Finite Group Databasebeta

← Group #20289708

Character table — Group #20289708

Order 6784.

C1C2C3C4C5C6C7C8C9C10C11C12C13C14C15C16C17C18C19C20C21C22C23C24C25C26C27C28C29C30C31C32C33C34C35C36C37C38C39C40C41C42C43C44C45C46C47C48C49C50C51C52C53C54C55C56C57C58C59C60C61C62C63C64C65C66C67C68C69C70C71C72C73C74C75C76C77C78C79C80C81C82C83C84C85C86C87C88C89C90C91C92C93C94C95C96C97C98C99C100C101C102C103C104C105C106C107C108C109C110C111C112C113C114C115C116C117C118C119C120C121C122C123C124C125C126C127C128C129C130C131C132C133C134C135C136C137C138C139C140C141C142C143C144C145C146C147C148C149C150C151C152C153C154C155C156C157C158C159C160C161C162C163C164C165C166C167C168C169C170C171C172C173C174C175C176C177C178C179C180C181C182C183C184C185C186C187C188C189C190C191C192C193C194C195C196C197C198C199C200C201C202C203C204C205C206C207C208C209C210C211
size1111224444444444444444444444444444444444444444444444444444448888888888888888888888888888888888888888888888888888888888888888888888888888881616161616161616161616161616161616161616161616161616161616161616161616161616161616161616161616161616161616106106106106106106212212212212212212212212212424424424424848
order122244885353535353535353535353535310610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610610621221221221221221221221221221221221221221221221221221221221221221221221221221242442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442442122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122122124488882161616161616161688884
χ11111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111
χ2111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1-1-1-1-1-11
χ311111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1iiii−i−i−i−i−i−iii-1
χ411111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1−i−i−i−iiiiiii−i−i-1
χ5111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1111111111111111-1-1-1-1-1
χ6111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-11111111-1-1-1-1-1-1-1-11111-1
χ7111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1iiii−i−i−i−iii−i−i1
χ8111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111111-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1−i−i−i−iiiii−i−iii1
χ9222222-2-2222222222222222222222222222222222222222222222222222222222222222222222222222222-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-20000000000000000000000000000000000000000000000000000022-2-2-2-220000000000000
χ10222222-2-2222222222222222222222222222222222222222222222222222222222222222222222222222222-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-200000000000000000000000000000000000000000000000000000-2-22222-20000000000000
