,500573 ,254085 ,113615 ,519945 ,129487 ,277663 ,164767 ,416047 ,155579 ,248353 ,109161 ,382985 ,388793 ,507679 ,299015 ,274125 ,204053 ,431273 ,513631 ,483277 ,36177 ,471323 ,306393 ,17351 ,87967 ,382551 ,4019 ,377623 ,114051 ,355573 ,523977 ,484437 ,271457 ,199003 ,108197 ,271007 ,344501 ,234951 ,157225 ,409627 ,129345 ,96097 ,264835 ,255921 ,338915 ,251267 ,277093 ,73221 ,392169 ,183719 ,139877 ,344877 ,195725 ,163315 ,6783 ,43537 ,244069 ,362533 ,97361 ,189961 ,240165 ,118595 ,452911 ,427757 ,314895 ,494405 ,21653 ,399265 ,330607 ,369479 ,491155 ,31265 ,434459 ,288753 ,84455 ,293565 ,460293 ,21425 ,61805 ,437609 ,259113 ,305619 ,234341 ,408429 ,294183 ,424917 ,521281 ,437047 ,430353 ,81257 ,393247 ,382355 ,131613 ,299665 ,20109 ,201617 ,185989 ,428861 ,94113 ,511567 ,412233 ,429035 ,519411 ,314931 ,519951 ,77705 ,87461 ,333213 ,284637 ,7935 ,371921 ,237783 ,428329 ,442883 ,322605 ,277795 ,103027 ,85391 ,176447 ,43693 ,323725 ,311337 ,344439 ,208419 ,93071 ,25893 ,395859 ,451291 ,448075 ,173979 ,397339 ,491231 ,93091 ,454985 ,351989 ,302041 ,361357 ,67663 ,170813 ,387243 ,224899 ,20489 ,484965 ,313779 ,361233 ,469957 ,332483 ,62329 ,246513 ,168613 ,11503 ,177541 ,333063 ,195349 ,295523 ,259807 ,142231 ,269037 ,482291 ,299483 ,252479 ,283629 ,240193 ,320163 ,486023 ,520959 ,63111 ,10213 ,431655 ,439659 ,147217 ,411661 ,308157 ,321907 ,501265 ,419839 ,371177 ,513683 ,419235 ,162683 ,346933 ,37079 ,455955 ,491201 ,343417 ,111105 ,516529 ,47713 ,171791 ,388113 ,247363 ,484029 ,169773 ,250871 ,439705 ,249861 ,93563 ,276649 ,347735 ,275159 ,444463 ,444457 ,340165 ,238219 ,511421 ,3711 ,293153 ,433595 ,498467 ,328597 ,462993 ,242767 ,280633 ,188319 ,147243 ,59519 ,10371 ,109385 ,421289 ,519729 ,311493 ,55557 ,62243 ,332767 ,132337 ,502769 ,190475 ,220289 ,368661 ,101033 ,159287 ,346783 ,88817 ,322189 ,297843 ,22851 ,314555 ,30719 ,226467 ,316875 ,64935 ,348957 ,411789 ,321345 ,100427 ,196969 ,216519 ,212671 ,238033 ,470295 ,428273 ,85607 ,368793 ,146055 ,169169 ,38043 ,26807 ,146255 ,400421 ,174601 ,491897 ,233119 ,387201 ,348875 ,68805 ,187145 ,20447 ,486529 ,60531 ,124855 ,456157 ,471813 ,183515 ,375031 ,107323 ,448423 ,283509 ,379319 ,417789 ,209295 ,238877 ,395877 ,427147 ,23411 ,223803 ,22595 ,108801 ,322185 ,58469 ,483411 ,394163 ,413329 ,354901 ,522441 ,109481 ,168295 ,269339 ,238611 ,503677 ,437089 ,379373 ,57093 ,91041 ,125787 ,324727 ,177279 ,50247 ,416961 ,506185 ,404993 ,374955 ,52633 ,301157 ,236643 ,167913 ,393529 ,178293 ,73215 ,385523 ,260125 ,486055 ,449495 ,58677 ,375277 ,320979 ,451277 ,330395 ,438251 ,310281 ,317481 ,126541 ,214215 ,475315 ,315097 ,318983 ,317505 ,474263 ,496911 ,125405 ,43067 ,33517 ,389253 ,42313 ,129447 ,421007 ,362237 ,227073 ,126017 ,479819 ,210921 ,79791 ,198363 ,384549 ,329489 ,44665 ,356461 ,134445 ,135127 ,449099 ,155947 ,168329 ,365601 ,353765 ,419155 ,150437 ,119517 ,298069 ,28947 ,35443 ,413727 ,269677 ,366217 ,136227 ,155333 ,464397 ,130865 ,241509 ,320225 ,137493 ,271105 ,75223 ,375527 ,143779 ,112229 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module

