Finite Group Databasebeta

← Group #13062396

Character table — Group #13062396

Order 1344.

C1C2C3C4C5C6C7C8C9C10C11C12C13C14C15C16C17C18C19C20C21C22C23C24C25C26C27C28C29C30C31C32C33C34C35C36C37C38C39C40C41C42C43C44C45C46C47C48
size1212424425612124244256121242442561212424425612124244256121242442561212424425612124244256
order12774322141446221414462214144622141446221414462214144622141446
χ1111111111111111111111111111111111111111111111111
χ23-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i7210
χ33-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i7210
χ462-1-10062-1-10062-1-10062-1-10062-1-10062-1-10062-1-10062-1-100
χ57-100-117-100-117-100-117-100-117-100-117-100-117-100-117-100-11
χ680110-180110-180110-180110-180110-180110-180110-180110-1
χ7111111-1-1-1-1-1-1111111-1-1-1-1-1-1111111-1-1-1-1-1-1111111-1-1-1-1-1-1
χ83-1−1+i72−1−i7210-311−i721+i72-103-1−1+i72−1−i7210-311−i721+i72-103-1−1+i72−1−i7210-311−i721+i72-103-1−1+i72−1−i7210-311−i721+i72-10
χ93-1−1−i72−1+i7210-311+i721−i72-103-1−1−i72−1+i7210-311+i721−i72-103-1−1−i72−1+i7210-311+i721−i72-103-1−1−i72−1+i7210-311+i721−i72-10
χ1062-1-100-6-2110062-1-100-6-2110062-1-100-6-2110062-1-100-6-21100
χ117-100-11-71001-17-100-11-71001-17-100-11-71001-17-100-11-71001-1
χ1280110-1-80-1-10180110-1-80-1-10180110-1-80-1-10180110-1-80-1-101
χ13111111111111-1-1-1-1-1-1-1-1-1-1-1-1111111111111-1-1-1-1-1-1-1-1-1-1-1-1
χ143-1−1+i72−1−i72103-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-103-1−1+i72−1−i72103-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-10
χ153-1−1−i72−1+i72103-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-103-1−1−i72−1+i72103-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-10
χ1662-1-10062-1-100-6-21100-6-2110062-1-10062-1-100-6-21100-6-21100
χ177-100-117-100-11-71001-1-71001-17-100-117-100-11-71001-1-71001-1
χ1880110-180110-1-80-1-101-80-1-10180110-180110-1-80-1-101-80-1-101
χ19111111-1-1-1-1-1-1-1-1-1-1-1-1111111111111-1-1-1-1-1-1-1-1-1-1-1-1111111
χ203-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-103-1−1+i72−1−i72103-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-103-1−1+i72−1−i7210
χ213-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-103-1−1−i72−1+i72103-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-103-1−1−i72−1+i7210
χ2262-1-100-6-21100-6-2110062-1-10062-1-100-6-21100-6-2110062-1-100
χ237-100-11-71001-1-71001-17-100-117-100-11-71001-1-71001-17-100-11
χ2480110-1-80-1-101-80-1-10180110-180110-1-80-1-101-80-1-10180110-1
χ25111111111111111111111111-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1
χ263-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i72103-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-10-311−i721+i72-10-311−i721+i72-10
χ273-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i72103-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-10-311+i721−i72-10-311+i721−i72-10
χ2862-1-10062-1-10062-1-10062-1-100-6-21100-6-21100-6-21100-6-21100
χ297-100-117-100-117-100-117-100-11-71001-1-71001-1-71001-1-71001-1
χ3080110-180110-180110-180110-1-80-1-101-80-1-101-80-1-101-80-1-101
χ31111111-1-1-1-1-1-1111111-1-1-1-1-1-1-1-1-1-1-1-1111111-1-1-1-1-1-1111111
χ323-1−1+i72−1−i7210-311−i721+i72-103-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-103-1−1+i72−1−i7210-311−i721+i72-103-1−1+i72−1−i7210
χ333-1−1−i72−1+i7210-311+i721−i72-103-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-103-1−1−i72−1+i7210-311+i721−i72-103-1−1−i72−1+i7210
χ3462-1-100-6-2110062-1-100-6-21100-6-2110062-1-100-6-2110062-1-100
χ357-100-11-71001-17-100-11-71001-1-71001-17-100-11-71001-17-100-11
χ3680110-1-80-1-10180110-1-80-1-101-80-1-10180110-1-80-1-10180110-1
χ37111111111111-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1-1111111111111
χ383-1−1+i72−1−i72103-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-10-311−i721+i72-10-311−i721+i72-103-1−1+i72−1−i72103-1−1+i72−1−i7210
χ393-1−1−i72−1+i72103-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-10-311+i721−i72-10-311+i721−i72-103-1−1−i72−1+i72103-1−1−i72−1+i7210
χ4062-1-10062-1-100-6-21100-6-21100-6-21100-6-2110062-1-10062-1-100
χ417-100-117-100-11-71001-1-71001-1-71001-1-71001-17-100-117-100-11
χ4280110-180110-1-80-1-101-80-1-101-80-1-101-80-1-10180110-180110-1
χ43111111-1-1-1-1-1-1-1-1-1-1-1-1111111-1-1-1-1-1-1111111111111-1-1-1-1-1-1
χ443-1−1+i72−1−i7210-311−i721+i72-10-311−i721+i72-103-1−1+i72−1−i7210-311−i721+i72-103-1−1+i72−1−i72103-1−1+i72−1−i7210-311−i721+i72-10
χ453-1−1−i72−1+i7210-311+i721−i72-10-311+i721−i72-103-1−1−i72−1+i7210-311+i721−i72-103-1−1−i72−1+i72103-1−1−i72−1+i7210-311+i721−i72-10
χ4662-1-100-6-21100-6-2110062-1-100-6-2110062-1-10062-1-100-6-21100
χ477-100-11-71001-1-71001-17-100-11-71001-17-100-117-100-11-71001-1
χ4880110-1-80-1-101-80-1-10180110-1-80-1-10180110-180110-1-80-1-101

Here i is the imaginary unit (i² = −1).