χ112222-2-2002222222222222222222222222222222222222222222222222222-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000220000-222−2−222−2−200000
χ122222-2-2002222222222222222222222222222222222222222222222222222-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000220000-2−2−222−2−22200000
χ132222-2-2002222222222222222222222222222222222222222222222222222-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000-2-200002i2i2−i2−i2−i2−i2i2i200000
χ142222-2-2002222222222222222222222222222222222222222222222222222-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2-2000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000-2-200002−i2−i2i2i2i2i2−i2−i200000
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χ2068-8-888-800−2ζ280−2ζ344−2ζ504−2ζ568−2ζ136−2ζ264−2ζ584−2ζ712−2ζ8−2ζ184−2ζ664−2ζ840−2ζ104−2ζ152−2ζ696−2ζ744−2ζ24−2ζ296−2ζ552−2ζ824−2ζ56−2ζ408−2ζ440−2ζ792−2ζ120−2ζ216−2ζ632−2ζ728−2ζ168−2ζ376−2ζ472−2ζ680−2ζ312−2ζ392−2ζ456−2ζ536−2ζ232−2ζ248−2ζ600−2ζ616−2ζ40−2ζ72−2ζ776−2ζ808−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ6482ζ280+2ζ344+2ζ504+2ζ5682ζ136+2ζ264+2ζ584+2ζ7122ζ8+2ζ184+2ζ664+2ζ8402ζ104+2ζ152+2ζ696+2ζ7442ζ24+2ζ296+2ζ552+2ζ8242ζ56+2ζ408+2ζ440+2ζ7922ζ120+2ζ216+2ζ632+2ζ7282ζ168+2ζ376+2ζ472+2ζ6802ζ312+2ζ392+2ζ456+2ζ5362ζ232+2ζ248+2ζ600+2ζ6162ζ40+2ζ72+2ζ776+2ζ8082ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ648−2ζ280−2ζ344−2ζ504−2ζ568−2ζ136−2ζ264−2ζ584−2ζ712−2ζ8−2ζ184−2ζ664−2ζ840−2ζ104−2ζ152−2ζ696−2ζ744−2ζ24−2ζ296−2ζ552−2ζ824−2ζ56−2ζ408−2ζ440−2ζ792−2ζ120−2ζ216−2ζ632−2ζ728−2ζ168−2ζ376−2ζ472−2ζ680−2ζ312−2ζ392−2ζ456−2ζ536−2ζ232−2ζ248−2ζ600−2ζ616−2ζ40−2ζ72−2ζ776−2ζ808−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ6482ζ280+2ζ344+2ζ504+2ζ5682ζ136+2ζ264+2ζ584+2ζ7122ζ8+2ζ184+2ζ664+2ζ8402ζ104+2ζ152+2ζ696+2ζ7442ζ24+2ζ296+2ζ552+2ζ8242ζ56+2ζ408+2ζ440+2ζ7922ζ120+2ζ216+2ζ632+2ζ7282ζ168+2ζ376+2ζ472+2ζ6802ζ312+2ζ392+2ζ456+2ζ5362ζ232+2ζ248+2ζ600+2ζ6162ζ40+2ζ72+2ζ776+2ζ8082ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ648−2ζ280−2ζ344−2ζ504−2ζ568−2ζ136−2ζ264−2ζ584−2ζ712−2ζ8−2ζ184−2ζ664−2ζ840−2ζ104−2ζ152−2ζ696−2ζ744−2ζ24−2ζ296−2ζ552−2ζ824−2ζ56−2ζ408−2ζ440−2ζ792−2ζ120−2ζ216−2ζ632−2ζ728−2ζ168−2ζ376−2ζ472−2ζ680−2ζ312−2ζ392−2ζ456−2ζ536−2ζ232−2ζ248−2ζ600−2ζ616−2ζ40−2ζ72−2ζ776−2ζ808−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ6482ζ280+2ζ344+2ζ504+2ζ5682ζ136+2ζ264+2ζ584+2ζ7122ζ8+2ζ184+2ζ664+2ζ8402ζ104+2ζ152+2ζ696+2ζ7442ζ24+2ζ296+2ζ552+2ζ8242ζ56+2ζ408+2ζ440+2ζ7922ζ120+2ζ216+2ζ632+2ζ7282ζ168+2ζ376+2ζ472+2ζ6802ζ312+2ζ392+2ζ456+2ζ5362ζ232+2ζ248+2ζ600+2ζ6162ζ40+2ζ72+2ζ776+2ζ8082ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ64800000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
