| Chr | Mutation (hg38) | CAid | Gene | Transcript | Linkouts |
|---|---|---|---|---|---|
| 12 | g.32841027_32850974del | CA2580085385 | PKP2 | c.1171-1_1556+1del c.386-1_771+1del n.386-1_771+1del n.512-1_897+1del c.1125-1_1510+1del n.1175-1_1560+1del n.1024-1_1410del c.1171-1_1688+1del | ClinVar |
| 12 | g.32841995_32850927delinsTTCAGAATGAAGACGTTCAGCGAGCTGTGTGTGGGGCCTTGAGAAACTTAGTATTTGAAGACAATGACAACAAATTGGAGGTGGCTGAACTAAATGGGGTACCTCGGCTGCTCCAGGTGCTGAAGCAAACCAGAGACTTGGAGACTAAAAAACAAATAACAGGTAGTGCTTACTGAACATTGAAGAACCTAACACATTTGCACCCCAGCCAGATGCCTTACATCATCTCTTTTTCTTAAGTTTCCTGGAGCAAATGATTGATGGGCTCATTGTTATGCTAGAGAAGGCTTTAAAGGAACATTGTTACCTGCTGGCTTAGACTCCAGATTTGAGCCACATTCGAATTCCTTTTTTTTTTTTTTGAGACAGAATCTTGCTCTATCACCCAGGCTGAGGTGCAGTGACTCAATCTCAGCTCACTGCAACCTCCGCCTCCAGGGTTCAAGCAATTCTGCCTCAGCTTCCCTAGTAGCTGGGATTACAGGCATGTGCTACCACACCTGGCTAATTTTTGTATTTTTAGTAGAGACGATGTTTCTACTAAAGTTTAGTTTCACCATGTTGGCCAGGCTGGTCTCGAACTCCTGACCTTGTGATCCGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATGAGCCACTGCGCCCAGCCTGAATTCCTTTTTTCTAAAGGGGAAAATGTTCTGCGGCTTTTGCTTAATATTCTTAATTAGAAACTCTATGCACCTTTGACTAAATGTCTTTAAAACAATTTGACAAGACTCACTGCAATGAAAATTCTGCTTAAATTCACTAACAGCCCACTTTGTAGTTTAAGAACGTGTAGGATTTCACTGTTATCCTAGGTGTCCCAAACTAAATTTTGGTTTCTTTCTTTCTAAAGAAAACTGACAAGAACCACACCCAGTTGTTTGTATTATTTACTCAACAACCAGCTTGCTGGATCTATAGAAAATGAAATGGAGTGTCACATAGTTTTCCAGTGTGGAGGATCAATGTAATCAAATATTAGAAACTGTTTTTTCCAATCTTTCCATTATCTGGACTCCTCTCAGTACCACCTCCTTAGCTCACTGAAACCTTAAAGAAGAAAAGAGTAACTGGATATGTTTGTTTTTTTAATTCTCTACTTCACATTTTTGTTCAAATACTGATTGGAGCAAATGTCTCCTTTTTATGCAATGAATTGGAGAGATGGACTAATCAGATAGAATTAAAACAGCAGTGTTAGTAATATGTCCTCTAAGCATGAAGAGAAGGGGCTACTTTCATTTAAATGAACAGTCGTATGATAAAAGAGAAGATGATTTGTTGATGTTCCAGAATAAGCACTCTCCCTGCCATCACCATCAGCTCTCCGCTTGTGTTCCCTGCACACAGTACAAAGAGTACAGGAGGGGCTGGGTGCAGTAGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGCAGGAGGATTGCTTGAGCCCAGGAGTTCGAGACCAGCCTGGCCAACATAGTGGGACCCTGTCTCTATGAAAAATAAAGAATTAGCCAGGTGTGTTAGTGGTGTGTGCCTGTAGTCTCAGCTATTCAGGAGGCTGAGGTGGGAGGATTGCTTGAGCCTAGGAGGCTGAGGCTGGTGCAGTGAGCCATGATTGCACCACTGTACTCCAGCCTGGGCAACAGAGTGAGACCTTATCTCAAAAAAATTAACAAAGATTGCAGGAGGCATAACTGAGTGCAATCATCAGTAAATTTTTGTTAAATATCTTCAATGTCTCAGCGATATACGTACATTTTCTAATTTAATTATCACAGAAACCTTGGGTTTCTAGGTATTATCAGGTGCTATATCTCAATTTTACAGATGAGGAAACCAATGCTCAAAGAATATACATCATAGAAGAGGTTTTTTTTTTTTTTTTTTTAACTGTGTAATAGTTGACAGTGTTCTGGTAAATACTTTTAACGGAAATACTCCACAAATATTGTTTTAAAGTAAATTGAATATATTTTGCTCTTCTACCTGCTTCATTTAGTTATATAATAGGTTTAATTTTTCTATAAAGATTTTGTCATTATGTTATCTCTACTCGCTTTATGTCTTAAAATATCACATTTTAAAAAATTCAACATTCATTTTAGATTTGGGGTTACGTGTTCAAGTGTGTCACATGGATATATTGTGTGATGCTGAGGTTTGGGATACGAATGGTCCTGTCACCCAGGTACTCAGCATAGTACCCAACAGATAGTTTTTCAACCCTTGCCCCCGTCCTTTCCTCCCTCTTTTATTCATCTTTAAGTCCATGTATACCCAATGTTTAGCTCCCATTTGTAAGTGAGAATATGTGGTATTTGATTTTTTGTTTTTGCATTAATTTGCTTAGGATAATGACCTCCAGCTGTATACATGTTGCTAAATATCACATTTTAAATTCTGATATATTTTAATGTTATAAAACTATGTGAGGTACCATGCTACTCTCTCTATTCTCTTTTTCTTTTTGAGACAGAGTCTTGCTCTGTTGCCCAGGCTGGAGTGCAGTGGCATGATCTCAGCTCACTGCAACGTCTGGTTCCAGGGTTCAAGCAATTCTCCCTGCCTCAGTCTCCCAAGTAGCTGGGATTACAGGTGCCCACCACCACGCCCAGCTAATTTTTTGTATTTTTAGTAGAGACGGGGTTTCGCCACGTTGATCAGGCTGGTCTTGAGCTCCTGACCTCAGGCGATCCGCCTGCCTCCGCGTCTCAAAGTGCTAGGATTACAAGCGTGAGCCACCGCGCCCTACCAGTACCATGCTACGCTCTTGCCAGCATTCTGTCAGGTCCCATGAGGGATTTCTTTTCATATCCATGATTTGTATTCAAATGCCTGTAGAAATTAAAAGTGATTCCATTCATTTAACCAACATTTACAGAGCAGCTTTCAGGGGTCAGGTACTGAGAATCACAGCCTAGGGACGGTGTGGATTTGGGGTTTTTTTGTTTTTGTTTTTTTTAAAGGATGGGGATCTCGCTGTGCTGCCTGGGCTGTTCTTCTGGGCTCATGAGATCCTCCTGCCTCAGCCTCCTCAGTAGCTGGGACTACAGGGACATGCCACTGCACCCGCGTTGGATTTTGTTTCTCCATCTACTAGTTTTATAGTCAGGAAATACTTCCTGAAGGGGTTATGTTTCATTGTGGACCTTAAAAAAGGAATAGGCTTTGGATTGGTGTTTTGAAAGAGGATGAAAGTTATTCCTGGCAAAGTGAGCATCACTAGCAAGGCAAAGAGGCAGAAAGAAACTAGCTGCCGGTCATTTAGAGGAGACATGGAAAATAGCGTGATTTGGAGTTAGGGTGCCTGGTAGTTAGAAAGCTTGGGAAGTGTGTGTGTGCTTGCGTGCGTGTGTGTGTGTGTGTCAAGGGAACAAGCCATTGAATCACGCTTCCTCTTCTCCTGCATAGGCAATAGGAGACTAACGTCAGAGAACATTCTGTGATGTTGATGCCATGTGAAACCATTCAGGCATCATTAGATCATCTATAGAGTTGATAAATGGAAGTTGATTGTGCAGCACCCAGGATTTCTAGTATAAGCCAAACATCCCTACTGGAGGGTGTTCATTACATGCTAATTGAACCAAACAGACATTTGAACATCTGATACAAATCCTTCTAAATTACTCCCTTTGGCTCTACTAATAGAAGAGCTAAATAAGGGCTTTCTGGGCCTCAGAAATAAATTGTTAACCTAATATAGACATGTTTATATCTTTGTTTAGAAACACAAAGAAAGTAAGTATATATGTGAATCTTACTGGTCTATTTCTTTGACCTTTTTTTTTTCTGAACCCCTATTATGTGTTGGTCACTAAGCTAAGGCTTTCTGTTTTTTTATCCCTATTTCTCCTGACAACTCCGTAAGAGGTGAAAGCATAATTGGTGACTTACATATGATCAGTGTGAGACTCAGAGGGGTTAAGTAAATTGCCCAAGGTTGCCTAAATGGTAAAGAACAAAGCCCAGGTTTGAACCTAGTTGTATCTGAGTGTTTTGCTGTCACCCCACCTACTTTTGAGGCACGTGATGACTCATTTGTATAGTCTTTGAGAAGGGGCTTGTCTTTGAGACTCCTCTGATCAGAGAGCTCTTCCTCACTCCTCTGACACCCTTCCTCTCTCTTCTTTTTTTTTTTTTTTTTTGAGAAGAAGTTTCATTCTTGTTACCCAGGCTGGAGTGCAATGGCGCAGTCTTGGCTCACTGCAACCTCTGCCTCCCAGATTCAAGCGATTCTCCTGCCTTAGCCTCCCAAGTAGCTGGGATTACAGGCATGCGCCACTATGCCTGGCTAATTTTGTATTTTTAGTAGAGATGGAGGTTTCTCCATGTTGGTCAGGCTGGTCTCGAACTCCCGACCTCAGGTGATCTGCCGGCCTCAGCCTCCCAAAGTATTGGGATTACAGGCGTGAGCCACTGTGCTGGCCCCTCTGTCTTCTTGTCTCTGCCTTGGTTCAAGCTGTCTTCATCTCTCGCTCTACTTCTGCAGTAGTAGCCTAGGATCTTCTCTTCTAATGAAAGAACTTCAGGATCAAAGACACCCCCACTCCCCCCACCCCGGTGAGATTGTTCTTTCTCCCTTACTAAGTGAGCGTGGTAGTGTTCCCGTAATTGAAATGAGAACGGCACATCTTAGTCTCAGAAGTTCATCTTCAAGGTCACTGAGTAGTGAGCATTGGCTGGAGTGAGCAGGGATATGCCTTGGATTAAAACGGACAAGTCATGATAAGAGTGCAGCAGGGGTTCTTATCCCTCTTTCATTACATATGAAAGAGTCAGGGTAATTGTCAGTGAAATGTGTTAAAACTGCATATTAATCCCTGCATATTTTATAGAAGTACTTAATTGGATTGCTGTATTTAATAAAATACTCAGAATGTTTTGCTATAAAATATTTATTATGCACTTTCTTTAAGTAATTGTATATTATTTTATTCCGCATTCGTAATGTGTAACAAGGTACCCTGGGTTTATATATAACTTGGAATACGTGGCCGTTTCAATAATCTGATATTCCAGTTAAGATTTGCAAAATTTAGGTGAAAGGAGGGGTATATCTATGCAAGGGAAATTGTAAATAAATAAAAAAAAATTCCTCCCACTCTTTGACCACTTTGAAAAACACGGTTAAAAAGAACCAGTTTTCTTTCTTGTCCTTGTCCGAGCGGTCATTGTCCTCATCTCTGCCTCCTCATTCTTTTTCACTGAAGATAGGGATTTATTTAATCATAAAACTTGTAAGTTTTGCTGCCTATGTGTTAAGGCAGATTTGTTAAATTACTATATTTTCTGTCCTAGAGGTCATTAATTTTTTTATTATTATTTTTATTTATTTTTTTGAGACGGAGTCTCGCTCTGTTGCCGAGGCTGGAGTACAGTGGCATGATCTCGGCTCACTGCAAGCTCCGCCTCCCGGGTTCACGCCATTCTCCTGCCTCAGCCTCCCAAGTAGATGGGACTACAGGCACCCGCCACCACGCCTGGCTAATTTTTTTTGTATTTTTAGTAGAGACGAGTTTTACCATGTTAGCCAGGATGGTCTCAATCTCCTGACCTCGTGATCCGCCCCCCTCGGCCTCCCAGAGTGCTGGGATTACAGGCATGAGCCACCGCGCCCAGCCGAGGTCATTATTATTTAACATGAGTTGTAATATCTAAGCTCCCTTTACTGGTTAGCTATTTTTTACAAACATCACGGTTGGCAGTAAATTTCTGGCTAATGGAGTTATTGTCTCTTATAATTGGTAATTATTCTAATTATATCCCTTAACAGAGTCCAGATCCCTTTCTTTTTGGCTAGAATGAGAGCCTCATGGTAGAAAATTACAGGCAGACAGACCATCTGCAACAAAGAGCTATACTAGTAGACATTAAGACACTATGAAAAAATTGATCAGAAGTTAAGGATGAGACACATGAAAACCCAAACCGTAAATATTATATTAGGTAATCCAGAATCTGATCATTGAAGGGACATCTATTCAGAATCATCTAGTCTATTGGTTTCCTCATGCCCAAACTGGAATCTTTTTTTAAAATATAAGTTCCTGAACTCCATCCTGAGACTCTGGCTCAGCAAATTTGGGGCATGGCCCAAGACTGTGAGTCTGTTTTGTCACTGGGCTCATTTGGAAACTGCTCATCTAGTCTAACACTTTAATTTCAGGGTAAAAGCCCTCATCTACTTTCTGATAAGAGATAAGCTAATTTTTATTCCCTCTAGTGATAGAGCTGGGTCTTACAAGTAGTTCTTTCTGTTTTCTTCAAAGCTCTCTTAGAAGTTTATACTTTCAGTGAGCCAAAATCTCCTTCTTTAGAATTTCCACTCATCGGTTCTGGTTTTGCCTCCTCTAGTCATGGAAAATGATATCTAGTTGTTTAAATTTGTATTTCTTTAGTTACTAGAGAACATGGATTCCTGTGTACATTAGCTCCTAATATCAGTTGGTTTTGTGTTATGTACCTTCCCAATTTTTCTACTGGTGTTTCGCTTTTTAGTGATTTATAAAAATTCTATATATTAAGAGTATTAAACTTTTATCTCATATTGTACATATTTTCCCAGTTTGTAGTTGGTTACTCACTGATTTTGTGTGAGGGTATGTGTGTATGAGCATATGTAATTCTGAATCTCTATTGAACATCTTAGTTCTTTCACAGCTTTCATGCCACCCAGAAATTTGACAGGCATGACATTTCTATGCAAAATCCTATATTAGAAATTCTAAAATTATGCTGAAACTTCCAAAATCATATACTTTTGTAGAAATAATGGAGCATGGCAAGCTCTAAAGGATATTGACTGTTGAAGGAAAATTCCACTCCCTTTGTTCCAATTAATCCTCTCTGGTTTTTATTGTAAGGTGTACTTTTTCTTTGAGTGTCCTGTGTGGTCCTTTTTAAAAGGAGGAAATGTCATTATGCTTCACATTCTTAAGCTTCTGGCAGGCAGAGACTATTAATTTGTTTGCTTATTTAGGACTAAAGAAGCTTTTGTTTTTTTTCTTCATTTCTCTCTTCTTTCTAACTTGCTTTTGTAGCTTAGTAACCAAAACTCAGCCTCAGACTTGTCTTTAAATTGTTTTCAACCACCTTCTGAGTTTTATCTGTCCCTCTTCCAGGGCCTCTTAAGGAGAAGCAGGAGGAATGAAGTCATTGTATTGCAAAACCTGTGGCTGAGGGACACTGCTCCTTAACCCCAAATGCTAGTTTGATCAGGAAAATACCTCCTCATAAGCCAGAAATCTAGTCCTCACAAGACACCAGACACAGTGTCACTGTATCTAATGGAAGCTCTGTGTAGGCTCCAGTGGAAATCTGGTTACAGTTTCAAAAAGTAGCTACCTGTGCACAGCAGAAGCAAACTGTTTAAGCCCAAAAGACTGCATGAAGCCTAATGTGTTCTAATTGGTTGGACCAAATATAAGTATGCTGAGTAATTACCAAGCTTTAACTATACAGGCTCTTATTTCAGGGGAGGTGATGTTTGCCACATAGTTCAGCCAAGTCTGCCACATTTGCTGTGTTCATAAAGGAGCCTGCCCTGAGTACCTATGCTTCCTCTTTCCTTTGTACAGACCATACAGTCAATTTAAGAAGTAGGAATGGCTGGCCGGGCGCGGTGGCTCACGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGCGGGCGGATCACGAGGTCAGGAGTTCGAGACCAGCCTGACCAACATGGTGAGACCCCTGTCTCTACTCAAAATACAAAAAAATTAGCCGGGTGTCGTGGTCTGCGCCTGTAATCCCAGCTACTCAGGAGACTGAGGCAGGAGAATCACTTGAACCCGGGAGGCAGAAGTTGCAGTGAGCCAAGATTGTGCCACTACACTCCAGCCTAGGTTACCGAGTGAGACTCTGTCTCAAAAAAAAAAAAGTAGGAATTGCTGGGCCAGGCACAGTGGCTCACGCCTGTAATCTCAGCACTTTGGGAGGCCGAGGTGGGCGGATCACCAGGTCAAGGGTTCGAGACCAGCCTGGCCAACATGGTGAAACCCCGTCTCTACTGAGAATACAAAAATTAGCCAGGCATGGTGGTGTGTGCCTGTAATCCCAGCTACTCGGGAAGCTGAGGCAGGAGAATTGCTTGAACCTGGGAGGCAGAGGTTGCAGGTAGCCGAGATTGCGCCACCGCACTTCAGCCTTGGCAACAAAGCAGTACTCCATCTCGGGGGAGAAAAAAGAAGTAGGAATTGTTGCCTGGGCAGTGAGAAGGATAGGGTAGAAAGGGAAGAGTCATCCCTTCTCTTTCTGCCCCTCTTCTCCTTTTCCTGGGCATTAGTGAGTTAGTGTAACCCATTACGGTATGAAAGATAATGAGGCGGGCCAGGCAATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGATCGAGGCAGCAGATCATTTGAGGTCAGGAGTTTGAGACCAGCCTGGCCAACATGGTGAAACCCGTCTCTACCGAAAATACAAAAATTAGTCAGGCATGGTGGCGGGCGCCTGTAATTCCAGCTACTTGGGAGGCTGAGGCAGGAGCATTGCTTGAACCTGGGAGGTGGAGATTGCAATGAACCGAGATCAAGCCACCACTGCACTCCAGCATGGGCAATAGAGTGAGACGCAGTCTCAAAAAAAAAGAAAGAAAGATGACGAGGCAACTTTACACCTGCTGGGAGTCCCTGGAATAGCAAGCAATCAGTGTACAGTCTTCCTTCCACTGAATCAGAAGGATTCGAGCTCCAAATTTCAAAAACAAAAAAAATCCTAAACGTATATGCCACTTTCTATTTTCTCTCAGTACTCAGCCTCAGTCTGTATGTCACAGTATATACCTTATAAAGTACAACATGCTATTATCTCAGTTTCTTCTGGATTGGCCTATATGGTCTTT | CA1139532309 | PKP2 | c.1217_1379-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA c.432_594-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA n.432_594-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA n.558_720-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA c.1171_1333-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA n.1221_1383-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA n.1070_1232-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA c.1217_1511-790delinsAAAGACCATATAGGCCAATCCAGAAGAAACTGAGATAATAGCATGTTGTACTTTATAAGGTATATACTGTGACATACAGACTGAGGCTGAGTACTGAGAGAAAATAGAAAGTGGCATATACGTTTAGGATTTTTTTTGTTTTTGAAATTTGGAGCTCGAATCCTTCTGATTCAGTGGAAGGAAGACTGTACACTGATTGCTTGCTATTCCAGGGACTCCCAGCAGGTGTAAAGTTGCCTCGTCATCTTTCTTTCTTTTTTTTTGAGACTGCGTCTCACTCTATTGCCCATGCTGGAGTGCAGTGGTGGCTTGATCTCGGTTCATTGCAATCTCCACCTCCCAGGTTCAAGCAATGCTCCTGCCTCAGCCTCCCAAGTAGCTGGAATTACAGGCGCCCGCCACCATGCCTGACTAATTTTTGTATTTTCGGTAGAGACGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCTGCTGCCTCGATCTCCCAAAGTGCTGGGATTACAGGCATGAGCCATTGCCTGGCCCGCCTCATTATCTTTCATACCGTAATGGGTTACACTAACTCACTAATGCCCAGGAAAAGGAGAAGAGGGGCAGAAAGAGAAGGGATGACTCTTCCCTTTCTACCCTATCCTTCTCACTGCCCAGGCAACAATTCCTACTTCTTTTTTCTCCCCCGAGATGGAGTACTGCTTTGTTGCCAAGGCTGAAGTGCGGTGGCGCAATCTCGGCTACCTGCAACCTCTGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGATTACAGGCACACACCACCATGCCTGGCTAATTTTTGTATTCTCAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACCCTTGACCTGGTGATCCGCCCACCTCGGCCTCCCAAAGTGCTGAGATTACAGGCGTGAGCCACTGTGCCTGGCCCAGCAATTCCTACTTTTTTTTTTTTGAGACAGAGTCTCACTCGGTAACCTAGGCTGGAGTGTAGTGGCACAATCTTGGCTCACTGCAACTTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATTACAGGCGCAGACCACGACACCCGGCTAATTTTTTTGTATTTTGAGTAGAGACAGGGGTCTCACCATGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCGTGATCCGCCCGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCAGCCATTCCTACTTCTTAAATTGACTGTATGGTCTGTACAAAGGAAAGAGGAAGCATAGGTACTCAGGGCAGGCTCCTTTATGAACACAGCAAATGTGGCAGACTTGGCTGAACTATGTGGCAAACATCACCTCCCCTGAAATAAGAGCCTGTATAGTTAAAGCTTGGTAATTACTCAGCATACTTATATTTGGTCCAACCAATTAGAACACATTAGGCTTCATGCAGTCTTTTGGGCTTAAACAGTTTGCTTCTGCTGTGCACAGGTAGCTACTTTTTGAAACTGTAACCAGATTTCCACTGGAGCCTACACAGAGCTTCCATTAGATACAGTGACACTGTGTCTGGTGTCTTGTGAGGACTAGATTTCTGGCTTATGAGGAGGTATTTTCCTGATCAAACTAGCATTTGGGGTTAAGGAGCAGTGTCCCTCAGCCACAGGTTTTGCAATACAATGACTTCATTCCTCCTGCTTCTCCTTAAGAGGCCCTGGAAGAGGGACAGATAAAACTCAGAAGGTGGTTGAAAACAATTTAAAGACAAGTCTGAGGCTGAGTTTTGGTTACTAAGCTACAAAAGCAAGTTAGAAAGAAGAGAGAAATGAAGAAAAAAAACAAAAGCTTCTTTAGTCCTAAATAAGCAAACAAATTAATAGTCTCTGCCTGCCAGAAGCTTAAGAATGTGAAGCATAATGACATTTCCTCCTTTTAAAAAGGACCACACAGGACACTCAAAGAAAAAGTACACCTTACAATAAAAACCAGAGAGGATTAATTGGAACAAAGGGAGTGGAATTTTCCTTCAACAGTCAATATCCTTTAGAGCTTGCCATGCTCCATTATTTCTACAAAAGTATATGATTTTGGAAGTTTCAGCATAATTTTAGAATTTCTAATATAGGATTTTGCATAGAAATGTCATGCCTGTCAAATTTCTGGGTGGCATGAAAGCTGTGAAAGAACTAAGATGTTCAATAGAGATTCAGAATTACATATGCTCATACACACATACCCTCACACAAAATCAGTGAGTAACCAACTACAAACTGGGAAAATATGTACAATATGAGATAAAAGTTTAATACTCTTAATATATAGAATTTTTATAAATCACTAAAAAGCGAAACACCAGTAGAAAAATTGGGAAGGTACATAACACAAAACCAACTGATATTAGGAGCTAATGTACACAGGAATCCATGTTCTCTAGTAACTAAAGAAATACAAATTTAAACAACTAGATATCATTTTCCATGACTAGAGGAGGCAAAACCAGAACCGATGAGTGGAAATTCTAAAGAAGGAGATTTTGGCTCACTGAAAGTATAAACTTCTAAGAGAGCTTTGAAGAAAACAGAAAGAACTACTTGTAAGACCCAGCTCTATCACTAGAGGGAATAAAAATTAGCTTATCTCTTATCAGAAAGTAGATGAGGGCTTTTACCCTGAAATTAAAGTGTTAGACTAGATGAGCAGTTTCCAAATGAGCCCAGTGACAAAACAGACTCACAGTCTTGGGCCATGCCCCAAATTTGCTGAGCCAGAGTCTCAGGATGGAGTTCAGGAACTTATATTTTAAAAAAAGATTCCAGTTTGGGCATGAGGAAACCAATAGACTAGATGATTCTGAATAGATGTCCCTTCAATGATCAGATTCTGGATTACCTAATATAATATTTACGGTTTGGGTTTTCATGTGTCTCATCCTTAACTTCTGATCAATTTTTTCATAGTGTCTTAATGTCTACTAGTATAGCTCTTTGTTGCAGATGGTCTGTCTGCCTGTAATTTTCTACCATGAGGCTCTCATTCTAGCCAAAAAGAAAGGGATCTGGACTCTGTTAAGGGATATAATTAGAATAATTACCAATTATAAGAGACAATAACTCCATTAGCCAGAAATTTACTGCCAACCGTGATGTTTGTAAAAAATAGCTAACCAGTAAAGGGAGCTTAGATATTACAACTCATGTTAAATAATAATGACCTCGGCTGGGCGCGGTGGCTCATGCCTGTAATCCCAGCACTCTGGGAGGCCGAGGGGGGCGGATCACGAGGTCAGGAGATTGAGACCATCCTGGCTAACATGGTAAAACTCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTGGCGGGTGCCTGTAGTCCCATCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCATGCCACTGTACTCCAGCCTCGGCAACAGAGCGAGACTCCGTCTCAAAAAAATAAATAAAAATAATAATAAAAAAATTAATGACCTCTAGGACAGAAAATATAGTAATTTAACAAATCTGCCTTAACACATAGGCAGCAAAACTTACAAGTTTTATGATTAAATAAATCCCTATCTTCAGTGAAAAAGAATGAGGAGGCAGAGATGAGGACAATGACCGCTCGGACAAGGACAAGAAAGAAAACTGGTTCTTTTTAACCGTGTTTTTCAAAGTGGTCAAAGAGTGGGAGGAATTTTTTTTTATTTATTTACAATTTCCCTTGCATAGATATACCCCTCCTTTCACCTAAATTTTGCAAATCTTAACTGGAATATCAGATTATTGAAACGGCCACGTATTCCAAGTTATATATAAACCCAGGGTACCTTGTTACACATTACGAATGCGGAATAAAATAATATACAATTACTTAAAGAAAGTGCATAATAAATATTTTATAGCAAAACATTCTGAGTATTTTATTAAATACAGCAATCCAATTAAGTACTTCTATAAAATATGCAGGGATTAATATGCAGTTTTAACACATTTCACTGACAATTACCCTGACTCTTTCATATGTAATGAAAGAGGGATAAGAACCCCTGCTGCACTCTTATCATGACTTGTCCGTTTTAATCCAAGGCATATCCCTGCTCACTCCAGCCAATGCTCACTACTCAGTGACCTTGAAGATGAACTTCTGAGACTAAGATGTGCCGTTCTCATTTCAATTACGGGAACACTACCACGCTCACTTAGTAAGGGAGAAAGAACAATCTCACCGGGGTGGGGGGAGTGGGGGTGTCTTTGATCCTGAAGTTCTTTCATTAGAAGAGAAGATCCTAGGCTACTACTGCAGAAGTAGAGCGAGAGATGAAGACAGCTTGAACCAAGGCAGAGACAAGAAGACAGAGGGGCCAGCACAGTGGCTCACGCCTGTAATCCCAATACTTTGGGAGGCTGAGGCCGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAACATGGAGAAACCTCCATCTCTACTAAAAATACAAAATTAGCCAGGCATAGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTAAGGCAGGAGAATCGCTTGAATCTGGGAGGCAGAGGTTGCAGTGAGCCAAGACTGCGCCATTGCACTCCAGCCTGGGTAACAAGAATGAAACTTCTTCTCAAAAAAAAAAAAAAAAAAGAAGAGAGAGGAAGGGTGTCAGAGGAGTGAGGAAGAGCTCTCTGATCAGAGGAGTCTCAAAGACAAGCCCCTTCTCAAAGACTATACAAATGAGTCATCACGTGCCTCAAAAGTAGGTGGGGTGACAGCAAAACACTCAGATACAACTAGGTTCAAACCTGGGCTTTGTTCTTTACCATTTAGGCAACCTTGGGCAATTTACTTAACCCCTCTGAGTCTCACACTGATCATATGTAAGTCACCAATTATGCTTTCACCTCTTACGGAGTTGTCAGGAGAAATAGGGATAAAAAAACAGAAAGCCTTAGCTTAGTGACCAACACATAATAGGGGTTCAGAAAAAAAAAAGGTCAAAGAAATAGACCAGTAAGATTCACATATATACTTACTTTCTTTGTGTTTCTAAACAAAGATATAAACATGTCTATATTAGGTTAACAATTTATTTCTGAGGCCCAGAAAGCCCTTATTTAGCTCTTCTATTAGTAGAGCCAAAGGGAGTAATTTAGAAGGATTTGTATCAGATGTTCAAATGTCTGTTTGGTTCAATTAGCATGTAATGAACACCCTCCAGTAGGGATGTTTGGCTTATACTAGAAATCCTGGGTGCTGCACAATCAACTTCCATTTATCAACTCTATAGATGATCTAATGATGCCTGAATGGTTTCACATGGCATCAACATCACAGAATGTTCTCTGACGTTAGTCTCCTATTGCCTATGCAGGAGAAGAGGAAGCGTGATTCAATGGCTTGTTCCCTTGACACACACACACACACGCACGCAAGCACACACACACTTCCCAAGCTTTCTAACTACCAGGCACCCTAACTCCAAATCACGCTATTTTCCATGTCTCCTCTAAATGACCGGCAGCTAGTTTCTTTCTGCCTCTTTGCCTTGCTAGTGATGCTCACTTTGCCAGGAATAACTTTCATCCTCTTTCAAAACACCAATCCAAAGCCTATTCCTTTTTTAAGGTCCACAATGAAACATAACCCCTTCAGGAAGTATTTCCTGACTATAAAACTAGTAGATGGAGAAACAAAATCCAACGCGGGTGCAGTGGCATGTCCCTGTAGTCCCAGCTACTGAGGAGGCTGAGGCAGGAGGATCTCATGAGCCCAGAAGAACAGCCCAGGCAGCACAGCGAGATCCCCATCCTTTAAAAAAAACAAAAACAAAAAAACCCCAAATCCACACCGTCCCTAGGCTGTGATTCTCAGTACCTGACCCCTGAAAGCTGCTCTGTAAATGTTGGTTAAATGAATGGAATCACTTTTAATTTCTACAGGCATTTGAATACAAATCATGGATATGAAAAGAAATCCCTCATGGGACCTGACAGAATGCTGGCAAGAGCGTAGCATGGTACTGGTAGGGCGCGGTGGCTCACGCTTGTAATCCTAGCACTTTGAGACGCGGAGGCAGGCGGATCGCCTGAGGTCAGGAGCTCAAGACCAGCCTGATCAACGTGGCGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGTGGGCACCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGGAGAATTGCTTGAACCCTGGAACCAGACGTTGCAGTGAGCTGAGATCATGCCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGTCTCAAAAAGAAAAAGAGAATAGAGAGAGTAGCATGGTACCTCACATAGTTTTATAACATTAAAATATATCAGAATTTAAAATGTGATATTTAGCAACATGTATACAGCTGGAGGTCATTATCCTAAGCAAATTAATGCAAAAACAAAAAATCAAATACCACATATTCTCACTTACAAATGGGAGCTAAACATTGGGTATACATGGACTTAAAGATGAATAAAAGAGGGAGGAAAGGACGGGGGCAAGGGTTGAAAAACTATCTGTTGGGTACTATGCTGAGTACCTGGGTGACAGGACCATTCGTATCCCAAACCTCAGCATCACACAATATATCCATGTGACACACTTGAACACGTAACCCCAAATCTAAAATGAATGTTGAATTTTTTAAAATGTGATATTTTAAGACATAAAGCGAGTAGAGATAACATAATGACAAAATCTTTATAGAAAAATTAAACCTATTATATAACTAAATGAAGCAGGTAGAAGAGCAAAATATATTCAATTTACTTTAAAACAATATTTGTGGAGTATTTCCGTTAAAAGTATTTACCAGAACACTGTCAACTATTACACAGTTAAAAAAAAAAAAAAAAAAACCTCTTCTATGATGTATATTCTTTGAGCATTGGTTTCCTCATCTGTAAAATTGAGATATAGCACCTGATAATACCTAGAAACCCAAGGTTTCTGTGATAATTAAATTAGAAAATGTACGTATATCGCTGAGACATTGAAGATATTTAACAAAAATTTACTGATGATTGCACTCAGTTATGCCTCCTGCAATCTTTGTTAATTTTTTTGAGATAAGGTCTCACTCTGTTGCCCAGGCTGGAGTACAGTGGTGCAATCATGGCTCACTGCACCAGCCTCAGCCTCCTAGGCTCAAGCAATCCTCCCACCTCAGCCTCCTGAATAGCTGAGACTACAGGCACACACCACTAACACACCTGGCTAATTCTTTATTTTTCATAGAGACAGGGTCCCACTATGTTGGCCAGGCTGGTCTCGAACTCCTGGGCTCAAGCAATCCTCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCTACTGCACCCAGCCCCTCCTGTACTCTTTGTACTGTGTGCAGGGAACACAAGCGGAGAGCTGATGGTGATGGCAGGGAGAGTGCTTATTCTGGAACATCAACAAATCATCTTCTCTTTTATCATACGACTGTTCATTTAAATGAAAGTAGCCCCTTCTCTTCATGCTTAGAGGACATATTACTAACACTGCTGTTTTAATTCTATCTGATTAGTCCATCTCTCCAATTCATTGCATAAAAAGGAGACATTTGCTCCAATCAGTATTTGAACAAAAATGTGAAGTAGAGAATTAAAAAAACAAACATATCCAGTTACTCTTTTCTTCTTTAAGGTTTCAGTGAGCTAAGGAGGTGGTACTGAGAGGAGTCCAGATAATGGAAAGATTGGAAAAAACAGTTTCTAATATTTGATTACATTGATCCTCCACACTGGAAAACTATGTGACACTCCATTTCATTTTCTATAGATCCAGCAAGCTGGTTGTTGAGTAAATAATACAAACAACTGGGTGTGGTTCTTGTCAGTTTTCTTTAGAAAGAAAGAAACCAAAATTTAGTTTGGGACACCTAGGATAACAGTGAAATCCTACACGTTCTTAAACTACAAAGTGGGCTGTTAGTGAATTTAAGCAGAATTTTCATTGCAGTGAGTCTTGTCAAATTGTTTTAAAGACATTTAGTCAAAGGTGCATAGAGTTTCTAATTAAGAATATTAAGCAAAAGCCGCAGAACATTTTCCCCTTTAGAAAAAAGGAATTCAGGCTGGGCGCAGTGGCTCATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAACTAAACTTTAGTAGAAACATCGTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTAGCACATGCCTGTAATCCCAGCTACTAGGGAAGCTGAGGCAGAATTGCTTGAACCCTGGAGGCGGAGGTTGCAGTGAGCTGAGATTGAGTCACTGCACCTCAGCCTGGGTGATAGAGCAAGATTCTGTCTCAAAAAAAAAAAAAAGGAATTCGAATGTGGCTCAAATCTGGAGTCTAAGCCAGCAGGTAACAATGTTCCTTTAAAGCCTTCTCTAGCATAACAATGAGCCCATCAATCATTTGCTCCAGGAAACTTAAGAAAAAGAGATGATGTAAGGCATCTGGCTGGGGTGCAAATGTGTTAGGTTCTTCAATGTTCAGTAAGCACTACCTGTTATTTGTTTTTTAGTCTCCAAGTCTCTGGTTTGCTTCAGCACCTGGAGCAGCCGAGGTACCCCATTTAGTTCAGCCACCTCCAATTTGTTGTCATTGTCTTCAAATACTAAGTTTCTCAAGGCCCCACACACAGCTCGCTGAACGTCTTCATTCTGAA | ClinVar |
| 12 | g.32850872_32850891del | CA2795091534 | PKP2 | c.1253_1272del (p.Ala418GlyfsTer4) c.468_487del n.468_487del n.594_613del c.1207_1226del n.1257_1276del n.1106_1125del | |
| 12 | g.32850887C>A | CA384370437 | PKP2 | c.1257G>T (p.Leu419Phe) c.472G>T n.472G>T n.598G>T c.1211G>T n.1261G>T n.1110G>T | |
| 12 | g.32850887C= | CA2026389609 | PKP2 | c.1257G= (p.Leu419=) c.472G= n.472G= n.598G= c.1211G= n.1261G= n.1110G= | |
| 12 | g.32850887C>G | CA384370441 | PKP2 | c.1257G>C (p.Leu419Phe) c.472G>C n.472G>C n.598G>C c.1211G>C n.1261G>C n.1110G>C | |
| 12 | g.32850887C>T | CA235255358 | PKP2 | c.1257G>A (p.Leu419=) c.472G>A n.472G>A n.598G>A c.1211G>A n.1261G>A n.1110G>A | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850888A= | CA2026389612 | PKP2 | c.1256T= (p.Leu419=) c.471T= n.471T= n.597T= c.1210T= n.1260T= n.1109T= | |
| 12 | g.32850888A>C | CA384370445 | PKP2 | c.1256T>G (p.Leu419Trp) c.471T>G n.471T>G n.597T>G c.1210T>G n.1260T>G n.1109T>G | |
| 12 | g.32850888A>G | CA384370451 | PKP2 | c.1256T>C (p.Leu419Ser) c.471T>C n.471T>C n.597T>C c.1210T>C n.1260T>C n.1109T>C | ClinVar dbSNP |
| 12 | g.32850888A>T | CA384370454 | PKP2 | c.1256T>A (p.Leu419Ter) c.471T>A n.471T>A n.597T>A c.1210T>A n.1260T>A n.1109T>A | |
| 12 | g.32850889A>C | CA384370464 | PKP2 | c.1255T>G (p.Leu419Val) c.470T>G n.470T>G n.596T>G c.1209T>G n.1259T>G n.1108T>G | |
| 12 | g.32850889A>G | CA479177927 | PKP2 | c.1255T>C (p.Leu419=) c.470T>C n.470T>C n.596T>C c.1209T>C n.1259T>C n.1108T>C | |
| 12 | g.32850889A>T | CA384370468 | PKP2 | c.1255T>A (p.Leu419Met) c.470T>A n.470T>A n.596T>A c.1209T>A n.1259T>A n.1108T>A | |
| 12 | g.32850890G>A | CA479177928 | PKP2 | c.1254C>T (p.Ala418=) c.469C>T n.469C>T n.595C>T c.1208C>T n.1258C>T n.1107C>T | |
| 12 | g.32850890G>C | CA479177929 | PKP2 | c.1254C>G (p.Ala418=) c.469C>G n.469C>G n.595C>G c.1208C>G n.1258C>G n.1107C>G | |
| 12 | g.32850890G>T | CA479177930 | PKP2 | c.1254C>A (p.Ala418=) c.469C>A n.469C>A n.595C>A c.1208C>A n.1258C>A n.1107C>A | |
| 12 | g.32850891G>A | CA384370477 | PKP2 | c.1253C>T (p.Ala418Val) c.468C>T n.468C>T n.594C>T c.1207C>T n.1257C>T n.1106C>T | |
| 12 | g.32850891G>C | CA384370472 | PKP2 | c.1253C>G (p.Ala418Gly) c.468C>G n.468C>G n.594C>G c.1207C>G n.1257C>G n.1106C>G | |
| 12 | g.32850891G>T | CA384370474 | PKP2 | c.1253C>A (p.Ala418Asp) c.468C>A n.468C>A n.594C>A c.1207C>A n.1257C>A n.1106C>A | |
| 12 | g.32850891_32850892delinsGC | CA2026389614 | PKP2 | c.1252_1253delinsGC (p.Ala418=) c.467_468delinsGC n.467_468delinsGC n.593_594delinsGC c.1206_1207delinsGC n.1256_1257delinsGC n.1105_1106delinsGC | |
| 12 | g.32850892C>A | CA384370479 | PKP2 | c.1252G>T (p.Ala418Ser) c.467G>T n.467G>T n.593G>T c.1206G>T n.1256G>T n.1105G>T | |
| 12 | g.32850892C>G | CA384370480 | PKP2 | c.1252G>C (p.Ala418Pro) c.467G>C n.467G>C n.593G>C c.1206G>C n.1256G>C n.1105G>C | |
| 12 | g.32850892C>T | CA384370484 | PKP2 | c.1252G>A (p.Ala418Thr) c.467G>A n.467G>A n.593G>A c.1206G>A n.1256G>A n.1105G>A | ClinVar |
| 12 | g.32850895del | CA658658129 | PKP2 | c.1252del (p.Ala418ProfsTer2) c.467del n.467del n.593del c.1206del n.1256del n.1105del | ClinVar dbSNP |
| 12 | g.32850893C>A | CA16614008 | PKP2 | c.1251G>T (p.Gly417=) c.466G>T n.466G>T n.592G>T c.1205G>T n.1255G>T n.1104G>T | ClinVar dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850893C= | CA2026389625 | PKP2 | c.1251G= (p.Gly417=) c.466G= n.466G= n.592G= c.1205G= n.1255G= n.1104G= | |
| 12 | g.32850893C>G | CA479177931 | PKP2 | c.1251G>C (p.Gly417=) c.466G>C n.466G>C n.592G>C c.1205G>C n.1255G>C n.1104G>C | |
| 12 | g.32850893C>T | CA479177932 | PKP2 | c.1251G>A (p.Gly417=) c.466G>A n.466G>A n.592G>A c.1205G>A n.1255G>A n.1104G>A | |
| 12 | g.32850894C>A | CA384370495 | PKP2 | c.1250G>T (p.Gly417Val) c.465G>T n.465G>T n.591G>T c.1204G>T n.1254G>T n.1103G>T | |
| 12 | g.32850894C>G | CA384370500 | PKP2 | c.1250G>C (p.Gly417Ala) c.465G>C n.465G>C n.591G>C c.1204G>C n.1254G>C n.1103G>C | |
| 12 | g.32850894C>T | CA384370503 | PKP2 | c.1250G>A (p.Gly417Glu) c.465G>A n.465G>A n.591G>A c.1204G>A n.1254G>A n.1103G>A | |
| 12 | g.32850895C>A | CA384370508 | PKP2 | c.1249G>T (p.Gly417Trp) c.464G>T n.464G>T n.590G>T c.1203G>T n.1253G>T n.1102G>T | |
| 12 | g.32850895C= | CA2026389630 | PKP2 | c.1249G= (p.Gly417=) c.464G= n.464G= n.590G= c.1203G= n.1253G= n.1102G= | |
| 12 | g.32850895C>G | CA384370513 | PKP2 | c.1249G>C (p.Gly417Arg) c.464G>C n.464G>C n.590G>C c.1203G>C n.1253G>C n.1102G>C | |
| 12 | g.32850895C>T | CA384370515 | PKP2 | c.1249G>A (p.Gly417Arg) c.464G>A n.464G>A n.590G>A c.1203G>A n.1253G>A n.1102G>A | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850896A= | CA2026389638 | PKP2 | c.1248T= (p.Cys416=) c.463T= n.463T= n.589T= c.1202T= n.1252T= n.1101T= | |
| 12 | g.32850896A>C | CA384370519 | PKP2 | c.1248T>G (p.Cys416Trp) c.463T>G n.463T>G n.589T>G c.1202T>G n.1252T>G n.1101T>G | dbSNP gnomAD v4 |
| 12 | g.32850896A>G | CA479177933 | PKP2 | c.1248T>C (p.Cys416=) c.463T>C n.463T>C n.589T>C c.1202T>C n.1252T>C n.1101T>C | |
| 12 | g.32850896A>T | CA010926 | PKP2 | c.1248T>A (p.Cys416Ter) c.463T>A n.463T>A n.589T>A c.1202T>A n.1252T>A n.1101T>A | ClinVar dbSNP |
| 12 | g.32850897C>A | CA384370523 | PKP2 | c.1247G>T (p.Cys416Phe) c.462G>T n.462G>T n.588G>T c.1201G>T n.1251G>T n.1100G>T | gnomAD v4 |
| 12 | g.32850897C>G | CA384370522 | PKP2 | c.1247G>C (p.Cys416Ser) c.462G>C n.462G>C n.588G>C c.1201G>C n.1251G>C n.1100G>C | |
| 12 | g.32850897C>T | CA384370521 | PKP2 | c.1247G>A (p.Cys416Tyr) c.462G>A n.462G>A n.588G>A c.1201G>A n.1251G>A n.1100G>A | |
