| 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.32850710A>C | CA2618232172 | PKP2 | c.1378+56T>G (n.1378+56T>G) c.593+56T>G n.593+56T>G n.719+56T>G c.1332+56T>G n.1382+56T>G n.1231+56T>G | gnomAD v4 |
| 12 | g.32850711G>A | CA235255115 | PKP2 | c.1378+55C>T (n.1378+55C>T) c.593+55C>T n.593+55C>T n.719+55C>T c.1332+55C>T n.1382+55C>T n.1231+55C>T | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850711G= | CA2026389277 | PKP2 | c.1378+55C= (n.1378+55C=) c.593+55C= n.593+55C= n.719+55C= c.1332+55C= n.1382+55C= n.1231+55C= | |
| 12 | g.32850711G>T | CA2575118572 | PKP2 | c.1378+55C>A (n.1378+55C>A) c.593+55C>A n.593+55C>A n.719+55C>A c.1332+55C>A n.1382+55C>A n.1231+55C>A | gnomAD v4 |
| 12 | g.32850712G>A | CA946318133 | PKP2 | c.1378+54C>T (n.1378+54C>T) c.593+54C>T n.593+54C>T n.719+54C>T c.1332+54C>T n.1382+54C>T n.1231+54C>T | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850712G= | CA2026389279 | PKP2 | c.1378+54C= (n.1378+54C=) c.593+54C= n.593+54C= n.719+54C= c.1332+54C= n.1382+54C= n.1231+54C= | |
| 12 | g.32850712G>T | CA2618232173 | PKP2 | c.1378+54C>A (n.1378+54C>A) c.593+54C>A n.593+54C>A n.719+54C>A c.1332+54C>A n.1382+54C>A n.1231+54C>A | gnomAD v4 |
| 12 | g.32850713C>A | CA2618232174 | PKP2 | c.1378+53G>T (n.1378+53G>T) c.593+53G>T n.593+53G>T n.719+53G>T c.1332+53G>T n.1382+53G>T n.1231+53G>T | gnomAD v4 |
| 12 | g.32850715T>A | CA2618232175 | PKP2 | c.1378+51A>T (n.1378+51A>T) c.593+51A>T n.593+51A>T n.719+51A>T c.1332+51A>T n.1382+51A>T n.1231+51A>T | gnomAD v4 |
| 12 | g.32850715T>C | CA2575118573 | PKP2 | c.1378+51A>G (n.1378+51A>G) c.593+51A>G n.593+51A>G n.719+51A>G c.1332+51A>G n.1382+51A>G n.1231+51A>G | |
| 12 | g.32850716C= | CA2026389281 | PKP2 | c.1378+50G= (n.1378+50G=) c.593+50G= n.593+50G= n.719+50G= c.1332+50G= n.1382+50G= n.1231+50G= | |
| 12 | g.32850716C>T | CA687466854 | PKP2 | c.1378+50G>A (n.1378+50G>A) c.593+50G>A n.593+50G>A n.719+50G>A c.1332+50G>A n.1382+50G>A n.1231+50G>A | dbSNP |
| 12 | g.32850717T>C | CA604480679 | PKP2 | c.1378+49A>G (n.1378+49A>G) c.593+49A>G n.593+49A>G n.719+49A>G c.1332+49A>G n.1382+49A>G n.1231+49A>G | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850717T= | CA2026389283 | PKP2 | c.1378+49A= (n.1378+49A=) c.593+49A= n.593+49A= n.719+49A= c.1332+49A= n.1382+49A= n.1231+49A= | |
| 12 | g.32850718G>T | CA2575118574 | PKP2 | c.1378+48C>A (n.1378+48C>A) c.593+48C>A n.593+48C>A n.719+48C>A c.1332+48C>A n.1382+48C>A n.1231+48C>A | gnomAD v4 |
| 12 | g.32850719G>T | CA2575118575 | PKP2 | c.1378+47C>A (n.1378+47C>A) c.593+47C>A n.593+47C>A n.719+47C>A c.1332+47C>A n.1382+47C>A n.1231+47C>A | gnomAD v4 |
| 12 | g.32850720C= | CA2026389286 | PKP2 | c.1378+46G= (n.1378+46G=) c.593+46G= n.593+46G= n.719+46G= c.1332+46G= n.1382+46G= n.1231+46G= | |
| 12 | g.32850720C>T | CA687466873 | PKP2 | c.1378+46G>A (n.1378+46G>A) c.593+46G>A n.593+46G>A n.719+46G>A c.1332+46G>A n.1382+46G>A n.1231+46G>A | dbSNP |
| 12 | g.32850721T>C | CA2618232176 | PKP2 | c.1378+45A>G (n.1378+45A>G) c.593+45A>G n.593+45A>G n.719+45A>G c.1332+45A>G n.1382+45A>G n.1231+45A>G | gnomAD v4 |