χ2078-8-888-800−2ζ88−2ζ328−2ζ520−2ζ760−2ζ232−2ζ248−2ζ600−2ζ616−2ζ136−2ζ264−2ζ584−2ζ712−2ζ40−2ζ72−2ζ776−2ζ808−2ζ56−2ζ408−2ζ440−2ζ792−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ312−2ζ392−2ζ456−2ζ536−2ζ120−2ζ216−2ζ632−2ζ728−2ζ24−2ζ296−2ζ552−2ζ824−2ζ168−2ζ376−2ζ472−2ζ680−2ζ200−2ζ360−2ζ488−2ζ648−2ζ8−2ζ184−2ζ664−2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ232+2ζ248+2ζ600+2ζ6162ζ136+2ζ264+2ζ584+2ζ7122ζ40+2ζ72+2ζ776+2ζ8082ζ56+2ζ408+2ζ440+2ζ7922ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ312+2ζ392+2ζ456+2ζ5362ζ120+2ζ216+2ζ632+2ζ7282ζ24+2ζ296+2ζ552+2ζ8242ζ168+2ζ376+2ζ472+2ζ6802ζ200+2ζ360+2ζ488+2ζ6482ζ8+2ζ184+2ζ664+2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ232−2ζ248−2ζ600−2ζ616−2ζ136−2ζ264−2ζ584−2ζ712−2ζ40−2ζ72−2ζ776−2ζ808−2ζ56−2ζ408−2ζ440−2ζ792−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ312−2ζ392−2ζ456−2ζ536−2ζ120−2ζ216−2ζ632−2ζ728−2ζ24−2ζ296−2ζ552−2ζ824−2ζ168−2ζ376−2ζ472−2ζ680−2ζ200−2ζ360−2ζ488−2ζ648−2ζ8−2ζ184−2ζ664−2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ232+2ζ248+2ζ600+2ζ6162ζ136+2ζ264+2ζ584+2ζ7122ζ40+2ζ72+2ζ776+2ζ8082ζ56+2ζ408+2ζ440+2ζ7922ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ312+2ζ392+2ζ456+2ζ5362ζ120+2ζ216+2ζ632+2ζ7282ζ24+2ζ296+2ζ552+2ζ8242ζ168+2ζ376+2ζ472+2ζ6802ζ200+2ζ360+2ζ488+2ζ6482ζ8+2ζ184+2ζ664+2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ232−2ζ248−2ζ600−2ζ616−2ζ136−2ζ264−2ζ584−2ζ712−2ζ40−2ζ72−2ζ776−2ζ808−2ζ56−2ζ408−2ζ440−2ζ792−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ312−2ζ392−2ζ456−2ζ536−2ζ120−2ζ216−2ζ632−2ζ728−2ζ24−2ζ296−2ζ552−2ζ824−2ζ168−2ζ376−2ζ472−2ζ680−2ζ200−2ζ360−2ζ488−2ζ648−2ζ8−2ζ184−2ζ664−2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ232+2ζ248+2ζ600+2ζ6162ζ136+2ζ264+2ζ584+2ζ7122ζ40+2ζ72+2ζ776+2ζ8082ζ56+2ζ408+2ζ440+2ζ7922ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ312+2ζ392+2ζ456+2ζ5362ζ120+2ζ216+2ζ632+2ζ7282ζ24+2ζ296+2ζ552+2ζ8242ζ168+2ζ376+2ζ472+2ζ6802ζ200+2ζ360+2ζ488+2ζ6482ζ8+2ζ184+2ζ664+2ζ84000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