| 12 | g.32850898A= | CA2026389648 | PKP2 | c.1246T= (p.Cys416=) c.461T= n.461T= n.587T= c.1200T= n.1250T= n.1099T= | |
| 12 | g.32850898A>C | CA384370542 | PKP2 | c.1246T>G (p.Cys416Gly) c.461T>G n.461T>G n.587T>G c.1200T>G n.1250T>G n.1099T>G | |
| 12 | g.32850898A>G | CA384370528 | PKP2 | c.1246T>C (p.Cys416Arg) c.461T>C n.461T>C n.587T>C c.1200T>C n.1250T>C n.1099T>C | ClinVar dbSNP |
| 12 | g.32850898A>T | CA384370540 | PKP2 | c.1246T>A (p.Cys416Ser) c.461T>A n.461T>A n.587T>A c.1200T>A n.1250T>A n.1099T>A | |
| 12 | g.32850899C>A | CA479177934 | PKP2 | c.1245G>T (p.Val415=) c.460G>T n.460G>T n.586G>T c.1199G>T n.1249G>T n.1098G>T | |
| 12 | g.32850899C= | CA2026389652 | PKP2 | c.1245G= (p.Val415=) c.460G= n.460G= n.586G= c.1199G= n.1249G= n.1098G= | |
| 12 | g.32850899C>G | CA479177935 | PKP2 | c.1245G>C (p.Val415=) c.460G>C n.460G>C n.586G>C c.1199G>C n.1249G>C n.1098G>C | |
| 12 | g.32850899C>T | CA479177936 | PKP2 | c.1245G>A (p.Val415=) c.460G>A n.460G>A n.586G>A c.1199G>A n.1249G>A n.1098G>A | ClinVar dbSNP |
| 12 | g.32850900A= | CA2026389655 | PKP2 | c.1244T= (p.Val415=) c.459T= n.459T= n.585T= c.1198T= n.1248T= n.1097T= | |
| 12 | g.32850900A>C | CA384370548 | PKP2 | c.1244T>G (p.Val415Gly) c.459T>G n.459T>G n.585T>G c.1198T>G n.1248T>G n.1097T>G | ClinVar dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850900A>G | CA384370550 | PKP2 | c.1244T>C (p.Val415Ala) c.459T>C n.459T>C n.585T>C c.1198T>C n.1248T>C n.1097T>C | |
| 12 | g.32850900A>T | CA384370554 | PKP2 | c.1244T>A (p.Val415Glu) c.459T>A n.459T>A n.585T>A c.1198T>A n.1248T>A n.1097T>A | |
| 12 | g.32850901C>A | CA384370565 | PKP2 | c.1243G>T (p.Val415Leu) c.458G>T n.458G>T n.584G>T c.1197G>T n.1247G>T n.1096G>T | |
| 12 | g.32850901C>G | CA384370563 | PKP2 | c.1243G>C (p.Val415Leu) c.458G>C n.458G>C n.584G>C c.1197G>C n.1247G>C n.1096G>C | |
| 12 | g.32850901C>T | CA384370562 | PKP2 | c.1243G>A (p.Val415Met) c.458G>A n.458G>A n.584G>A c.1197G>A n.1247G>A n.1096G>A | |
| 12 | g.32850902A>C | CA479177939 | PKP2 | c.1242T>G (p.Ala414=) c.457T>G n.457T>G n.583T>G c.1196T>G n.1246T>G n.1095T>G | |
| 12 | g.32850902A>G | CA479177937 | PKP2 | c.1242T>C (p.Ala414=) c.457T>C n.457T>C n.583T>C c.1196T>C n.1246T>C n.1095T>C | |
| 12 | g.32850902A>T | CA479177938 | PKP2 | c.1242T>A (p.Ala414=) c.457T>A n.457T>A n.583T>A c.1196T>A n.1246T>A n.1095T>A | |
| 12 | g.32850903G>A | CA384370567 | PKP2 | c.1241C>T (p.Ala414Val) c.456C>T n.456C>T n.582C>T c.1195C>T n.1245C>T n.1094C>T | |
| 12 | g.32850903G>C | CA384370569 | PKP2 | c.1241C>G (p.Ala414Gly) c.456C>G n.456C>G n.582C>G c.1195C>G n.1245C>G n.1094C>G | |
| 12 | g.32850903G= | CA2026389661 | PKP2 | c.1241C= (p.Ala414=) c.456C= n.456C= n.582C= c.1195C= n.1245C= n.1094C= | |
| 12 | g.32850903G>T | CA235255359 | PKP2 | c.1241C>A (p.Ala414Asp) c.456C>A n.456C>A n.582C>A c.1195C>A n.1245C>A n.1094C>A | dbSNP |
| 12 | g.32850904C>A | CA384370576 | PKP2 | c.1240G>T (p.Ala414Ser) c.455G>T n.455G>T n.581G>T c.1194G>T n.1244G>T n.1093G>T | |
| 12 | g.32850904C>G | CA384370578 | PKP2 | c.1240G>C (p.Ala414Pro) c.455G>C n.455G>C n.581G>C c.1194G>C n.1244G>C n.1093G>C | gnomAD v4 |
| 12 | g.32850904C>T | CA384370582 | PKP2 | c.1240G>A (p.Ala414Thr) c.455G>A n.455G>A n.581G>A c.1194G>A n.1244G>A n.1093G>A | |
| 12 | g.32850905T>A | CA479177940 | PKP2 | c.1239A>T (p.Arg413=) c.454A>T n.454A>T n.580A>T c.1193A>T n.1243A>T n.1092A>T | COSMIC |
| 12 | g.32850905T>C | CA479177941 | PKP2 | c.1239A>G (p.Arg413=) c.454A>G n.454A>G n.580A>G c.1193A>G n.1243A>G n.1092A>G | |
| 12 | g.32850905T>G | CA479177942 | PKP2 | c.1239A>C (p.Arg413=) c.454A>C n.454A>C n.580A>C c.1193A>C n.1243A>C n.1092A>C | |
| 12 | g.32850906C>A | CA384370586 | PKP2 | c.1238G>T (p.Arg413Leu) c.453G>T n.453G>T n.579G>T c.1192G>T n.1242G>T n.1091G>T | dbSNP |
| 12 | g.32850906C= | CA2026389665 | PKP2 | c.1238G= (p.Arg413=) c.453G= n.453G= n.579G= c.1192G= n.1242G= n.1091G= | |
| 12 | g.32850906C>G | CA384370593 | PKP2 | c.1238G>C (p.Arg413Pro) c.453G>C n.453G>C n.579G>C c.1192G>C n.1242G>C n.1091G>C | |
| 12 | g.32850906C>T | CA010916 | PKP2 | c.1238G>A (p.Arg413Gln) c.453G>A n.453G>A n.579G>A c.1192G>A n.1242G>A n.1091G>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850907G>A | CA010558 | PKP2 | c.1237C>T (p.Arg413Ter) c.452C>T n.452C>T n.578C>T c.1191C>T n.1241C>T n.1090C>T | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850907G>C | CA384370601 | PKP2 | c.1237C>G (p.Arg413Gly) c.452C>G n.452C>G n.578C>G c.1191C>G n.1241C>G n.1090C>G | ClinVar |
| 12 | g.32850907G= | CA2026389668 | PKP2 | c.1237C= (p.Arg413=) c.452C= n.452C= n.578C= c.1191C= n.1241C= n.1090C= | |
| 12 | g.32850907G>T | CA479177943 | PKP2 | c.1237C>A (p.Arg413=) c.452C>A n.452C>A n.578C>A c.1191C>A n.1241C>A n.1090C>A | |
| 12 | g.32850908C>A | CA384370607 | PKP2 | c.1236G>T (p.Gln412His) c.451G>T n.451G>T n.577G>T c.1190G>T n.1240G>T n.1089G>T | |
| 12 | g.32850908C= | CA2026389677 | PKP2 | c.1236G= (p.Gln412=) c.451G= n.451G= n.577G= c.1190G= n.1240G= n.1089G= | |
| 12 | g.32850908C>G | CA384370612 | PKP2 | c.1236G>C (p.Gln412His) c.451G>C n.451G>C n.577G>C c.1190G>C n.1240G>C n.1089G>C | |
| 12 | g.32850908C>T | CA027483 | PKP2 | c.1236G>A (p.Gln412=) c.451G>A n.451G>A n.577G>A c.1190G>A n.1240G>A n.1089G>A | ClinVar dbSNP ExAC gnomAD v3 gnomAD v4 |
| 12 | g.32850909T>A | CA384370613 | PKP2 | c.1235A>T (p.Gln412Leu) c.450A>T n.450A>T n.576A>T c.1189A>T n.1239A>T n.1088A>T | |
| 12 | g.32850909T>C | CA384370614 | PKP2 | c.1235A>G (p.Gln412Arg) c.450A>G n.450A>G n.576A>G c.1189A>G n.1239A>G n.1088A>G | dbSNP |
| 12 | g.32850909T>G | CA384370615 | PKP2 | c.1235A>C (p.Gln412Pro) c.450A>C n.450A>C n.576A>C c.1189A>C n.1239A>C n.1088A>C | |
| 12 | g.32850909T= | CA2026389682 | PKP2 | c.1235A= (p.Gln412=) c.450A= n.450A= n.576A= c.1189A= n.1239A= n.1088A= | |
| 12 | g.32850910G>A | CA384370635 | PKP2 | c.1234C>T (p.Gln412Ter) c.449C>T n.449C>T n.575C>T c.1188C>T n.1238C>T n.1087C>T | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850910G>C | CA384370639 | PKP2 | c.1234C>G (p.Gln412Glu) c.449C>G n.449C>G n.575C>G c.1188C>G n.1238C>G n.1087C>G | |
| 12 | g.32850910G= | CA2026389688 | PKP2 | c.1234C= (p.Gln412=) c.449C= n.449C= n.575C= c.1188C= n.1238C= n.1087C= | |
| 12 | g.32850910G>T | CA384370645 | PKP2 | c.1234C>A (p.Gln412Lys) c.449C>A n.449C>A n.575C>A c.1188C>A n.1238C>A n.1087C>A | |
| 12 | g.32850911A>C | CA479177944 | PKP2 | c.1233T>G (p.Val411=) c.448T>G n.448T>G n.574T>G c.1187T>G n.1237T>G n.1086T>G | ClinVar dbSNP |
| 12 | g.32850911A>G | CA479177945 | PKP2 | c.1233T>C (p.Val411=) c.448T>C n.448T>C n.574T>C c.1187T>C n.1237T>C n.1086T>C | |
| 12 | g.32850911A>T | CA479177946 | PKP2 | c.1233T>A (p.Val411=) c.448T>A n.448T>A n.574T>A c.1187T>A n.1237T>A n.1086T>A | |
| 12 | g.32850912A>C | CA384370652 | PKP2 | c.1232T>G (p.Val411Gly) c.447T>G n.447T>G n.573T>G c.1186T>G n.1236T>G n.1085T>G | |
| 12 | g.32850912A>G | CA384370655 | PKP2 | c.1232T>C (p.Val411Ala) c.447T>C n.447T>C n.573T>C c.1186T>C n.1236T>C n.1085T>C | ClinVar |
| 12 | g.32850912A>T | CA384370651 | PKP2 | c.1232T>A (p.Val411Asp) c.447T>A n.447T>A n.573T>A c.1186T>A n.1236T>A n.1085T>A | |
| 12 | g.32850913C>A | CA384370656 | PKP2 | c.1231G>T (p.Val411Phe) c.446G>T n.446G>T n.572G>T c.1185G>T n.1235G>T n.1084G>T | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850913C= | CA2026389694 | PKP2 | c.1231G= (p.Val411=) c.446G= n.446G= n.572G= c.1185G= n.1235G= n.1084G= | |
| 12 | g.32850913C>G | CA384370657 | PKP2 | c.1231G>C (p.Val411Leu) c.446G>C n.446G>C n.572G>C c.1185G>C n.1235G>C n.1084G>C | |
| 12 | g.32850913C>T | CA027467 | PKP2 | c.1231G>A (p.Val411Ile) c.446G>A n.446G>A n.572G>A c.1185G>A n.1235G>A n.1084G>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 COSMIC |
| 12 | g.32850913dup | CA2695216186 | PKP2 | c.1231dup (p.Val411GlyfsTer15) c.446dup n.446dup n.572dup c.1185dup n.1235dup n.1084dup | |
| 12 | g.32850914G>A | CA027448 | PKP2 | c.1230C>T (p.Asp410=) c.445C>T n.445C>T n.571C>T c.1184C>T n.1234C>T n.1083C>T | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 COSMIC |