| 12 | g.32850721_32850722delinsTG | CA2026389287 | PKP2 | c.1378+44_1378+45delinsCA (n.1378+44_1378+45delinsCA) c.593+44_593+45delinsCA n.593+44_593+45delinsCA n.719+44_719+45delinsCA c.1332+44_1332+45delinsCA n.1382+44_1382+45delinsCA n.1231+44_1231+45delinsCA | |
| 12 | g.32850722G>A | CA2618232177 | PKP2 | c.1378+44C>T (n.1378+44C>T) c.593+44C>T n.593+44C>T n.719+44C>T c.1332+44C>T n.1382+44C>T n.1231+44C>T | gnomAD v4 |
| 12 | g.32850722G>T | CA2575118576 | PKP2 | c.1378+44C>A (n.1378+44C>A) c.593+44C>A n.593+44C>A n.719+44C>A c.1332+44C>A n.1382+44C>A n.1231+44C>A | |
| 12 | g.32850725del | CA027853 | PKP2 | c.1378+44del (n.1378+44del) c.593+44del n.593+44del n.719+44del c.1332+44del n.1382+44del n.1231+44del | dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850723G>T | CA2575118577 | PKP2 | c.1378+43C>A (n.1378+43C>A) c.593+43C>A n.593+43C>A n.719+43C>A c.1332+43C>A n.1382+43C>A n.1231+43C>A | gnomAD v4 |
| 12 | g.32850724G>T | CA2575118578 | PKP2 | c.1378+42C>A (n.1378+42C>A) c.593+42C>A n.593+42C>A n.719+42C>A c.1332+42C>A n.1382+42C>A n.1231+42C>A | gnomAD v4 |
| 12 | g.32850725G>A | CA027841 | PKP2 | c.1378+41C>T (n.1378+41C>T) c.593+41C>T n.593+41C>T n.719+41C>T c.1332+41C>T n.1382+41C>T n.1231+41C>T | dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850725G= | CA2026389291 | PKP2 | c.1378+41C= (n.1378+41C=) c.593+41C= n.593+41C= n.719+41C= c.1332+41C= n.1382+41C= n.1231+41C= | |
| 12 | g.32850725G>T | CA2618232178 | PKP2 | c.1378+41C>A (n.1378+41C>A) c.593+41C>A n.593+41C>A n.719+41C>A c.1332+41C>A n.1382+41C>A n.1231+41C>A | gnomAD v4 |
| 12 | g.32850726T>A | CA2618232179 | PKP2 | c.1378+40A>T (n.1378+40A>T) c.593+40A>T n.593+40A>T n.719+40A>T c.1332+40A>T n.1382+40A>T n.1231+40A>T | gnomAD v4 |
| 12 | g.32850726T>G | CA2618232180 | PKP2 | c.1378+40A>C (n.1378+40A>C) c.593+40A>C n.593+40A>C n.719+40A>C c.1332+40A>C n.1382+40A>C n.1231+40A>C | gnomAD v4 |
| 12 | g.32850727G>A | CA604480680 | PKP2 | c.1378+39C>T (n.1378+39C>T) c.593+39C>T n.593+39C>T n.719+39C>T c.1332+39C>T n.1382+39C>T n.1231+39C>T | dbSNP gnomAD v2 gnomAD v4 |
| 12 | g.32850727G= | CA2026389294 | PKP2 | c.1378+39C= (n.1378+39C=) c.593+39C= n.593+39C= n.719+39C= c.1332+39C= n.1382+39C= n.1231+39C= | |
| 12 | g.32850727G>T | CA027825 | PKP2 | c.1378+39C>A (n.1378+39C>A) c.593+39C>A n.593+39C>A n.719+39C>A c.1332+39C>A n.1382+39C>A n.1231+39C>A | dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850728C>A | CA2618232181 | PKP2 | c.1378+38G>T (n.1378+38G>T) c.593+38G>T n.593+38G>T n.719+38G>T c.1332+38G>T n.1382+38G>T n.1231+38G>T | gnomAD v4 |
| 12 | g.32850728C>G | CA2618232182 | PKP2 | c.1378+38G>C (n.1378+38G>C) c.593+38G>C n.593+38G>C n.719+38G>C c.1332+38G>C n.1382+38G>C n.1231+38G>C | gnomAD v4 |
| 12 | g.32850729A= | CA2026389296 | PKP2 | c.1378+37T= (n.1378+37T=) c.593+37T= n.593+37T= n.719+37T= c.1332+37T= n.1382+37T= n.1231+37T= | |