χ2088-8-888-800−2ζ104−2ζ152−2ζ696−2ζ744−2ζ120−2ζ216−2ζ632−2ζ728−2ζ312−2ζ392−2ζ456−2ζ536−2ζ8−2ζ184−2ζ664−2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ648−2ζ56−2ζ408−2ζ440−2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ824−2ζ280−2ζ344−2ζ504−2ζ568−2ζ136−2ζ264−2ζ584−2ζ712−2ζ40−2ζ72−2ζ776−2ζ808−2ζ168−2ζ376−2ζ472−2ζ6802ζ104+2ζ152+2ζ696+2ζ7442ζ120+2ζ216+2ζ632+2ζ7282ζ312+2ζ392+2ζ456+2ζ5362ζ8+2ζ184+2ζ664+2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ6482ζ56+2ζ408+2ζ440+2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ8242ζ280+2ζ344+2ζ504+2ζ5682ζ136+2ζ264+2ζ584+2ζ7122ζ40+2ζ72+2ζ776+2ζ8082ζ168+2ζ376+2ζ472+2ζ680−2ζ104−2ζ152−2ζ696−2ζ744−2ζ120−2ζ216−2ζ632−2ζ728−2ζ312−2ζ392−2ζ456−2ζ536−2ζ8−2ζ184−2ζ664−2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ648−2ζ56−2ζ408−2ζ440−2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ824−2ζ280−2ζ344−2ζ504−2ζ568−2ζ136−2ζ264−2ζ584−2ζ712−2ζ40−2ζ72−2ζ776−2ζ808−2ζ168−2ζ376−2ζ472−2ζ6802ζ104+2ζ152+2ζ696+2ζ7442ζ120+2ζ216+2ζ632+2ζ7282ζ312+2ζ392+2ζ456+2ζ5362ζ8+2ζ184+2ζ664+2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ6482ζ56+2ζ408+2ζ440+2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ8242ζ280+2ζ344+2ζ504+2ζ5682ζ136+2ζ264+2ζ584+2ζ7122ζ40+2ζ72+2ζ776+2ζ8082ζ168+2ζ376+2ζ472+2ζ680−2ζ104−2ζ152−2ζ696−2ζ744−2ζ120−2ζ216−2ζ632−2ζ728−2ζ312−2ζ392−2ζ456−2ζ536−2ζ8−2ζ184−2ζ664−2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ648−2ζ56−2ζ408−2ζ440−2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ824−2ζ280−2ζ344−2ζ504−2ζ568−2ζ136−2ζ264−2ζ584−2ζ712−2ζ40−2ζ72−2ζ776−2ζ808−2ζ168−2ζ376−2ζ472−2ζ6802ζ104+2ζ152+2ζ696+2ζ7442ζ120+2ζ216+2ζ632+2ζ7282ζ312+2ζ392+2ζ456+2ζ5362ζ8+2ζ184+2ζ664+2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ6482ζ56+2ζ408+2ζ440+2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ8242ζ280+2ζ344+2ζ504+2ζ5682ζ136+2ζ264+2ζ584+2ζ7122ζ40+2ζ72+2ζ776+2ζ8082ζ168+2ζ376+2ζ472+2ζ68000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
χ2098-8-888-800−2ζ120−2ζ216−2ζ632−2ζ728−2ζ8−2ζ184−2ζ664−2ζ840−2ζ200−2ζ360−2ζ488−2ζ648−2ζ56−2ζ408−2ζ440−2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ824−2ζ312−2ζ392−2ζ456−2ζ536−2ζ40−2ζ72−2ζ776−2ζ808−2ζ168−2ζ376−2ζ472−2ζ680−2ζ136−2ζ264−2ζ584−2ζ712−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ88−2ζ328−2ζ520−2ζ7602ζ120+2ζ216+2ζ632+2ζ7282ζ8+2ζ184+2ζ664+2ζ8402ζ200+2ζ360+2ζ488+2ζ6482ζ56+2ζ408+2ζ440+2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ8242ζ312+2ζ392+2ζ456+2ζ5362ζ40+2ζ72+2ζ776+2ζ8082ζ168+2ζ376+2ζ472+2ζ6802ζ136+2ζ264+2ζ584+2ζ7122ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ88+2ζ328+2ζ520+2ζ760−2ζ120−2ζ216−2ζ632−2ζ728−2ζ8−2ζ184−2ζ664−2ζ840−2ζ200−2ζ360−2ζ488−2ζ648−2ζ56−2ζ408−2ζ440−2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ824−2ζ312−2ζ392−2ζ456−2ζ536−2ζ40−2ζ72−2ζ776−2ζ808−2ζ168−2ζ376−2ζ472−2ζ680