| 12 | g.32850914G>C | CA384370660 | PKP2 | c.1230C>G (p.Asp410Glu) c.445C>G n.445C>G n.571C>G c.1184C>G n.1234C>G n.1083C>G | |
| 12 | g.32850914G= | CA2026389700 | PKP2 | c.1230C= (p.Asp410=) c.445C= n.445C= n.571C= c.1184C= n.1234C= n.1083C= | |
| 12 | g.32850914G>T | CA384370662 | PKP2 | c.1230C>A (p.Asp410Glu) c.445C>A n.445C>A n.571C>A c.1184C>A n.1234C>A n.1083C>A | |
| 12 | g.32850915T>A | CA384370667 | PKP2 | c.1229A>T (p.Asp410Val) c.444A>T n.444A>T n.570A>T c.1183A>T n.1233A>T n.1082A>T | |
| 12 | g.32850915T>C | CA384370674 | PKP2 | c.1229A>G (p.Asp410Gly) c.444A>G n.444A>G n.570A>G c.1183A>G n.1233A>G n.1082A>G | |
| 12 | g.32850915T>G | CA384370676 | PKP2 | c.1229A>C (p.Asp410Ala) c.444A>C n.444A>C n.570A>C c.1183A>C n.1233A>C n.1082A>C | |
| 12 | g.32850916C>A | CA384370678 | PKP2 | c.1228G>T (p.Asp410Tyr) c.443G>T n.443G>T n.569G>T c.1182G>T n.1232G>T n.1081G>T | |
| 12 | g.32850916C>G | CA384370681 | PKP2 | c.1228G>C (p.Asp410His) c.443G>C n.443G>C n.569G>C c.1182G>C n.1232G>C n.1081G>C | |
| 12 | g.32850916C>T | CA384370684 | PKP2 | c.1228G>A (p.Asp410Asn) c.443G>A n.443G>A n.569G>A c.1182G>A n.1232G>A n.1081G>A | |
| 12 | g.32850916dup | CA2695216187 | PKP2 | c.1228dup (p.Asp410GlyfsTer16) c.443dup n.443dup n.569dup c.1182dup n.1232dup n.1081dup | |
| 12 | g.32850917T>A | CA384370685 | PKP2 | c.1227A>T (p.Glu409Asp) c.442A>T n.442A>T n.568A>T c.1181A>T n.1231A>T n.1080A>T | |
| 12 | g.32850917T>C | CA479177947 | PKP2 | c.1227A>G (p.Glu409=) c.442A>G n.442A>G n.568A>G c.1181A>G n.1231A>G n.1080A>G | |
| 12 | g.32850917T>G | CA384370686 | PKP2 | c.1227A>C (p.Glu409Asp) c.442A>C n.442A>C n.568A>C c.1181A>C n.1231A>C n.1080A>C | |
| 12 | g.32850918T>A | CA384370690 | PKP2 | c.1226A>T (p.Glu409Val) c.441A>T n.441A>T n.567A>T c.1180A>T n.1230A>T n.1079A>T | |
| 12 | g.32850918T>C | CA384370687 | PKP2 | c.1226A>G (p.Glu409Gly) c.441A>G n.441A>G n.567A>G c.1180A>G n.1230A>G n.1079A>G | |
| 12 | g.32850918T>G | CA384370688 | PKP2 | c.1226A>C (p.Glu409Ala) c.441A>C n.441A>C n.567A>C c.1180A>C n.1230A>C n.1079A>C | gnomAD v4 |
| 12 | g.32850919C>A | CA384370693 | PKP2 | c.1225G>T (p.Glu409Ter) c.440G>T n.440G>T n.566G>T c.1179G>T n.1229G>T n.1078G>T | |
| 12 | g.32850919C>G | CA384370697 | PKP2 | c.1225G>C (p.Glu409Gln) c.440G>C n.440G>C n.566G>C c.1179G>C n.1229G>C n.1078G>C | |
| 12 | g.32850919C>T | CA384370706 | PKP2 | c.1225G>A (p.Glu409Lys) c.440G>A n.440G>A n.566G>A c.1179G>A n.1229G>A n.1078G>A | |
| 12 | g.32850920A>C | CA384370710 | PKP2 | c.1224T>G (p.Asn408Lys) c.439T>G n.439T>G n.565T>G c.1178T>G n.1228T>G n.1077T>G | gnomAD v4 |
| 12 | g.32850920A>G | CA479177948 | PKP2 | c.1224T>C (p.Asn408=) c.439T>C n.439T>C n.565T>C c.1178T>C n.1228T>C n.1077T>C | ClinVar |
| 12 | g.32850920A>T | CA384370712 | PKP2 | c.1224T>A (p.Asn408Lys) c.439T>A n.439T>A n.565T>A c.1178T>A n.1228T>A n.1077T>A | |
| 12 | g.32850921T>A | CA384370714 | PKP2 | c.1223A>T (p.Asn408Ile) c.438A>T n.438A>T n.564A>T c.1177A>T n.1227A>T n.1076A>T | |
| 12 | g.32850921T>C | CA384370715 | PKP2 | c.1223A>G (p.Asn408Ser) c.438A>G n.438A>G n.564A>G c.1177A>G n.1227A>G n.1076A>G | |
| 12 | g.32850921T>G | CA384370716 | PKP2 | c.1223A>C (p.Asn408Thr) c.438A>C n.438A>C n.564A>C c.1177A>C n.1227A>C n.1076A>C | |
| 12 | g.32850922T>A | CA384370722 | PKP2 | c.1222A>T (p.Asn408Tyr) c.437A>T n.437A>T n.563A>T c.1176A>T n.1226A>T n.1075A>T | |
| 12 | g.32850922T>C | CA384370723 | PKP2 | c.1222A>G (p.Asn408Asp) c.437A>G n.437A>G n.563A>G c.1176A>G n.1226A>G n.1075A>G | |
| 12 | g.32850922T>G | CA384370728 | PKP2 | c.1222A>C (p.Asn408His) c.437A>C n.437A>C n.563A>C c.1176A>C n.1226A>C n.1075A>C | |
| 12 | g.32850923C>A | CA384370734 | PKP2 | c.1221G>T (p.Gln407His) c.436G>T n.436G>T n.562G>T c.1175G>T n.1225G>T n.1074G>T | |
| 12 | g.32850923C>G | CA384370731 | PKP2 | c.1221G>C (p.Gln407His) c.436G>C n.436G>C n.562G>C c.1175G>C n.1225G>C n.1074G>C | |
| 12 | g.32850923C>T | CA479177949 | PKP2 | c.1221G>A (p.Gln407=) c.436G>A n.436G>A n.562G>A c.1175G>A n.1225G>A n.1074G>A | gnomAD v4 |
| 12 | g.32850924T>A | CA384370746 | PKP2 | c.1220A>T (p.Gln407Leu) c.435A>T n.435A>T n.561A>T c.1174A>T n.1224A>T n.1073A>T | ClinVar |
| 12 | g.32850924T>C | CA384370759 | PKP2 | c.1220A>G (p.Gln407Arg) c.435A>G n.435A>G n.561A>G c.1174A>G n.1224A>G n.1073A>G | |
| 12 | g.32850924T>G | CA384370760 | PKP2 | c.1220A>C (p.Gln407Pro) c.435A>C n.435A>C n.561A>C c.1174A>C n.1224A>C n.1073A>C | |
| 12 | g.32850925G>A | CA384370761 | PKP2 | c.1219C>T (p.Gln407Ter) c.434C>T n.434C>T n.560C>T c.1173C>T n.1223C>T n.1072C>T | ClinVar dbSNP |
| 12 | g.32850925G>C | CA384370766 | PKP2 | c.1219C>G (p.Gln407Glu) c.434C>G n.434C>G n.560C>G c.1173C>G n.1223C>G n.1072C>G | |
| 12 | g.32850925G= | CA2026389708 | PKP2 | c.1219C= (p.Gln407=) c.434C= n.434C= n.560C= c.1173C= n.1223C= n.1072C= | |
| 12 | g.32850925G>T | CA384370767 | PKP2 | c.1219C>A (p.Gln407Lys) c.434C>A n.434C>A n.560C>A c.1173C>A n.1223C>A n.1072C>A | |
| 12 | g.32850926A>C | CA479177950 | PKP2 | c.1218T>G (p.Val406=) c.433T>G n.433T>G n.559T>G c.1172T>G n.1222T>G n.1071T>G | |
| 12 | g.32850926A>G | CA479177951 | PKP2 | c.1218T>C (p.Val406=) c.433T>C n.433T>C n.559T>C c.1172T>C n.1222T>C n.1071T>C | |
| 12 | g.32850926A>T | CA479177952 | PKP2 | c.1218T>A (p.Val406=) c.433T>A n.433T>A n.559T>A c.1172T>A n.1222T>A n.1071T>A | |
| 12 | g.32850927A>C | CA384370770 | PKP2 | c.1217T>G (p.Val406Gly) c.432T>G n.432T>G n.558T>G c.1171T>G n.1221T>G n.1070T>G | |
| 12 | g.32850927A>G | CA384370768 | PKP2 | c.1217T>C (p.Val406Ala) c.432T>C n.432T>C n.558T>C c.1171T>C n.1221T>C n.1070T>C | gnomAD v4 |
| 12 | g.32850927A>T | CA384370769 | PKP2 | c.1217T>A (p.Val406Asp) c.432T>A n.432T>A n.558T>A c.1171T>A n.1221T>A n.1070T>A | |
| 12 | g.32850928C>A | CA384370771 | PKP2 | c.1216G>T (p.Val406Phe) c.431G>T n.431G>T n.557G>T c.1170G>T n.1220G>T n.1069G>T | gnomAD v4 |
| 12 | g.32850928C>G | CA384370773 | PKP2 | c.1216G>C (p.Val406Leu) c.431G>C n.431G>C n.557G>C c.1170G>C n.1220G>C n.1069G>C | |
| 12 | g.32850928C>T | CA384370775 | PKP2 | c.1216G>A (p.Val406Ile) c.431G>A n.431G>A n.557G>A c.1170G>A n.1220G>A n.1069G>A | COSMIC |
| 12 | g.32850929T>A | CA384370777 | PKP2 | c.1215A>T (p.Lys405Asn) c.430A>T n.430A>T n.556A>T c.1169A>T n.1219A>T n.1068A>T | |
| 12 | g.32850929T>C | CA479177953 | PKP2 | c.1215A>G (p.Lys405=) c.430A>G n.430A>G n.556A>G c.1169A>G n.1219A>G n.1068A>G | |
| 12 | g.32850929T>G | CA384370779 | PKP2 | c.1215A>C (p.Lys405Asn) c.430A>C n.430A>C n.556A>C c.1169A>C n.1219A>C n.1068A>C | |
| 12 | g.32850930T>A | CA384370783 | PKP2 | c.1214A>T (p.Lys405Ile) c.429A>T n.429A>T n.555A>T c.1168A>T n.1218A>T n.1067A>T | |
| 12 | g.32850930T>C | CA384370798 | PKP2 | c.1214A>G (p.Lys405Arg) c.429A>G n.429A>G n.555A>G c.1168A>G n.1218A>G n.1067A>G | |
| 12 | g.32850930T>G | CA384370794 | PKP2 | c.1214A>C (p.Lys405Thr) c.429A>C n.429A>C n.555A>C c.1168A>C n.1218A>C n.1067A>C | gnomAD v4 |
| 12 | g.32850931T>A | CA384370800 | PKP2 | c.1213A>T (p.Lys405Ter) c.428A>T n.428A>T n.554A>T c.1167A>T n.1217A>T n.1066A>T | |
| 12 | g.32850931T>C | CA384370803 | PKP2 | c.1213A>G (p.Lys405Glu) c.428A>G n.428A>G n.554A>G c.1167A>G n.1217A>G n.1066A>G | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850931T>G | CA384370807 | PKP2 | c.1213A>C (p.Lys405Gln) c.428A>C n.428A>C n.554A>C c.1167A>C n.1217A>C n.1066A>C | |
| 12 | g.32850931T= | CA2026389713 | PKP2 | c.1213A= (p.Lys405=) c.428A= n.428A= n.554A= c.1167A= n.1217A= n.1066A= | |
| 12 | g.32850932T>A | CA479177954 | PKP2 | c.1212A>T (p.Leu404=) c.427A>T n.427A>T n.553A>T c.1166A>T n.1216A>T n.1065A>T | gnomAD v4 |
| 12 | g.32850932T>C | CA479177955 | PKP2 | c.1212A>G (p.Leu404=) c.427A>G n.427A>G n.553A>G c.1166A>G n.1216A>G n.1065A>G | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850932T>G | CA479177956 | PKP2 | c.1212A>C (p.Leu404=) c.427A>C n.427A>C n.553A>C c.1166A>C n.1216A>C n.1065A>C | ClinVar |
| 12 | g.32850932T= | CA2026389719 | PKP2 | c.1212A= (p.Leu404=) c.427A= n.427A= n.553A= c.1166A= n.1216A= n.1065A= | |
| 12 | g.32850933A>C | CA384370809 | PKP2 | c.1211T>G (p.Leu404Arg) c.426T>G n.426T>G n.552T>G c.1165T>G n.1215T>G n.1064T>G | |