| 12 | g.32850729A>G | CA2026389298 | PKP2 | c.1378+37T>C (n.1378+37T>C) c.593+37T>C n.593+37T>C n.719+37T>C c.1332+37T>C n.1382+37T>C n.1231+37T>C | dbSNP |
| 12 | g.32850730_32850732del | CA2726018420 | PKP2 | c.1378+34_1378+36del (n.1378+34_1378+36del) c.593+34_593+36del n.593+34_593+36del n.719+34_719+36del c.1332+34_1332+36del n.1382+34_1382+36del n.1231+34_1231+36del | dbSNP |
| 12 | g.32850732T>C | CA604480681 | PKP2 | c.1378+34A>G (n.1378+34A>G) c.593+34A>G n.593+34A>G n.719+34A>G c.1332+34A>G n.1382+34A>G n.1231+34A>G | dbSNP gnomAD v2 gnomAD v4 |
| 12 | g.32850732T= | CA2026389299 | PKP2 | c.1378+34A= (n.1378+34A=) c.593+34A= n.593+34A= n.719+34A= c.1332+34A= n.1382+34A= n.1231+34A= | |
| 12 | g.32850733G>A | CA027807 | PKP2 | c.1378+33C>T (n.1378+33C>T) c.593+33C>T n.593+33C>T n.719+33C>T c.1332+33C>T n.1382+33C>T n.1231+33C>T | dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850733G= | CA2026389303 | PKP2 | c.1378+33C= (n.1378+33C=) c.593+33C= n.593+33C= n.719+33C= c.1332+33C= n.1382+33C= n.1231+33C= | |
| 12 | g.32850734_32850735insC | CA2575118580 | PKP2 | c.1378+31_1378+32insG (n.1378+31_1378+32insG) c.593+31_593+32insG n.593+31_593+32insG n.719+31_719+32insG c.1332+31_1332+32insG n.1382+31_1382+32insG n.1231+31_1231+32insG | gnomAD v4 |
| 12 | g.32850735G>T | CA2575118579 | PKP2 | c.1378+31C>A (n.1378+31C>A) c.593+31C>A n.593+31C>A n.719+31C>A c.1332+31C>A n.1382+31C>A n.1231+31C>A | gnomAD v4 |
| 12 | g.32850737T>C | CA687466901 | PKP2 | c.1378+29A>G (n.1378+29A>G) c.593+29A>G n.593+29A>G n.719+29A>G c.1332+29A>G n.1382+29A>G n.1231+29A>G | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850737T= | CA2026389307 | PKP2 | c.1378+29A= (n.1378+29A=) c.593+29A= n.593+29A= n.719+29A= c.1332+29A= n.1382+29A= n.1231+29A= | |
| 12 | g.32850739G>C | CA235255155 | PKP2 | c.1378+27C>G (n.1378+27C>G) c.593+27C>G n.593+27C>G n.719+27C>G c.1332+27C>G n.1382+27C>G n.1231+27C>G | dbSNP |
| 12 | g.32850739G= | CA2026389309 | PKP2 | c.1378+27C= (n.1378+27C=) c.593+27C= n.593+27C= n.719+27C= c.1332+27C= n.1382+27C= n.1231+27C= | |
| 12 | g.32850739G>T | CA2618232183 | PKP2 | c.1378+27C>A (n.1378+27C>A) c.593+27C>A n.593+27C>A n.719+27C>A c.1332+27C>A n.1382+27C>A n.1231+27C>A | gnomAD v4 |
| 12 | g.32850740G>C | CA2618232185 | PKP2 | c.1378+26C>G (n.1378+26C>G) c.593+26C>G n.593+26C>G n.719+26C>G c.1332+26C>G n.1382+26C>G n.1231+26C>G | gnomAD v4 |
| 12 | g.32850740G>T | CA2618232184 | PKP2 | c.1378+26C>A (n.1378+26C>A) c.593+26C>A n.593+26C>A n.719+26C>A c.1332+26C>A n.1382+26C>A n.1231+26C>A | gnomAD v4 |
| 12 | g.32850741T>A | CA027782 | PKP2 | c.1378+25A>T (n.1378+25A>T) c.593+25A>T n.593+25A>T n.719+25A>T c.1332+25A>T n.1382+25A>T n.1231+25A>T | dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850741T>C | CA2795091522 | PKP2 | c.1378+25A>G (n.1378+25A>G) c.593+25A>G n.593+25A>G n.719+25A>G c.1332+25A>G n.1382+25A>G n.1231+25A>G | |
| 12 | g.32850741T= | CA2026389313 | PKP2 | c.1378+25A= (n.1378+25A=) c.593+25A= n.593+25A= n.719+25A= c.1332+25A= n.1382+25A= n.1231+25A= | |