−2ζ136−2ζ264−2ζ584−2ζ712−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ88−2ζ328−2ζ520−2ζ7602ζ120+2ζ216+2ζ632+2ζ7282ζ8+2ζ184+2ζ664+2ζ8402ζ200+2ζ360+2ζ488+2ζ6482ζ56+2ζ408+2ζ440+2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ8242ζ312+2ζ392+2ζ456+2ζ5362ζ40+2ζ72+2ζ776+2ζ8082ζ168+2ζ376+2ζ472+2ζ6802ζ136+2ζ264+2ζ584+2ζ7122ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ88+2ζ328+2ζ520+2ζ760−2ζ120−2ζ216−2ζ632−2ζ728−2ζ8−2ζ184−2ζ664−2ζ840−2ζ200−2ζ360−2ζ488−2ζ648−2ζ56−2ζ408−2ζ440−2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ824−2ζ312−2ζ392−2ζ456−2ζ536−2ζ40−2ζ72−2ζ776−2ζ808−2ζ168−2ζ376−2ζ472−2ζ680−2ζ136−2ζ264−2ζ584−2ζ712−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ88−2ζ328−2ζ520−2ζ7602ζ120+2ζ216+2ζ632+2ζ7282ζ8+2ζ184+2ζ664+2ζ8402ζ200+2ζ360+2ζ488+2ζ6482ζ56+2ζ408+2ζ440+2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ8242ζ312+2ζ392+2ζ456+2ζ5362ζ40+2ζ72+2ζ776+2ζ8082ζ168+2ζ376+2ζ472+2ζ6802ζ136+2ζ264+2ζ584+2ζ7122ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ88+2ζ328+2ζ520+2ζ76000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
χ2108-8-888-800−2ζ136−2ζ264−2ζ584−2ζ712−2ζ104−2ζ152−2ζ696−2ζ744−2ζ56−2ζ408−2ζ440−2ζ792−2ζ120−2ζ216−2ζ632−2ζ728−2ζ168−2ζ376−2ζ472−2ζ680−2ζ312−2ζ392−2ζ456−2ζ536−2ζ8−2ζ184−2ζ664−2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ648−2ζ40−2ζ72−2ζ776−2ζ808−2ζ280−2ζ344−2ζ504−2ζ568−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ8242ζ136+2ζ264+2ζ584+2ζ7122ζ104+2ζ152+2ζ696+2ζ7442ζ56+2ζ408+2ζ440+2ζ7922ζ120+2ζ216+2ζ632+2ζ7282ζ168+2ζ376+2ζ472+2ζ6802ζ312+2ζ392+2ζ456+2ζ5362ζ8+2ζ184+2ζ664+2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ6482ζ40+2ζ72+2ζ776+2ζ8082ζ280+2ζ344+2ζ504+2ζ5682ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ824−2ζ136−2ζ264−2ζ584−2ζ712−2ζ104−2ζ152−2ζ696−2ζ744−2ζ56−2ζ408−2ζ440−2ζ792−2ζ120−2ζ216−2ζ632−2ζ728−2ζ168−2ζ376−2ζ472−2ζ680−2ζ312−2ζ392−2ζ456−2ζ536−2ζ8−2ζ184−2ζ664−2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ648−2ζ40−2ζ72−2ζ776−2ζ808−2ζ280−2ζ344−2ζ504−2ζ568−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ8242ζ136+2ζ264+2ζ584+2ζ7122ζ104+2ζ152+2ζ696+2ζ7442ζ56+2ζ408+2ζ440+2ζ7922ζ120+2ζ216+2ζ632+2ζ7282ζ168+2ζ376+2ζ472+2ζ6802ζ312+2ζ392+2ζ456+2ζ5362ζ8+2ζ184+2ζ664+2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ6482ζ40+2ζ72+2ζ776+2ζ8082ζ280+2ζ344+2ζ504+2ζ5682ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ824−2ζ136−2ζ264−2ζ584−2ζ712−2ζ104−2ζ152−2ζ696−2ζ744−2ζ56−2ζ408−2ζ440−2ζ792−2ζ120−2ζ216−2ζ632−2ζ728−2ζ168−2ζ376−2ζ472−2ζ680−2ζ312−2ζ392−2ζ456−2ζ536−2ζ8−2ζ184−2ζ664−2