| 12 | g.32850933A>G | CA384370811 | PKP2 | c.1211T>C (p.Leu404Pro) c.426T>C n.426T>C n.552T>C c.1165T>C n.1215T>C n.1064T>C | |
| 12 | g.32850933A>T | CA384370814 | PKP2 | c.1211T>A (p.Leu404Gln) c.426T>A n.426T>A n.552T>A c.1165T>A n.1215T>A n.1064T>A | |
| 12 | g.32850933dup | CA010901 | PKP2 | c.1211dup (p.Val406SerfsTer4) c.426dup n.426dup n.552dup c.1165dup n.1215dup n.1064dup | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850934G>A | CA479177957 | PKP2 | c.1210C>T (p.Leu404=) c.425C>T n.425C>T n.551C>T c.1164C>T n.1214C>T n.1063C>T | gnomAD v4 |
| 12 | g.32850934G>C | CA384370815 | PKP2 | c.1210C>G (p.Leu404Val) c.425C>G n.425C>G n.551C>G c.1164C>G n.1214C>G n.1063C>G | |
| 12 | g.32850934G>T | CA384370816 | PKP2 | c.1210C>A (p.Leu404Ile) c.425C>A n.425C>A n.551C>A c.1164C>A n.1214C>A n.1063C>A | |
| 12 | g.32850934_32850942delinsGGAGCTGCA | CA2026389728 | PKP2 | c.1202_1210delinsTGCAGCTCC (p.Leu401=) c.417_425delinsTGCAGCTCC n.417_425delinsTGCAGCTCC n.543_551delinsTGCAGCTCC c.1156_1164delinsTGCAGCTCC n.1206_1214delinsTGCAGCTCC n.1055_1063delinsTGCAGCTCC | |
| 12 | g.32850934_32850943del | CA2739291641 | PKP2 | c.1201_1210del (p.Leu401Ter) c.416_425del n.416_425del n.542_551del c.1155_1164del n.1205_1214del n.1054_1063del | |
| 12 | g.32850934_32850944delinsGGAGCTGCAGA | CA2026389727 | PKP2 | c.1200_1210delinsTCTGCAGCTCC (p.Leu400=) c.415_425delinsTCTGCAGCTCC n.415_425delinsTCTGCAGCTCC n.541_551delinsTCTGCAGCTCC c.1154_1164delinsTCTGCAGCTCC n.1204_1214delinsTCTGCAGCTCC n.1053_1063delinsTCTGCAGCTCC | |
| 12 | g.32850935G>A | CA479177958 | PKP2 | c.1209C>T (p.Leu403=) c.424C>T n.424C>T n.550C>T c.1163C>T n.1213C>T n.1062C>T | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850935G>C | CA479177959 | PKP2 | c.1209C>G (p.Leu403=) c.424C>G n.424C>G n.550C>G c.1163C>G n.1213C>G n.1062C>G | |
| 12 | g.32850935G= | CA2026389737 | PKP2 | c.1209C= (p.Leu403=) c.424C= n.424C= n.550C= c.1163C= n.1213C= n.1062C= | |
| 12 | g.32850935G>T | CA479177960 | PKP2 | c.1209C>A (p.Leu403=) c.424C>A n.424C>A n.550C>A c.1163C>A n.1213C>A n.1062C>A | |
| 12 | g.32850935_32850944del | CA687467281 | PKP2 | c.1200_1209del (p.Leu401Ter) c.415_424del n.415_424del n.541_550del c.1154_1163del n.1204_1213del n.1053_1062del | dbSNP |
| 12 | g.32850937_32850944del | CA658658130 | PKP2 | c.1202_1209del (p.Leu401ProfsTer6) c.417_424del n.417_424del n.543_550del c.1156_1163del n.1206_1213del n.1055_1062del | ClinVar dbSNP |
| 12 | g.32850936A= | CA2026389743 | PKP2 | c.1208T= (p.Leu403=) c.423T= n.423T= n.549T= c.1162T= n.1212T= n.1061T= | |
| 12 | g.32850936A>C | CA384370819 | PKP2 | c.1208T>G (p.Leu403Arg) c.423T>G n.423T>G n.549T>G c.1162T>G n.1212T>G n.1061T>G | |
| 12 | g.32850936A>G | CA235255389 | PKP2 | c.1208T>C (p.Leu403Pro) c.423T>C n.423T>C n.549T>C c.1162T>C n.1212T>C n.1061T>C | dbSNP gnomAD v4 |
| 12 | g.32850936A>T | CA384370825 | PKP2 | c.1208T>A (p.Leu403His) c.423T>A n.423T>A n.549T>A c.1162T>A n.1212T>A n.1061T>A | |
| 12 | g.32850937G>A | CA384370838 | PKP2 | c.1207C>T (p.Leu403Phe) c.422C>T n.422C>T n.548C>T c.1161C>T n.1211C>T n.1060C>T | |
| 12 | g.32850937G>C | CA384370840 | PKP2 | c.1207C>G (p.Leu403Val) c.422C>G n.422C>G n.548C>G c.1161C>G n.1211C>G n.1060C>G | |
| 12 | g.32850937G>T | CA384370835 | PKP2 | c.1207C>A (p.Leu403Ile) c.422C>A n.422C>A n.548C>A c.1161C>A n.1211C>A n.1060C>A | |
| 12 | g.32850938C>A | CA384370847 | PKP2 | c.1206G>T (p.Gln402His) c.421G>T n.421G>T n.547G>T c.1160G>T n.1210G>T n.1059G>T | |
| 12 | g.32850938C= | CA2026389746 | PKP2 | c.1206G= (p.Gln402=) c.421G= n.421G= n.547G= c.1160G= n.1210G= n.1059G= | |
| 12 | g.32850938C>G | CA384370843 | PKP2 | c.1206G>C (p.Gln402His) c.421G>C n.421G>C n.547G>C c.1160G>C n.1210G>C n.1059G>C | |
| 12 | g.32850938C>T | CA027434 | PKP2 | c.1206G>A (p.Gln402=) c.421G>A n.421G>A n.547G>A c.1160G>A n.1210G>A n.1059G>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850938_32850939delinsCT | CA2026389748 | PKP2 | c.1205_1206delinsAG (p.Gln402=) c.420_421delinsAG n.420_421delinsAG n.546_547delinsAG c.1159_1160delinsAG n.1209_1210delinsAG n.1058_1059delinsAG | |
| 12 | g.32850939del | CA687467291 | PKP2 | c.1205del (p.Gln402ArgfsTer3) c.420del n.420del n.546del c.1159del n.1209del n.1058del | dbSNP |
| 12 | g.32850939T>A | CA384370851 | PKP2 | c.1205A>T (p.Gln402Leu) c.420A>T n.420A>T n.546A>T c.1159A>T n.1209A>T n.1058A>T | |
| 12 | g.32850939T>C | CA384370870 | PKP2 | c.1205A>G (p.Gln402Arg) c.420A>G n.420A>G n.546A>G c.1159A>G n.1209A>G n.1058A>G | gnomAD v4 |
| 12 | g.32850939T>G | CA384370854 | PKP2 | c.1205A>C (p.Gln402Pro) c.420A>C n.420A>C n.546A>C c.1159A>C n.1209A>C n.1058A>C | |
| 12 | g.32850940G>A | CA384370873 | PKP2 | c.1204C>T (p.Gln402Ter) c.419C>T n.419C>T n.545C>T c.1158C>T n.1208C>T n.1057C>T | ClinVar |
| 12 | g.32850940G>C | CA384370876 | PKP2 | c.1204C>G (p.Gln402Glu) c.419C>G n.419C>G n.545C>G c.1158C>G n.1208C>G n.1057C>G | |
| 12 | g.32850940G>T | CA384370879 | PKP2 | c.1204C>A (p.Gln402Lys) c.419C>A n.419C>A n.545C>A c.1158C>A n.1208C>A n.1057C>A | |
| 12 | g.32850941C>A | CA479177961 | PKP2 | c.1203G>T (p.Leu401=) c.418G>T n.418G>T n.544G>T c.1157G>T n.1207G>T n.1056G>T | |
| 12 | g.32850941C>G | CA479177962 | PKP2 | c.1203G>C (p.Leu401=) c.418G>C n.418G>C n.544G>C c.1157G>C n.1207G>C n.1056G>C | |
| 12 | g.32850941C>T | CA479177963 | PKP2 | c.1203G>A (p.Leu401=) c.418G>A n.418G>A n.544G>A c.1157G>A n.1207G>A n.1056G>A | |
| 12 | g.32850942A= | CA2026389756 | PKP2 | c.1202T= (p.Leu401=) c.417T= n.417T= n.543T= c.1156T= n.1206T= n.1055T= | |
| 12 | g.32850942A>C | CA384370882 | PKP2 | c.1202T>G (p.Leu401Arg) c.417T>G n.417T>G n.543T>G c.1156T>G n.1206T>G n.1055T>G | |
| 12 | g.32850942A>G | CA384370892 | PKP2 | c.1202T>C (p.Leu401Pro) c.417T>C n.417T>C n.543T>C c.1156T>C n.1206T>C n.1055T>C | gnomAD v4 |
| 12 | g.32850942A>T | CA384370894 | PKP2 | c.1202T>A (p.Leu401Gln) c.417T>A n.417T>A n.543T>A c.1156T>A n.1206T>A n.1055T>A | ClinVar dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850943G>A | CA479177964 | PKP2 | c.1201C>T (p.Leu401=) c.416C>T n.416C>T n.542C>T c.1155C>T n.1205C>T n.1054C>T | |
| 12 | g.32850943G>C | CA384370895 | PKP2 | c.1201C>G (p.Leu401Val) c.416C>G n.416C>G n.542C>G c.1155C>G n.1205C>G n.1054C>G | |
| 12 | g.32850943G= | CA2026389759 | PKP2 | c.1201C= (p.Leu401=) c.416C= n.416C= n.542C= c.1155C= n.1205C= n.1054C= | |
| 12 | g.32850943G>T | CA384370906 | PKP2 | c.1201C>A (p.Leu401Met) c.416C>A n.416C>A n.542C>A c.1155C>A n.1205C>A n.1054C>A | ClinVar dbSNP |
| 12 | g.32850944A>C | CA479177965 | PKP2 | c.1200T>G (p.Leu400=) c.415T>G n.415T>G n.541T>G c.1154T>G n.1204T>G n.1053T>G | |
| 12 | g.32850944A>G | CA479177966 | PKP2 | c.1200T>C (p.Leu400=) c.415T>C n.415T>C n.541T>C c.1154T>C n.1204T>C n.1053T>C | |
| 12 | g.32850944A>T | CA479177967 | PKP2 | c.1200T>A (p.Leu400=) c.415T>A n.415T>A n.541T>A c.1154T>A n.1204T>A n.1053T>A | |
| 12 | g.32850945A= | CA2026389762 | PKP2 | c.1199T= (p.Leu400=) c.414T= n.414T= n.540T= c.1153T= n.1203T= n.1052T= | |
| 12 | g.32850945A>C | CA384370912 | PKP2 | c.1199T>G (p.Leu400Arg) c.414T>G n.414T>G n.540T>G c.1153T>G n.1203T>G n.1052T>G | |
| 12 | g.32850945A>G | CA384370915 | PKP2 | c.1199T>C (p.Leu400Pro) c.414T>C n.414T>C n.540T>C c.1153T>C n.1203T>C n.1052T>C | |
| 12 | g.32850945A>T | CA027410 | PKP2 | c.1199T>A (p.Leu400His) c.414T>A n.414T>A n.540T>A c.1153T>A n.1203T>A n.1052T>A | dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850946G>A | CA384370929 | PKP2 | c.1198C>T (p.Leu400Phe) c.413C>T n.413C>T n.539C>T c.1152C>T n.1202C>T n.1051C>T | gnomAD v4 |
| 12 | g.32850946G>C | CA384370927 | PKP2 | c.1198C>G (p.Leu400Val) c.413C>G n.413C>G n.539C>G c.1152C>G n.1202C>G n.1051C>G | |
| 12 | g.32850946G>T | CA384370923 | PKP2 | c.1198C>A (p.Leu400Ile) c.413C>A n.413C>A n.539C>A c.1152C>A n.1202C>A n.1051C>A | |
| 12 | g.32850947C>A | CA384370932 | PKP2 | c.1197G>T (p.Lys399Asn) c.412G>T n.412G>T n.538G>T c.1151G>T n.1201G>T n.1050G>T | |
| 12 | g.32850947C>G | CA384370938 | PKP2 | c.1197G>C (p.Lys399Asn) c.412G>C n.412G>C n.538G>C c.1151G>C n.1201G>C n.1050G>C | |
| 12 | g.32850947C>T | CA479177968 | PKP2 | c.1197G>A (p.Lys399=) c.412G>A n.412G>A n.538G>A c.1151G>A n.1201G>A n.1050G>A | gnomAD v4 |