| 12 | g.32850742T>A | CA2618232186 | PKP2 | c.1378+24A>T (n.1378+24A>T) c.593+24A>T n.593+24A>T n.719+24A>T c.1332+24A>T n.1382+24A>T n.1231+24A>T | gnomAD v4 |
| 12 | g.32850743C>T | CA2618232187 | PKP2 | c.1378+23G>A (n.1378+23G>A) c.593+23G>A n.593+23G>A n.719+23G>A c.1332+23G>A n.1382+23G>A n.1231+23G>A | gnomAD v4 |
| 12 | g.32850744T>C | CA2618232188 | PKP2 | c.1378+22A>G (n.1378+22A>G) c.593+22A>G n.593+22A>G n.719+22A>G c.1332+22A>G n.1382+22A>G n.1231+22A>G | gnomAD v4 |
| 12 | g.32850745T>C | CA2594401965 | PKP2 | c.1378+21A>G (n.1378+21A>G) c.593+21A>G n.593+21A>G n.719+21A>G c.1332+21A>G n.1382+21A>G n.1231+21A>G | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850746C= | CA2026389315 | PKP2 | c.1378+20G= (n.1378+20G=) c.593+20G= n.593+20G= n.719+20G= c.1332+20G= n.1382+20G= n.1231+20G= | |
| 12 | g.32850746C>G | CA2026389317 | PKP2 | c.1378+20G>C (n.1378+20G>C) c.593+20G>C n.593+20G>C n.719+20G>C c.1332+20G>C n.1382+20G>C n.1231+20G>C | dbSNP |
| 12 | g.32850748A= | CA2026389319 | PKP2 | c.1378+18T= (n.1378+18T=) c.593+18T= n.593+18T= n.719+18T= c.1332+18T= n.1382+18T= n.1231+18T= | |
| 12 | g.32850748A>G | CA027770 | PKP2 | c.1378+18T>C (n.1378+18T>C) c.593+18T>C n.593+18T>C n.719+18T>C c.1332+18T>C n.1382+18T>C n.1231+18T>C | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850749T>A | CA2575118581 | PKP2 | c.1378+17A>T (n.1378+17A>T) c.593+17A>T n.593+17A>T n.719+17A>T c.1332+17A>T n.1382+17A>T n.1231+17A>T | |
| 12 | g.32850749T>C | CA2740092354 | PKP2 | c.1378+17A>G (n.1378+17A>G) c.593+17A>G n.593+17A>G n.719+17A>G c.1332+17A>G n.1382+17A>G n.1231+17A>G | ClinVar |
| 12 | g.32850750G>A | CA2618232189 | PKP2 | c.1378+16C>T (n.1378+16C>T) c.593+16C>T n.593+16C>T n.719+16C>T c.1332+16C>T n.1382+16C>T n.1231+16C>T | gnomAD v4 |
| 12 | g.32850750G>T | CA2618232190 | PKP2 | c.1378+16C>A (n.1378+16C>A) c.593+16C>A n.593+16C>A n.719+16C>A c.1332+16C>A n.1382+16C>A n.1231+16C>A | gnomAD v4 |
| 12 | g.32850751T>C | CA2618232191 | PKP2 | c.1378+15A>G (n.1378+15A>G) c.593+15A>G n.593+15A>G n.719+15A>G c.1332+15A>G n.1382+15A>G n.1231+15A>G | gnomAD v4 |
| 12 | g.32850753C= | CA2026389324 | PKP2 | c.1378+13G= (n.1378+13G=) c.593+13G= n.593+13G= n.719+13G= c.1332+13G= n.1382+13G= n.1231+13G= | |
| 12 | g.32850753C>T | CA027757 | PKP2 | c.1378+13G>A (n.1378+13G>A) c.593+13G>A n.593+13G>A n.719+13G>A c.1332+13G>A n.1382+13G>A n.1231+13G>A | dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850754A= | CA2026389327 | PKP2 | c.1378+12T= (n.1378+12T=) c.593+12T= n.593+12T= n.719+12T= c.1332+12T= n.1382+12T= n.1231+12T= | |
| 12 | g.32850754A>C | CA2026389328 | PKP2 | c.1378+12T>G (n.1378+12T>G) c.593+12T>G n.593+12T>G n.719+12T>G c.1332+12T>G n.1382+12T>G n.1231+12T>G | dbSNP gnomAD v4 |
| 12 | g.32850755G= | CA2026389330 | PKP2 | c.1378+11C= (n.1378+11C=) c.593+11C= n.593+11C= n.719+11C= c.1332+11C= n.1382+11C= n.1231+11C= | |