ζ840−2ζ88−2ζ328−2ζ520−2ζ760−2ζ200−2ζ360−2ζ488−2ζ648−2ζ40−2ζ72−2ζ776−2ζ808−2ζ280−2ζ344−2ζ504−2ζ568−2ζ232−2ζ248−2ζ600−2ζ616−2ζ24−2ζ296−2ζ552−2ζ8242ζ136+2ζ264+2ζ584+2ζ7122ζ104+2ζ152+2ζ696+2ζ7442ζ56+2ζ408+2ζ440+2ζ7922ζ120+2ζ216+2ζ632+2ζ7282ζ168+2ζ376+2ζ472+2ζ6802ζ312+2ζ392+2ζ456+2ζ5362ζ8+2ζ184+2ζ664+2ζ8402ζ88+2ζ328+2ζ520+2ζ7602ζ200+2ζ360+2ζ488+2ζ6482ζ40+2ζ72+2ζ776+2ζ8082ζ280+2ζ344+2ζ504+2ζ5682ζ232+2ζ248+2ζ600+2ζ6162ζ24+2ζ296+2ζ552+2ζ82400000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
χ2118-8-888-800−2ζ232−2ζ248−2ζ600−2ζ616−2ζ40−2ζ72−2ζ776−2ζ808−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ312−2ζ392−2ζ456−2ζ536−2ζ120−2ζ216−2ζ632−2ζ728−2ζ136−2ζ264−2ζ584−2ζ712−2ζ200−2ζ360−2ζ488−2ζ648−2ζ8−2ζ184−2ζ664−2ζ840−2ζ168−2ζ376−2ζ472−2ζ680−2ζ88−2ζ328−2ζ520−2ζ760−2ζ24−2ζ296−2ζ552−2ζ824−2ζ56−2ζ408−2ζ440−2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ40+2ζ72+2ζ776+2ζ8082ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ312+2ζ392+2ζ456+2ζ5362ζ120+2ζ216+2ζ632+2ζ7282ζ136+2ζ264+2ζ584+2ζ7122ζ200+2ζ360+2ζ488+2ζ6482ζ8+2ζ184+2ζ664+2ζ8402ζ168+2ζ376+2ζ472+2ζ6802ζ88+2ζ328+2ζ520+2ζ7602ζ24+2ζ296+2ζ552+2ζ8242ζ56+2ζ408+2ζ440+2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ40−2ζ72−2ζ776−2ζ808−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ312−2ζ392−2ζ456−2ζ536−2ζ120−2ζ216−2ζ632−2ζ728−2ζ136−2ζ264−2ζ584−2ζ712−2ζ200−2ζ360−2ζ488−2ζ648−2ζ8−2ζ184−2ζ664−2ζ840−2ζ168−2ζ376−2ζ472−2ζ680−2ζ88−2ζ328−2ζ520−2ζ760−2ζ24−2ζ296−2ζ552−2ζ824−2ζ56−2ζ408−2ζ440−2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ40+2ζ72+2ζ776+2ζ8082ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ312+2ζ392+2ζ456+2ζ5362ζ120+2ζ216+2ζ632+2ζ7282ζ136+2ζ264+2ζ584+2ζ7122ζ200+2ζ360+2ζ488+2ζ6482ζ8+2ζ184+2ζ664+2ζ8402ζ168+2ζ376+2ζ472+2ζ6802ζ88+2ζ328+2ζ520+2ζ7602ζ24+2ζ296+2ζ552+2ζ8242ζ56+2ζ408+2ζ440+2ζ792−2ζ232−2ζ248−2ζ600−2ζ616−2ζ40−2ζ72−2ζ776−2ζ808−2ζ104−2ζ152−2ζ696−2ζ744−2ζ280−2ζ344−2ζ504−2ζ568−2ζ312−2ζ392−2ζ456−2ζ536−2ζ120−2ζ216−2ζ632−2ζ728−2ζ136−2ζ264−2ζ584−2ζ712−2ζ200−2ζ360−2ζ488−2ζ648−2ζ8−2ζ184−2ζ664−2ζ840−2ζ168−2ζ376−2ζ472−2ζ680−2ζ88−2ζ328−2ζ520−2ζ760−2ζ24−2ζ296−2ζ552−2ζ824−2ζ56−2ζ408−2ζ440−2ζ7922ζ232+2ζ248+2ζ600+2ζ6162ζ40+2ζ72+2ζ776+2ζ8082ζ104+2ζ152+2ζ696+2ζ7442ζ280+2ζ344+2ζ504+2ζ5682ζ312+2ζ392+2ζ456+2ζ5362ζ120+2ζ216+2ζ632+2ζ7282ζ136+2ζ264+2ζ584+2ζ7122ζ200+2ζ360+2ζ488+2ζ6482ζ8+2ζ184+2ζ664+2ζ8402ζ168+2ζ376+2ζ472+2ζ6802ζ88+2ζ328+2ζ520+2ζ7602ζ24+2ζ296+2ζ552+2ζ8242ζ56+2ζ408+2ζ440+2ζ79200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

Here ζ is a primitive root of unity of order 848 (ζ848 = 1); i = ζ212.