rnd-1_family-66

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Seqidrnd-1_family-66#LTR/Gypsy
Seqnamernd-1_family-66
Seq TypeLTR/Gypsy
ClassCLASS I
OrderLTR
Super FamilyGypsy
Species Latin NameDatnioides undecimradiatus
SeqTCAGAGTGTGGAGTCGAGCATTTGGGTTCATAGACCCGCCTTGTCAGTACGAACTGGCCAGAGATGAACCCAGCCGACTCAGGAACACTCGAGGCGGCGGTCCGCTCGCAGGGACTCCGTCTNAACAGCCAGGAAGACCAGCTCTCCTCCCTTCACCAGGGGATCCAGGAACTAGCCTGCAACCAGGAGAGTTTTAAAGCAGGCATGTCGGCTCAGGTGGGAGTATTATCGACTCAGGTTCAGCAGATCCTGACTCTCCTCACCGCAGGGCCCGCGCCAGCCGCCGGAGCGGCGGCTCCGGCGCCCGTACCCGAAGGTACATTTTCCCCGTCACCACCCGCCGAGGCAATCCGCCTCGCTCCCCCCGAGAAGTTTTCCGGTGAGTCAGGCGAATGCTCCTCATTTATTACTAACTGTCAAATGCACTTTGACTTCTCGCCGGCCGCCTTCTCCACAGATCGAGCGAGGGTGGCATTCATGATTTCGTATCTCACCGGAAGAGCGAGAAGATGGGCGACCGCCGAATGGGCTCGGGGATCNGCGGTGTGTGGGTCCANCCATGCCTTCGTCGCGGCACTAAGGGAAGTTTTCGACCCGGCCGTGATGGACAAGGAACGGGCGAGGGAGCTGAGCTCCATACGGCAGGGGAGAGACTCGGTGAGCGACTACGCAATCCGATTTCGCACGCTGGCCTCGGGCAGCGGGTGGAACGACACTGCCCTGTATGACGTTTTTTTGAAGGGNCTCTCAGATCAAATACAGGACTTGCTAGTTCCCCTGGACCTGCCATCCGGGTTAGAGGCTCTGATAACTCTGGCTATCCGGACCGATAACCGGCTACAGGAGCGCCGGAAGGCCCGGGGAAAGCCGCGACAGGATTGGTTCAGAGGACCCGCGGAGAATTCTGGGAAGGCGAGTTCTTTCTACAGCGCAGCGGCGCACCAAAGCCCAGCCGAGATGCGGCGGCAGCCGAACCNATGGAGCTGGGCCGCGCCAAGCTGACCTCCGAGGAGCGCCGGCGCCGACTACAGGAGGGGCGGTGCTTCTACTGTGGGCAGCCGGGACATCTCCGAGATCGATGCCCGGTAAAAGANCGGGCTCGCCAGTAAAGGGAGGATTACTGGTGAGCCGCTTCGCCTCCTCCCCTCCTCTCTCACGACCGCCTACGGAAGTAGAGGTAACGGTNCAAAACACTCGTCTAACCTTGCCTGCGTTGATAGACTCAGGGGCNGACGAAAGCCTGATGGACTGGGGGGTGGCGCGACAATTAGGAGCCCGAACGAGTCTATTACCNAGACCCTTGACGGTCAGCGCGCTNAACGGCGACCGAATCTTCACAATCACGCACGNAGCGGGACCCATCGGGGTCAGAATCGCGGATCATCATGAACTAATGACTTTCTTTNTGTACGGATCCCCCAAGCACCCCCTGGTTCTGGGTCTCCCGTGGCTNCAACGACATAATCCGGTCATAGACTGGGTTNCGGGGACGGTGCGGGGGTGGGCGGACGCCTGCTCCCGCCGCTGTCTAGGGAAGACGGGAGGGGCTACTATGTCAACTGTGCCCACTAATGACTCTGTTCTCGCCGCAGGTCCGGCCTCGCCNGACCTGTCTTCGGTTCCGGAATGCTACCACGACCTAGGAGAGGTTTTTAGCAAAACCAAGGCCACCTCCCTGCCCCCCCACAGACCNTATGATTGCCCGATTGACCTGATCCCGGGCGCCCCGATTCCCAAAGGGAGGNTTTACTCCNTGTCAGGNCCNGAGAGGGAAGCCATGAAGGAGTACATAGACTCTTCCTTAAAGGCGGGACTTATCCGTCCGTCCTCCTCACCGGCAGGGGCAGGGTTCTTCTTTGTGGGGAAGAAGGACGGCTCNTTGCGCCCGTGTATNGACTACAGCCCNCTNAATGACATCACGATTAAGAACCGGTACCCCCTCCCTTTAATGTCGGACGCTTTTGATCAGCTNCAGCAAGCCAAGGTNTTTACNAAACTGGATCTGCGNAACGCCTATCACCTAGTCCGCATTAGGGAGGGGGACGAATGGAAGACGGGGTTTAATACNCCNAGCGGCCACTATGAATACCTGGTNATGCCTTTCGGCCTCACGAACGCGCCGGCGGTCTTTCAGGCTATGATNAATGAGGTCCTNCGNGATTTTCTGAACCAGTTTGTGTACGTCTATNTNGACGACATNCTGATCTTCTCCGCGGACCTAGACTCTCACGTACGNCACGTTCGGCTGGTTCTCCAGCGGCTGCTGGAGAACCAGTTGTATGTNAAGGCNGAAAAGAGCGAATTTCATGCCGACTCCGTGTCCTTCCTGGGCTTCATCGTAGCCCCTGGGAGGATTCAGATGGACCCGGCTAAAGTCAGCGCTGTGGCTCAGTGGCCGGTTCCGGATAGCCGTAGGAAAGTTCAGCAATTCCTGGGATTTGCTAACTTTTACAGACGGTTCATCAGGAACTTCAGCGCAACAGCTGCCCCCCTCACCGCNTTAACNTCNCCCAAAGCGCCGTTCNGNTGGTCGCCTGAAGCGGCGGCGGCNTTCGCACGNTTAAAGCGGCTTTTCACCNCGGCCCCGATTCTGGTTGTCCCGGACCCGCGCAGGCAGTTTGTNGTGGAGGTGGACGCCTCCAGCGAGGGGGTNGGGGCCGTTCTCTCCCAGCGGGCGGAGAGGGATAACAAGCTCCACCCGTGCGCCTTCCTGTCGCGNAAGCTATCTCCGGCGGAGCGAAACTATGATATNGGGGATAGGGAACTATTAGCNGTCAAAATGGCTCTGGAGGAGTGGCGTCACTGGTTAGAGGGGGCGCAGCACCCGTTCGTNGTNTGGACGGACCACAAAAACCTNGAGTACATTAGGAAAGCTAAGAGGCTNAATTCTCGCCAGGCCAGATGGTCATTGTTTTTTAACCGNTTCGATTTTGTCATGTCCTACAGGCCGGGGTCCCAGAACGTNAAACCGGACGCCTTGTCTCGCCTGTTCGACCCCGAGCCGCCTGCCAAGGAGCCGAAGCCAGTCCTACCACCTGACCGTGTGGTAGGAGCNGTCTCCTGGCAGATAGAATCAGAGGTACAGCGAGCAAATGAGGAGAGCCCGCCACCTCGAGGATGCCCACGGAACCGTTTGTTCGTTCCGACGGCTCTGCGTCCTCAGGTTATTCACTGGGCTCATACCTCGCTCCTTACCTGCCATCCNGGTGTCAAGAGAACGGTGTGGGTCATNTCCCAGCGNTTCTGGTGGCCAGCCATGGTTCGCCAGGTGCGGGAGTACGTGGAGGCCTGCACCGTCTGTGCCAGAAACAAGACCTCCTCCGGGGCGCGAGCGGGGTTGCTGCAACCGCTCCCGGTGCCGTCGCGCCCGTGGGCGGGNATCTCCATGGACTTCGTCACCGGCCTCCCGGTNTCAGACGGAAACACCACCATCCTNACGGTGGTNGACAGGTTTTCCAAAATGACTCATTTCATCGCNCTGCCTAAATTGCCGTCAGCCAAAGAAACGGCGGAAATNATGATGACCGATGTTTTCCGCATTCATGGTTTTCCCAGGGACATTGTTTCGGACAGGGGGCCCCAGTTCGTGTCCCGCTTCTGGAAGGAGTTCTGCAAGCTNATCGGCGCCACGGTGAGTCTGTCNTCAGGATATCACCCAGAATCCAACGGCCAGGCTGAGCGCCTTAACCAGGAGCTGGAGACGTGCCTGCGATGTTTGGTCTCGCAGAACCCGNCATCCTGGAGCAAGAACCTGGCGTGGGTGGAGTTCGCCCACAACTCCCTTCCCACNTCNGCCACCGGCATGTCNCCCTTTCAGTGTGTTTTTGGCTATCAGCCCCCTNTGTTCCCAGACCTGGAGGGGGAGGTCTCGGTNCCATCGGCCCACGCCNTGGTCCGAAGGTGT