| 12 | g.32850755G>T | CA946318158 | PKP2 | c.1378+11C>A (n.1378+11C>A) c.593+11C>A n.593+11C>A n.719+11C>A c.1332+11C>A n.1382+11C>A n.1231+11C>A | dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850756T>C | CA645581113 | PKP2 | c.1378+10A>G (n.1378+10A>G) c.593+10A>G n.593+10A>G n.719+10A>G c.1332+10A>G n.1382+10A>G n.1231+10A>G | COSMIC |
| 12 | g.32850758del | CA2575118582 | PKP2 | c.1378+9del (n.1378+9del) c.593+9del n.593+9del n.719+9del c.1332+9del n.1382+9del n.1231+9del | |
| 12 | g.32850758_32850762delinsAGCAC | CA2026389332 | PKP2 | c.1378+4_1378+8delinsGTGCT (n.1378+4_1378+8delinsGTGCT) c.593+4_593+8delinsGTGCT n.593+4_593+8delinsGTGCT n.719+4_719+8delinsGTGCT c.1332+4_1332+8delinsGTGCT n.1382+4_1382+8delinsGTGCT n.1231+4_1231+8delinsGTGCT | |
| 12 | g.32850759G>T | CA2618232192 | PKP2 | c.1378+7C>A (n.1378+7C>A) c.593+7C>A n.593+7C>A n.719+7C>A c.1332+7C>A n.1382+7C>A n.1231+7C>A | gnomAD v4 |
| 12 | g.32850759_32850762del | CA919057715 | PKP2 | c.1378+4_1378+7del (n.1378+4_1378+7del) c.593+4_593+7del n.593+4_593+7del n.719+4_719+7del c.1332+4_1332+7del n.1382+4_1382+7del n.1231+4_1231+7del | dbSNP |
| 12 | g.32850760C>T | CA2618232193 | PKP2 | c.1378+6G>A (n.1378+6G>A) c.593+6G>A n.593+6G>A n.719+6G>A c.1332+6G>A n.1382+6G>A n.1231+6G>A | gnomAD v4 |
| 12 | g.32850761A= | CA2026389336 | PKP2 | c.1378+5T= (n.1378+5T=) c.593+5T= n.593+5T= n.719+5T= c.1332+5T= n.1382+5T= n.1231+5T= | |
| 12 | g.32850761A>C | CA235255184 | PKP2 | c.1378+5T>G (n.1378+5T>G) c.593+5T>G n.593+5T>G n.719+5T>G c.1332+5T>G n.1382+5T>G n.1231+5T>G | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850761A>G | CA235255185 | PKP2 | c.1378+5T>C (n.1378+5T>C) c.593+5T>C n.593+5T>C n.719+5T>C c.1332+5T>C n.1382+5T>C n.1231+5T>C | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850763T>G | CA2618232194 | PKP2 | c.1378+3A>C (n.1378+3A>C) c.593+3A>C n.593+3A>C n.719+3A>C c.1332+3A>C n.1382+3A>C n.1231+3A>C | gnomAD v4 |
| 12 | g.32850764A= | CA2026389339 | PKP2 | c.1378+2T= (n.1378+2T=) c.593+2T= n.593+2T= n.719+2T= c.1332+2T= n.1382+2T= n.1231+2T= | |
| 12 | g.32850764A>C | CA384369448 | PKP2 | c.1378+2T>G (n.1378+2T>G) c.593+2T>G n.593+2T>G n.719+2T>G c.1332+2T>G n.1382+2T>G n.1231+2T>G | |
| 12 | g.32850764A>G | CA384369453 | PKP2 | c.1378+2T>C (n.1378+2T>C) c.593+2T>C n.593+2T>C n.719+2T>C c.1332+2T>C n.1382+2T>C n.1231+2T>C | |
| 12 | g.32850764A>T | CA011010 | PKP2 | c.1378+2T>A (n.1378+2T>A) c.593+2T>A n.593+2T>A n.719+2T>A c.1332+2T>A n.1382+2T>A n.1231+2T>A | ClinVar dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850765C>A | CA384369458 | PKP2 | c.1378+1G>T (n.1378+1G>T) c.593+1G>T n.593+1G>T n.719+1G>T c.1332+1G>T n.1382+1G>T n.1231+1G>T | |
| 12 | g.32850765C= | CA2026389345 | PKP2 | c.1378+1G= (n.1378+1G=) c.593+1G= n.593+1G= n.719+1G= c.1332+1G= n.1382+1G= n.1231+1G= | |
| 12 | g.32850765C>G | CA011004 | PKP2 | c.1378+1G>C (n.1378+1G>C) c.593+1G>C n.593+1G>C n.719+1G>C c.1332+1G>C n.1382+1G>C n.1231+1G>C | ClinVar dbSNP gnomAD v2 gnomAD v4 |
| 12 | g.32850765C>T | CA384369466 | PKP2 | c.1378+1G>A (n.1378+1G>A) c.593+1G>A n.593+1G>A n.719+1G>A c.1332+1G>A n.1382+1G>A n.1231+1G>A | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850766C>A | CA384369469 | PKP2 | c.1378G>T (p.Gly460Cys) c.593G>T n.593G>T n.719G>T c.1332G>T n.1382G>T n.1231G>T c.1378G>T (p.Asp460Tyr) | |