| 12 | g.32850948T>A | CA384370940 | PKP2 | c.1196A>T (p.Lys399Met) c.411A>T n.411A>T n.537A>T c.1150A>T n.1200A>T n.1049A>T | |
| 12 | g.32850948T>C | CA384370943 | PKP2 | c.1196A>G (p.Lys399Arg) c.411A>G n.411A>G n.537A>G c.1150A>G n.1200A>G n.1049A>G | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850948T>G | CA384370963 | PKP2 | c.1196A>C (p.Lys399Thr) c.411A>C n.411A>C n.537A>C c.1150A>C n.1200A>C n.1049A>C | |
| 12 | g.32850948T= | CA2026389767 | PKP2 | c.1196A= (p.Lys399=) c.411A= n.411A= n.537A= c.1150A= n.1200A= n.1049A= | |
| 12 | g.32850949T>A | CA384370964 | PKP2 | c.1195A>T (p.Lys399Ter) c.410A>T n.410A>T n.536A>T c.1149A>T n.1199A>T n.1048A>T | |
| 12 | g.32850949T>C | CA384370965 | PKP2 | c.1195A>G (p.Lys399Glu) c.410A>G n.410A>G n.536A>G c.1149A>G n.1199A>G n.1048A>G | |
| 12 | g.32850949T>G | CA384370966 | PKP2 | c.1195A>C (p.Lys399Gln) c.410A>C n.410A>C n.536A>C c.1149A>C n.1199A>C n.1048A>C | ClinVar gnomAD v4 |
| 12 | g.32850950G>A | CA479177971 | PKP2 | c.1194C>T (p.Leu398=) c.409C>T n.409C>T n.535C>T c.1148C>T n.1198C>T n.1047C>T | gnomAD v4 |
| 12 | g.32850950G>C | CA479177969 | PKP2 | c.1194C>G (p.Leu398=) c.409C>G n.409C>G n.535C>G c.1148C>G n.1198C>G n.1047C>G | gnomAD v4 |
| 12 | g.32850950G>T | CA479177970 | PKP2 | c.1194C>A (p.Leu398=) c.409C>A n.409C>A n.535C>A c.1148C>A n.1198C>A n.1047C>A | |
| 12 | g.32850951A>C | CA384370973 | PKP2 | c.1193T>G (p.Leu398Arg) c.408T>G n.408T>G n.534T>G c.1147T>G n.1197T>G n.1046T>G | |
| 12 | g.32850951A>G | CA384370974 | PKP2 | c.1193T>C (p.Leu398Pro) c.408T>C n.408T>C n.534T>C c.1147T>C n.1197T>C n.1046T>C | dbSNP |
| 12 | g.32850951A>T | CA384370976 | PKP2 | c.1193T>A (p.Leu398His) c.408T>A n.408T>A n.534T>A c.1147T>A n.1197T>A n.1046T>A | |
| 12 | g.32850952G>A | CA384370983 | PKP2 | c.1192C>T (p.Leu398Phe) c.407C>T n.407C>T n.533C>T c.1146C>T n.1196C>T n.1045C>T | |
| 12 | g.32850952G>C | CA384370981 | PKP2 | c.1192C>G (p.Leu398Val) c.407C>G n.407C>G n.533C>G c.1146C>G n.1196C>G n.1045C>G | dbSNP |
| 12 | g.32850952G= | CA2026389769 | PKP2 | c.1192C= (p.Leu398=) c.407C= n.407C= n.533C= c.1146C= n.1196C= n.1045C= | |
| 12 | g.32850952G>T | CA384370980 | PKP2 | c.1192C>A (p.Leu398Ile) c.407C>A n.407C>A n.533C>A c.1146C>A n.1196C>A n.1045C>A | |
| 12 | g.32850953G>A | CA479177972 | PKP2 | c.1191C>T (p.Ile397=) c.406C>T n.406C>T n.532C>T c.1145C>T n.1195C>T n.1044C>T | gnomAD v4 |
| 12 | g.32850953G>C | CA384370987 | PKP2 | c.1191C>G (p.Ile397Met) c.406C>G n.406C>G n.532C>G c.1145C>G n.1195C>G n.1044C>G | |
| 12 | g.32850953G>T | CA479177973 | PKP2 | c.1191C>A (p.Ile397=) c.406C>A n.406C>A n.532C>A c.1145C>A n.1195C>A n.1044C>A | |
| 12 | g.32850954A= | CA2026389775 | PKP2 | c.1190T= (p.Ile397=) c.405T= n.405T= n.531T= c.1144T= n.1194T= n.1043T= | |
| 12 | g.32850954A>C | CA384370992 | PKP2 | c.1190T>G (p.Ile397Ser) c.405T>G n.405T>G n.531T>G c.1144T>G n.1194T>G n.1043T>G | |
| 12 | g.32850954A>G | CA384370999 | PKP2 | c.1190T>C (p.Ile397Thr) c.405T>C n.405T>C n.531T>C c.1144T>C n.1194T>C n.1043T>C | gnomAD v4 |
| 12 | g.32850954A>T | CA027391 | PKP2 | c.1190T>A (p.Ile397Asn) c.405T>A n.405T>A n.531T>A c.1144T>A n.1194T>A n.1043T>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850955T>A | CA384371001 | PKP2 | c.1189A>T (p.Ile397Phe) c.404A>T n.404A>T n.530A>T c.1143A>T n.1193A>T n.1042A>T | ClinVar |
| 12 | g.32850955T>C | CA384371002 | PKP2 | c.1189A>G (p.Ile397Val) c.404A>G n.404A>G n.530A>G c.1143A>G n.1193A>G n.1042A>G | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850955T>G | CA384371003 | PKP2 | c.1189A>C (p.Ile397Leu) c.404A>C n.404A>C n.530A>C c.1143A>C n.1193A>C n.1042A>C | |
| 12 | g.32850955T= | CA2026389782 | PKP2 | c.1189A= (p.Ile397=) c.404A= n.404A= n.530A= c.1143A= n.1193A= n.1042A= | |
| 12 | g.32850956G>A | CA479177974 | PKP2 | c.1188C>T (p.Gly396=) c.403C>T n.403C>T n.529C>T c.1142C>T n.1192C>T n.1041C>T | |
| 12 | g.32850956G>C | CA479177975 | PKP2 | c.1188C>G (p.Gly396=) c.403C>G n.403C>G n.529C>G c.1142C>G n.1192C>G n.1041C>G | |
| 12 | g.32850956G>T | CA479177976 | PKP2 | c.1188C>A (p.Gly396=) c.403C>A n.403C>A n.529C>A c.1142C>A n.1192C>A n.1041C>A | |
| 12 | g.32850957C>A | CA384371006 | PKP2 | c.1187G>T (p.Gly396Val) c.402G>T n.402G>T n.528G>T c.1141G>T n.1191G>T n.1040G>T | |
| 12 | g.32850957C>G | CA384371019 | PKP2 | c.1187G>C (p.Gly396Ala) c.402G>C n.402G>C n.528G>C c.1141G>C n.1191G>C n.1040G>C | |
| 12 | g.32850957C>T | CA384371020 | PKP2 | c.1187G>A (p.Gly396Asp) c.402G>A n.402G>A n.528G>A c.1141G>A n.1191G>A n.1040G>A | COSMIC |
| 12 | g.32850958C>A | CA384371022 | PKP2 | c.1186G>T (p.Gly396Cys) c.401G>T n.401G>T n.527G>T c.1140G>T n.1190G>T n.1039G>T | |
| 12 | g.32850958C>G | CA384371025 | PKP2 | c.1186G>C (p.Gly396Arg) c.401G>C n.401G>C n.527G>C c.1140G>C n.1190G>C n.1039G>C | |
| 12 | g.32850958C>T | CA384371028 | PKP2 | c.1186G>A (p.Gly396Ser) c.401G>A n.401G>A n.527G>A c.1140G>A n.1190G>A n.1039G>A | |
| 12 | g.32850959A>C | CA479177977 | PKP2 | c.1185T>G (p.Arg395=) c.400T>G n.400T>G n.526T>G c.1139T>G n.1189T>G n.1038T>G | |
| 12 | g.32850959A>G | CA479177978 | PKP2 | c.1185T>C (p.Arg395=) c.400T>C n.400T>C n.526T>C c.1139T>C n.1189T>C n.1038T>C | |
| 12 | g.32850959A>T | CA479177979 | PKP2 | c.1185T>A (p.Arg395=) c.400T>A n.400T>A n.526T>A c.1139T>A n.1189T>A n.1038T>A | |
| 12 | g.32850960C>A | CA384371030 | PKP2 | c.1184G>T (p.Arg395Leu) c.399G>T n.399G>T n.525G>T c.1138G>T n.1188G>T n.1037G>T | |
| 12 | g.32850960C= | CA2026389788 | PKP2 | c.1184G= (p.Arg395=) c.399G= n.399G= n.525G= c.1138G= n.1188G= n.1037G= | |
| 12 | g.32850960C>G | CA027378 | PKP2 | c.1184G>C (p.Arg395Pro) c.399G>C n.399G>C n.525G>C c.1138G>C n.1188G>C n.1037G>C | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850960C>T | CA384371034 | PKP2 | c.1184G>A (p.Arg395His) c.399G>A n.399G>A n.525G>A c.1138G>A n.1188G>A n.1037G>A | ClinVar dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850961G>A | CA027358 | PKP2 | c.1183C>T (p.Arg395Cys) c.398C>T n.398C>T n.524C>T c.1137C>T n.1187C>T n.1036C>T | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 COSMIC |
| 12 | g.32850961G>C | CA384371047 | PKP2 | c.1183C>G (p.Arg395Gly) c.398C>G n.398C>G n.524C>G c.1137C>G n.1187C>G n.1036C>G | |
| 12 | g.32850961G= | CA2026389800 | PKP2 | c.1183C= (p.Arg395=) c.398C= n.398C= n.524C= c.1137C= n.1187C= n.1036C= | |
| 12 | g.32850961G>T | CA384371049 | PKP2 | c.1183C>A (p.Arg395Ser) c.398C>A n.398C>A n.524C>A c.1137C>A n.1187C>A n.1036C>A | ClinVar dbSNP |
| 12 | g.32850962A>C | CA479177981 | PKP2 | c.1182T>G (p.Leu394=) c.397T>G n.397T>G n.523T>G c.1136T>G n.1186T>G n.1035T>G | |
| 12 | g.32850962A>G | CA479177982 | PKP2 | c.1182T>C (p.Leu394=) c.397T>C n.397T>C n.523T>C c.1136T>C n.1186T>C n.1035T>C | |
| 12 | g.32850962A>T | CA479177983 | PKP2 | c.1182T>A (p.Leu394=) c.397T>A n.397T>A n.523T>A c.1136T>A n.1186T>A n.1035T>A | |
| 12 | g.32850963A= | CA2026389809 | PKP2 | c.1181T= (p.Leu394=) c.396T= n.396T= n.522T= c.1135T= n.1185T= n.1034T= | |
| 12 | g.32850963A>C | CA384371054 | PKP2 | c.1181T>G (p.Leu394Arg) c.396T>G n.396T>G n.522T>G c.1135T>G n.1185T>G n.1034T>G | |
| 12 | g.32850963A>G | CA384371057 | PKP2 | c.1181T>C (p.Leu394Pro) c.396T>C n.396T>C n.522T>C c.1135T>C n.1185T>C n.1034T>C | dbSNP gnomAD v4 |
| 12 | g.32850963A>T | CA027349 | PKP2 | c.1181T>A (p.Leu394His) c.396T>A n.396T>A n.522T>A c.1135T>A n.1185T>A n.1034T>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850964G>A | CA10632644 | PKP2 | c.1180C>T (p.Leu394Phe) c.395C>T n.395C>T n.521C>T c.1134C>T n.1184C>T n.1033C>T | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850964G>C | CA384371067 | PKP2 | c.1180C>G (p.Leu394Val) c.395C>G n.395C>G n.521C>G c.1134C>G n.1184C>G n.1033C>G | |
| 12 | g.32850964G= | CA2026389819 | PKP2 | c.1180C= (p.Leu394=) c.395C= n.395C= n.521C= c.1134C= n.1184C= n.1033C= | |
| 12 | g.32850964G>T | CA384371069 | PKP2 | c.1180C>A (p.Leu394Ile) c.395C>A n.395C>A n.521C>A c.1134C>A n.1184C>A n.1033C>A | |
| 12 | g.32850965C>A | CA384371072 | PKP2 | c.1179G>T (p.Gln393His) c.394G>T n.394G>T n.520G>T c.1133G>T n.1183G>T n.1032G>T | |