Random Copyright (c) Jin Yang. All Rights Reserved.

Const latticeB

latticeB: number[] = [1 ,182667 ,213731 ,255351 ,96013 ,116671 ,479315 ,424089 ,271103 ,464421 ,124483 ,230887 ,392877 ,162965 ,109125 ,168491 ,216103 ,5613 ,207895 ,506745 ,189519 ,114879 ,133967 ,374257 ,254597 ,502087 ,298245 ,191333 ,242099 ,285991 ,397887 ,507051 ,511437 ,129779 ,406987 ,345291 ,225123 ,511175 ,432153 ,306191 ,116577 ,809 ,370175 ,402615 ,485791 ,201053 ,366959 ,54087 ,395609 ,211615 ,68543 ,443345 ,327293 ,290819 ,278623 ,362043 ,236117 ,11091 ,216837 ,31545 ,325799 ,503877 ,410523 ,88371 ,240077 ,423807 ,479855 ,330835 ,134517 ,329989 ,473381 ,59205 ,337775 ,355995 ,372243 ,279827 ,367217 ,277741 ,267077 ,417971 ,152599 ,184949 ,511773 ,397077 ,520041 ,98063 ,52983 ,91233 ,363069 ,23829 ,424377 ,225285 ,171171 ,496765 ,352791 ,223231 ,253273 ,296195 ,273379 ,407265 ,305849 ,215121 ,489851 ,245893 ,397947 ,174723 ,329797 ,213325 ,357759 ,346031 ,131433 ,110731 ,487615 ,371877 ,330799 ,124595 ,48775 ,273275 ,405083 ,436731 ,465257 ,158265 ,82033 ,67805 ,203565 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,372515 ,131477 ,25899 ,422021 ,200333 ,24525 ,366853 ,402587 ,7949 ,377339 ,177891 ,189533 ,56667 ,211571 ,168725]