| 12 | g.32850766C= | CA2026389348 | PKP2 | c.1378G= (p.Gly460=) c.593G= n.593G= n.719G= c.1332G= n.1382G= n.1231G= c.1378G= (p.Asp460=) | |
| 12 | g.32850766C>G | CA011019 | PKP2 | c.1378G>C (p.Gly460Arg) c.593G>C n.593G>C n.719G>C c.1332G>C n.1382G>C n.1231G>C c.1378G>C (p.Asp460His) | ClinVar dbSNP |
| 12 | g.32850766C>T | CA384369472 | PKP2 | c.1378G>A (p.Gly460Ser) c.593G>A n.593G>A n.719G>A c.1332G>A n.1382G>A n.1231G>A c.1378G>A (p.Asp460Asn) | ClinVar dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850767T>A | CA479177849 | PKP2 | c.1377A>T (p.Thr459=) c.592A>T n.592A>T n.718A>T c.1331A>T n.1381A>T n.1230A>T | ClinVar dbSNP |
| 12 | g.32850767T>C | CA479177850 | PKP2 | c.1377A>G (p.Thr459=) c.592A>G n.592A>G n.718A>G c.1331A>G n.1381A>G n.1230A>G | ClinVar dbSNP |
| 12 | g.32850767T>G | CA479177851 | PKP2 | c.1377A>C (p.Thr459=) c.592A>C n.592A>C n.718A>C c.1331A>C n.1381A>C n.1230A>C | |
| 12 | g.32850767T= | CA2026389354 | PKP2 | c.1377A= (p.Thr459=) c.592A= n.592A= n.718A= c.1331A= n.1381A= n.1230A= | |
| 12 | g.32850768G>A | CA235255200 | PKP2 | c.1376C>T (p.Thr459Ile) c.591C>T n.591C>T n.717C>T c.1330C>T n.1380C>T n.1229C>T | ClinVar dbSNP gnomAD v2 gnomAD v4 |
| 12 | g.32850768G>C | CA384369478 | PKP2 | c.1376C>G (p.Thr459Arg) c.591C>G n.591C>G n.717C>G c.1330C>G n.1380C>G n.1229C>G | dbSNP |
| 12 | g.32850768G= | CA2026389360 | PKP2 | c.1376C= (p.Thr459=) c.591C= n.591C= n.717C= c.1330C= n.1380C= n.1229C= | |
| 12 | g.32850768G>T | CA384369479 | PKP2 | c.1376C>A (p.Thr459Lys) c.591C>A n.591C>A n.717C>A c.1330C>A n.1380C>A n.1229C>A | |
| 12 | g.32850769T>A | CA384369491 | PKP2 | c.1375A>T (p.Thr459Ser) c.590A>T n.590A>T n.716A>T c.1329A>T n.1379A>T n.1228A>T | |
| 12 | g.32850769T>C | CA384369494 | PKP2 | c.1375A>G (p.Thr459Ala) c.590A>G n.590A>G n.716A>G c.1329A>G n.1379A>G n.1228A>G | ClinVar |
| 12 | g.32850769T>G | CA384369501 | PKP2 | c.1375A>C (p.Thr459Pro) c.590A>C n.590A>C n.716A>C c.1329A>C n.1379A>C n.1228A>C | |
| 12 | g.32850770del | CA2695216183 | PKP2 | c.1375del (p.Thr459GlnfsTer17) c.590del n.590del n.716del c.1329del n.1379del n.1228del c.1375del (p.Thr459GlnfsTer7) | |
| 12 | g.32850771_32850774del | CA2695216184 | PKP2 | c.1372_1375del (p.Ile458GlnfsTer17) c.587_590del n.587_590del n.713_716del c.1326_1329del n.1376_1379del n.1225_1228del c.1372_1375del (p.Ile458GlnfsTer7) | |
| 12 | g.32850770T>A | CA479177852 | PKP2 | c.1374A>T (p.Ile458=) c.589A>T n.589A>T n.715A>T c.1328A>T n.1378A>T n.1227A>T | |
| 12 | g.32850770T>C | CA384369503 | PKP2 | c.1374A>G (p.Ile458Met) c.589A>G n.589A>G n.715A>G c.1328A>G n.1378A>G n.1227A>G | |
| 12 | g.32850770T>G | CA479177853 | PKP2 | c.1374A>C (p.Ile458=) c.589A>C n.589A>C n.715A>C c.1328A>C n.1378A>C n.1227A>C | |
| 12 | g.32850771A= | CA2026389366 | PKP2 | c.1373T= (p.Ile458=) c.588T= n.588T= n.714T= c.1327T= n.1377T= n.1226T= | |