| 12 | g.32850965C>G | CA384371073 | PKP2 | c.1179G>C (p.Gln393His) c.394G>C n.394G>C n.520G>C c.1133G>C n.1183G>C n.1032G>C | |
| 12 | g.32850965C>T | CA479177984 | PKP2 | c.1179G>A (p.Gln393=) c.394G>A n.394G>A n.520G>A c.1133G>A n.1183G>A n.1032G>A | |
| 12 | g.32850966T>A | CA384371080 | PKP2 | c.1178A>T (p.Gln393Leu) c.393A>T n.393A>T n.519A>T c.1132A>T n.1182A>T n.1031A>T | |
| 12 | g.32850966T>C | CA384371085 | PKP2 | c.1178A>G (p.Gln393Arg) c.393A>G n.393A>G n.519A>G c.1132A>G n.1182A>G n.1031A>G | |
| 12 | g.32850966T>G | CA384371077 | PKP2 | c.1178A>C (p.Gln393Pro) c.393A>C n.393A>C n.519A>C c.1132A>C n.1182A>C n.1031A>C | |
| 12 | g.32850967G>A | CA010892 | PKP2 | c.1177C>T (p.Gln393Ter) c.392C>T n.392C>T n.518C>T c.1131C>T n.1181C>T n.1030C>T | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850967G>C | CA384371087 | PKP2 | c.1177C>G (p.Gln393Glu) c.392C>G n.392C>G n.518C>G c.1131C>G n.1181C>G n.1030C>G | |
| 12 | g.32850967G= | CA2026389825 | PKP2 | c.1177C= (p.Gln393=) c.392C= n.392C= n.518C= c.1131C= n.1181C= n.1030C= | |
| 12 | g.32850967G>T | CA384371091 | PKP2 | c.1177C>A (p.Gln393Lys) c.392C>A n.392C>A n.518C>A c.1131C>A n.1181C>A n.1030C>A | ClinVar |
| 12 | g.32850968G>A | CA479177985 | PKP2 | c.1176C>T (p.Asn392=) c.391C>T n.391C>T n.517C>T c.1130C>T n.1180C>T n.1029C>T | gnomAD v4 |
| 12 | g.32850968G>C | CA384371102 | PKP2 | c.1176C>G (p.Asn392Lys) c.391C>G n.391C>G n.517C>G c.1130C>G n.1180C>G n.1029C>G | |
| 12 | g.32850968G>T | CA384371105 | PKP2 | c.1176C>A (p.Asn392Lys) c.391C>A n.391C>A n.517C>A c.1130C>A n.1180C>A n.1029C>A | ClinVar |
| 12 | g.32850969T>A | CA384371112 | PKP2 | c.1175A>T (p.Asn392Ile) c.390A>T n.390A>T n.516A>T c.1129A>T n.1179A>T n.1028A>T | |
| 12 | g.32850969T>C | CA384371113 | PKP2 | c.1175A>G (p.Asn392Ser) c.390A>G n.390A>G n.516A>G c.1129A>G n.1179A>G n.1028A>G | |
| 12 | g.32850969T>G | CA384371116 | PKP2 | c.1175A>C (p.Asn392Thr) c.390A>C n.390A>C n.516A>C c.1129A>C n.1179A>C n.1028A>C | |
| 12 | g.32850970T>A | CA384371119 | PKP2 | c.1174A>T (p.Asn392Tyr) c.389A>T n.389A>T n.515A>T c.1128A>T n.1178A>T n.1027A>T | ClinVar |
| 12 | g.32850970T>C | CA384371120 | PKP2 | c.1174A>G (p.Asn392Asp) c.389A>G n.389A>G n.515A>G c.1128A>G n.1178A>G n.1027A>G | |
| 12 | g.32850970T>G | CA384371121 | PKP2 | c.1174A>C (p.Asn392His) c.389A>C n.389A>C n.515A>C c.1128A>C n.1178A>C n.1027A>C | |
| 12 | g.32850971A>C | CA479177987 | PKP2 | c.1173T>G (p.Val391=) c.388T>G n.388T>G n.514T>G c.1127T>G n.1177T>G n.1026T>G | |
| 12 | g.32850971A>G | CA479177986 | PKP2 | c.1173T>C (p.Val391=) c.388T>C n.388T>C n.514T>C c.1127T>C n.1177T>C n.1026T>C | |
| 12 | g.32850971A>T | CA479177988 | PKP2 | c.1173T>A (p.Val391=) c.388T>A n.388T>A n.514T>A c.1127T>A n.1177T>A n.1026T>A | |
| 12 | g.32850972A>C | CA384371122 | PKP2 | c.1172T>G (p.Val391Gly) c.387T>G n.387T>G n.513T>G c.1126T>G n.1176T>G n.1025T>G | |
| 12 | g.32850972A>G | CA384371123 | PKP2 | c.1172T>C (p.Val391Ala) c.387T>C n.387T>C n.513T>C c.1126T>C n.1176T>C n.1025T>C | |
| 12 | g.32850972A>T | CA384371124 | PKP2 | c.1172T>A (p.Val391Asp) c.387T>A n.387T>A n.513T>A c.1126T>A n.1176T>A n.1025T>A | |
| 12 | g.32850973C>A | CA384371129 | PKP2 | c.1171G>T (p.Val391Phe) c.386G>T n.386G>T n.512G>T c.1125G>T n.1175G>T n.1024G>T | |
| 12 | g.32850973C= | CA2026389827 | PKP2 | c.1171G= (p.Val391=) c.386G= n.386G= n.512G= c.1125G= n.1175G= n.1024G= | |
| 12 | g.32850973C>G | CA384371126 | PKP2 | c.1171G>C (p.Val391Leu) c.386G>C n.386G>C n.512G>C c.1125G>C n.1175G>C n.1024G>C | |
| 12 | g.32850973C>T | CA384371127 | PKP2 | c.1171G>A (p.Val391Ile) c.386G>A n.386G>A n.512G>A c.1125G>A n.1175G>A n.1024G>A | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850974C>A | CA384371132 | PKP2 | c.1171-1G>T (n.1171-1G>T) c.386-1G>T n.386-1G>T n.512-1G>T c.1125-1G>T n.1175-1G>T n.1024-1G>T | |
| 12 | g.32850974C= | CA2026389830 | PKP2 | c.1171-1G= (n.1171-1G=) c.386-1G= n.386-1G= n.512-1G= c.1125-1G= n.1175-1G= n.1024-1G= | |
| 12 | g.32850974C>G | CA384371142 | PKP2 | c.1171-1G>C (n.1171-1G>C) c.386-1G>C n.386-1G>C n.512-1G>C c.1125-1G>C n.1175-1G>C n.1024-1G>C | gnomAD v4 |
| 12 | g.32850974C>T | CA384371149 | PKP2 | c.1171-1G>A (n.1171-1G>A) c.386-1G>A n.386-1G>A n.512-1G>A c.1125-1G>A n.1175-1G>A n.1024-1G>A | dbSNP COSMIC |
| 12 | g.32850975T>A | CA384371153 | PKP2 | c.1171-2A>T (n.1171-2A>T) c.386-2A>T n.386-2A>T n.512-2A>T c.1125-2A>T n.1175-2A>T n.1024-2A>T | |
| 12 | g.32850975T>C | CA010887 | PKP2 | c.1171-2A>G (n.1171-2A>G) c.386-2A>G n.386-2A>G n.512-2A>G c.1125-2A>G n.1175-2A>G n.1024-2A>G | ClinVar dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850975T>G | CA384371159 | PKP2 | c.1171-2A>C (n.1171-2A>C) c.386-2A>C n.386-2A>C n.512-2A>C c.1125-2A>C n.1175-2A>C n.1024-2A>C | |
| 12 | g.32850975T= | CA2026389835 | PKP2 | c.1171-2A= (n.1171-2A=) c.386-2A= n.386-2A= n.512-2A= c.1125-2A= n.1175-2A= n.1024-2A= | |
| 12 | g.32850975_32850978dup | CA2573148518 | PKP2 | c.1171-5_1171-2dup (n.1171-5_1171-2dup) c.386-5_386-2dup n.386-5_386-2dup n.512-5_512-2dup c.1125-5_1125-2dup n.1175-5_1175-2dup n.1024-5_1024-2dup | ClinVar dbSNP |
| 12 | g.32850976G>A | CA027323 | PKP2 | c.1171-3C>T (n.1171-3C>T) c.386-3C>T n.386-3C>T n.512-3C>T c.1125-3C>T n.1175-3C>T n.1024-3C>T | ClinVar dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850976G= | CA2026389839 | PKP2 | c.1171-3C= (n.1171-3C=) c.386-3C= n.386-3C= n.512-3C= c.1125-3C= n.1175-3C= n.1024-3C= | |
| 12 | g.32850976G>T | CA2795091540 | PKP2 | c.1171-3C>A (n.1171-3C>A) c.386-3C>A n.386-3C>A n.512-3C>A c.1125-3C>A n.1175-3C>A n.1024-3C>A | |
| 12 | g.32850979dup | CA687467352 | PKP2 | c.1171-3dup (n.1171-3dup) c.386-3dup n.386-3dup n.512-3dup c.1125-3dup n.1175-3dup n.1024-3dup | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850978G>T | CA2575118585 | PKP2 | c.1171-5C>A (n.1171-5C>A) c.386-5C>A n.386-5C>A n.512-5C>A c.1125-5C>A n.1175-5C>A n.1024-5C>A | |
| 12 | g.32850980A= | CA2026389842 | PKP2 | c.1171-7T= (n.1171-7T=) c.386-7T= n.386-7T= n.512-7T= c.1125-7T= n.1175-7T= n.1024-7T= | |
| 12 | g.32850980A>G | CA235255469 | PKP2 | c.1171-7T>C (n.1171-7T>C) c.386-7T>C n.386-7T>C n.512-7T>C c.1125-7T>C n.1175-7T>C n.1024-7T>C | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850982G= | CA2026389845 | PKP2 | c.1171-9C= (n.1171-9C=) c.386-9C= n.386-9C= n.512-9C= c.1125-9C= n.1175-9C= n.1024-9C= | |
| 12 | g.32850983A= | CA2026389850 | PKP2 | c.1171-10T= (n.1171-10T=) c.386-10T= n.386-10T= n.512-10T= c.1125-10T= n.1175-10T= n.1024-10T= | |
| 12 | g.32850983A>G | CA010863 | PKP2 | c.1171-10T>C (n.1171-10T>C) c.386-10T>C n.386-10T>C n.512-10T>C c.1125-10T>C n.1175-10T>C n.1024-10T>C | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850984dup | CA604480654 | PKP2 | c.1171-10dup (n.1171-10dup) c.386-10dup n.386-10dup n.512-10dup c.1125-10dup n.1175-10dup n.1024-10dup | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850984A= | CA2026389855 | PKP2 | c.1171-11T= (n.1171-11T=) c.386-11T= n.386-11T= n.512-11T= c.1125-11T= n.1175-11T= n.1024-11T= | |
| 12 | g.32850984A>G | CA010871 | PKP2 | c.1171-11T>C (n.1171-11T>C) c.386-11T>C n.386-11T>C n.512-11T>C c.1125-11T>C n.1175-11T>C n.1024-11T>C | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850986del | CA2618232200 | PKP2 | c.1171-13del (n.1171-13del) c.386-13del n.386-13del n.512-13del c.1125-13del n.1175-13del n.1024-13del | gnomAD v4 |
| 12 | g.32850986C= | CA2026389862 | PKP2 | c.1171-13G= (n.1171-13G=) c.386-13G= n.386-13G= n.512-13G= c.1125-13G= n.1175-13G= n.1024-13G= | |
| 12 | g.32850986C>T | CA027239 | PKP2 | c.1171-13G>A (n.1171-13G>A) c.386-13G>A n.386-13G>A n.512-13G>A c.1125-13G>A n.1175-13G>A n.1024-13G>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850987A= | CA2026389867 | PKP2 | c.1171-14T= (n.1171-14T=) c.386-14T= n.386-14T= n.512-14T= c.1125-14T= n.1175-14T= n.1024-14T= | |
| 12 | g.32850987A>C | CA027246 | PKP2 | c.1171-14T>G (n.1171-14T>G) c.386-14T>G n.386-14T>G n.512-14T>G c.1125-14T>G n.1175-14T>G n.1024-14T>G | dbSNP ExAC gnomAD v2 |
| 12 | g.32850987A>T | CA2618232201 | PKP2 | c.1171-14T>A (n.1171-14T>A) c.386-14T>A n.386-14T>A n.512-14T>A c.1125-14T>A n.1175-14T>A n.1024-14T>A | gnomAD v4 |