Const latticeC

latticeC: number[] = [1 ,433461 ,103659 ,481853 ,186513 ,108043 ,230553 ,308877 ,315969 ,296357 ,353965 ,295469 ,444083 ,157735 ,467587 ,203427 ,204263 ,164809 ,489653 ,41405 ,496131 ,272087 ,73491 ,235561 ,178769 ,217689 ,266071 ,521481 ,63271 ,443461 ,316261 ,516253 ,89115 ,54647 ,112249 ,97299 ,523441 ,308253 ,125789 ,44077 ,70947 ,60683 ,264777 ,447505 ,64759 ,506649 ,215695 ,518815 ,16797 ,468629 ,202995 ,412831 ,76121 ,416853 ,96081 ,437065 ,259709 ,428573 ,383439 ,319275 ,487901 ,464497 ,475393 ,33931 ,372939 ,491373 ,331895 ,255395 ,52697 ,239895 ,366669 ,472501 ,71227 ,163163 ,380373 ,335707 ,160831 ,124297 ,224891 ,404583 ,219553 ,420601 ,272947 ,13717 ,253503 ,326931 ,44105 ,211527 ,319891 ,397453 ,168727 ,438433 ,314087 ,483533 ,392737 ,438969 ,153185 ,244261 ,59037 ,1809 ,116459 ,451073 ,352463 ,206885 ,77509 ,162047 ,408541 ,470673 ,249707 ,330079 ,440047 ,134989 ,454647 ,228473 ,461803 ,8057 ,53241 ,118723 ,222419 ,170893 ,34227 ,82487 ,10745 ,348035 ,351657 ,174399 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,54791 ,214949 ,506679 ,403659 ,355859 ,125173 ,343293 ,51891 ,455505 ,385613 ,329091 ,281715 ,38573 ,99487 ,311131 ,271189 ,127373 ,294445 ,63549 ,242395 ,164509 ,439653 ,478167 ,477587 ,188651 ,205357 ,308325 ,415779 ,169339 ,27317 ,303347 ,167347 ,328923 ,448643 ,520581 ,104975 ,174613 ,69869 ,62981 ,180539 ,479061 ,286111 ,178253 ,219475 ,510101 ,205539 ,343221 ,227891 ,257795 ,246033 ,46941 ,34197 ,504099 ,101795 ,225341 ,186725 ,337309 ,359651 ,3771 ,63147 ,327383 ,410197 ,478987 ,454431 ,515763 ,157653 ,50131 ,406229 ,366535 ,393109 ,324869 ,412381 ,286771 ,207331 ,201943 ,408611 ,167867 ,378867 ,419131 ,147405 ,363189 ,345577 ,142797 ,203189 ,429787 ,425031 ,25629 ,317643 ,465315 ,507569 ,378323 ,447891 ,43659 ,26453 ,512307 ,383411 ,102731 ,518885 ,421853 ,173807 ,463115 ,71775 ,354749 ,51727 ,65269 ,177445 ,99371 ,398675 ,419393 ,233627 ,255599 ,264653 ,137949 ,394723 ,27605 ,201491 ,187101 ,164859 ,147905 ,419285 ,396747 ,314989 ,143317 ,460589 ,251667 ,477035 ,301107 ,512723 ,270837 ,395195 ,411013 ,175621 ,468597 ,355601 ,70263 ,17789 ,284159 ,51741 ,99281 ,108705 ,173289 ,295553 ,490249 ,302683 ,285607 ,481973 ,390225]

Const latticeD

latticeD: number[] = [1 ,182667 ,279195 ,223491 ,205755 ,359329 ,198937 ,246491 ,466233 ,379083 ,36369 ,64937 ,66771 ,316939 ,133085 ,123053 ,117393 ,150849 ,249011 ,84523 ,488607 ,302459 ,166527 ,320003 ,389385 ,167853 ,500963 ,29137 ,272065 ,191127 ,236801 ,33547 ,493351 ,287131 ,123975 ,144279 ,469429 ,303333 ,241475 ,464325 ,222725 ,461957 ,36889 ,302837 ,375867 ,330661 ,317387 ,251717 ,204691 ,448709 ,230903 ,332451 ,199565 ,505759 ,183713 ,259639 ,252645 ,399425 ,263827 ,335179 ,122001 ,461335 ,404323 ,105409 ,66413 ,311477 ,175313 ,279735 ,394009 ,17815 ,53097 ,38027 ,472745 ,410105 ,68809 ,473045 ,165945 ,267937 ,55141 ,62791 ,285995 ,126173 ,176985 ,427547 ,454863 ,424625 ,240079 ,78133 ,409009 ,115825 ,430717 ,382943 ,375529 ,515661 ,426131 ,456381 ,219683 ,316389 ,259059 ,84999 ,275415 ,304479 ,409707 ,420535 ,40537 ,385491 ,518771 ,167559 ,34663 ,130747 ,248377 ,104613 ,91679 ,490637 ,155525 ,80879 ,294657 ,383837 ,10835 ,208567 ,305071 ,308645 ,516997 ,266997 ,512799 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