| 12 | g.32850771A>C | CA384369506 | PKP2 | c.1373T>G (p.Ile458Arg) c.588T>G n.588T>G n.714T>G c.1327T>G n.1377T>G n.1226T>G | |
| 12 | g.32850771A>G | CA384369508 | PKP2 | c.1373T>C (p.Ile458Thr) c.588T>C n.588T>C n.714T>C c.1327T>C n.1377T>C n.1226T>C | gnomAD v4 COSMIC |
| 12 | g.32850771A>T | CA235255226 | PKP2 | c.1373T>A (p.Ile458Lys) c.588T>A n.588T>A n.714T>A c.1327T>A n.1377T>A n.1226T>A | ClinVar dbSNP |
| 12 | g.32850771_32850775delinsATTTG | CA2026389363 | PKP2 | c.1369_1373delinsCAAAT (p.Gln457=) c.584_588delinsCAAAT n.584_588delinsCAAAT n.710_714delinsCAAAT c.1323_1327delinsCAAAT n.1373_1377delinsCAAAT n.1222_1226delinsCAAAT | |
| 12 | g.32850772T>A | CA384369519 | PKP2 | c.1372A>T (p.Ile458Leu) c.587A>T n.587A>T n.713A>T c.1326A>T n.1376A>T n.1225A>T | |
| 12 | g.32850772T>C | CA010996 | PKP2 | c.1372A>G (p.Ile458Val) c.587A>G n.587A>G n.713A>G c.1326A>G n.1376A>G n.1225A>G | ClinVar dbSNP ExAC gnomAD v2 gnomAD v3 gnomAD v4 |
| 12 | g.32850772T>G | CA384369524 | PKP2 | c.1372A>C (p.Ile458Leu) c.587A>C n.587A>C n.713A>C c.1326A>C n.1376A>C n.1225A>C | |
| 12 | g.32850772T= | CA2026389375 | PKP2 | c.1372A= (p.Ile458=) c.587A= n.587A= n.713A= c.1326A= n.1376A= n.1225A= | |
| 12 | g.32850775_32850778del | CA010987 | PKP2 | c.1369_1372del (p.Gln457Ter) c.584_587del n.584_587del n.710_713del c.1323_1326del n.1373_1376del n.1222_1225del | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850773T>A | CA384369545 | PKP2 | c.1371A>T (p.Gln457His) c.586A>T n.586A>T n.712A>T c.1325A>T n.1375A>T n.1224A>T | |
| 12 | g.32850773T>C | CA479177854 | PKP2 | c.1371A>G (p.Gln457=) c.586A>G n.586A>G n.712A>G c.1325A>G n.1375A>G n.1224A>G | |
| 12 | g.32850773T>G | CA384369546 | PKP2 | c.1371A>C (p.Gln457His) c.586A>C n.586A>C n.712A>C c.1325A>C n.1375A>C n.1224A>C | |
| 12 | g.32850774T>A | CA384369548 | PKP2 | c.1370A>T (p.Gln457Leu) c.585A>T n.585A>T n.711A>T c.1324A>T n.1374A>T n.1223A>T | |
| 12 | g.32850774T>C | CA384369549 | PKP2 | c.1370A>G (p.Gln457Arg) c.585A>G n.585A>G n.711A>G c.1324A>G n.1374A>G n.1223A>G | |
| 12 | g.32850774T>G | CA384369551 | PKP2 | c.1370A>C (p.Gln457Pro) c.585A>C n.585A>C n.711A>C c.1324A>C n.1374A>C n.1223A>C | |
| 12 | g.32850775G>A | CA384369554 | PKP2 | c.1369C>T (p.Gln457Ter) c.584C>T n.584C>T n.710C>T c.1323C>T n.1373C>T n.1222C>T | ClinVar dbSNP |
| 12 | g.32850775G>C | CA384369557 | PKP2 | c.1369C>G (p.Gln457Glu) c.584C>G n.584C>G n.710C>G c.1323C>G n.1373C>G n.1222C>G | |
| 12 | g.32850775G= | CA2026389384 | PKP2 | c.1369C= (p.Gln457=) c.584C= n.584C= n.710C= c.1323C= n.1373C= n.1222C= | |
| 12 | g.32850775G>T | CA384369562 | PKP2 | c.1369C>A (p.Gln457Lys) c.584C>A n.584C>A n.710C>A c.1323C>A n.1373C>A n.1222C>A | ClinVar dbSNP |
| 12 | g.32850775_32850776delinsGT | CA2026389382 | PKP2 | c.1368_1369delinsAC (p.Lys456=) c.583_584delinsAC n.583_584delinsAC n.709_710delinsAC c.1322_1323delinsAC n.1372_1373delinsAC n.1221_1222delinsAC | |
| 12 | g.32850776T>A | CA384369564 | PKP2 | c.1368A>T (p.Lys456Asn) c.583A>T n.583A>T n.709A>T c.1322A>T n.1372A>T n.1221A>T | |
| 12 | g.32850776T>C | CA479177855 | PKP2 | c.1368A>G (p.Lys456=) c.583A>G n.583A>G n.709A>G c.1322A>G n.1372A>G n.1221A>G | dbSNP |
| 12 | g.32850776T>G | CA384369565 | PKP2 | c.1368A>C (p.Lys456Asn) c.583A>C n.583A>C n.709A>C c.1322A>C n.1372A>C n.1221A>C | dbSNP gnomAD v2 gnomAD v4 |
| 12 | g.32850776T= | CA2026389395 | PKP2 | c.1368A= (p.Lys456=) c.583A= n.583A= n.709A= c.1322A= n.1372A= n.1221A= | |
| 12 | g.32850781dup | CA2499221621 | PKP2 | c.1368dup (p.Gln457ThrfsTer12) c.583dup n.583dup n.709dup c.1322dup n.1372dup n.1221dup | ClinVar dbSNP |
| 12 | g.32850781del | CA687466958 | PKP2 | c.1368del (p.Lys456AsnfsTer3) c.583del n.583del n.709del c.1322del n.1372del n.1221del | ClinVar dbSNP |
| 12 | g.32850777T>A | CA384369581 | PKP2 | c.1367A>T (p.Lys456Ile) c.582A>T n.582A>T n.708A>T c.1321A>T n.1371A>T n.1220A>T | |
| 12 | g.32850777T>C | CA010979 | PKP2 | c.1367A>G (p.Lys456Arg) c.582A>G n.582A>G n.708A>G c.1321A>G n.1371A>G n.1220A>G | ClinVar dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850777T>G | CA384369579 | PKP2 | c.1367A>C (p.Lys456Thr) c.582A>C n.582A>C n.708A>C c.1321A>C n.1371A>C n.1220A>C | ClinVar dbSNP gnomAD v3 gnomAD v4 |
| 12 | g.32850777T= | CA2026389400 | PKP2 | c.1367A= (p.Lys456=) c.582A= n.582A= n.708A= c.1321A= n.1371A= n.1220A= | |
| 12 | g.32850778T>A | CA384369583 | PKP2 | c.1366A>T (p.Lys456Ter) c.581A>T n.581A>T n.707A>T c.1320A>T n.1370A>T n.1219A>T | |
| 12 | g.32850778T>C | CA384369582 | PKP2 | c.1366A>G (p.Lys456Glu) c.581A>G n.581A>G n.707A>G c.1320A>G n.1370A>G n.1219A>G | gnomAD v4 |
| 12 | g.32850778T>G | CA384369584 | PKP2 | c.1366A>C (p.Lys456Gln) c.581A>C n.581A>C n.707A>C c.1320A>C n.1370A>C n.1219A>C | ClinVar dbSNP |
| 12 | g.32850778T= | CA2026389406 | PKP2 | c.1366A= (p.Lys456=) c.581A= n.581A= n.707A= c.1320A= n.1370A= n.1219A= | |
| 12 | g.32850779T>A | CA384369585 | PKP2 | c.1365A>T (p.Lys455Asn) c.580A>T n.580A>T n.706A>T c.1319A>T n.1369A>T n.1218A>T | |
| 12 | g.32850779T>C | CA479177856 | PKP2 | c.1365A>G (p.Lys455=) c.580A>G n.580A>G n.706A>G c.1319A>G n.1369A>G n.1218A>G | |
| 12 | g.32850779T>G | CA384369587 | PKP2 | c.1365A>C (p.Lys455Asn) c.580A>C n.580A>C n.706A>C c.1319A>C n.1369A>C n.1218A>C | |
| 12 | g.32850780T>A | CA384369590 | PKP2 | c.1364A>T (p.Lys455Ile) c.579A>T n.579A>T n.705A>T c.1318A>T n.1368A>T n.1217A>T | |
| 12 | g.32850780T>C | CA384369595 | PKP2 | c.1364A>G (p.Lys455Arg) c.579A>G n.579A>G n.705A>G c.1318A>G n.1368A>G n.1217A>G | |
| 12 | g.32850780T>G | CA384369598 | PKP2 | c.1364A>C (p.Lys455Thr) c.579A>C n.579A>C n.705A>C c.1318A>C n.1368A>C n.1217A>C | |
| 12 | g.32850781T>A | CA384369606 | PKP2 | c.1363A>T (p.Lys455Ter) c.578A>T n.578A>T n.704A>T c.1317A>T n.1367A>T n.1216A>T | |
| 12 | g.32850781T>C | CA384369609 | PKP2 | c.1363A>G (p.Lys455Glu) c.578A>G n.578A>G n.704A>G c.1317A>G n.1367A>G n.1216A>G | ClinVar dbSNP |
| 12 | g.32850781T>G | CA384369613 | PKP2 | c.1363A>C (p.Lys455Gln) c.578A>C n.578A>C n.704A>C c.1317A>C n.1367A>C n.1216A>C | |
| 12 | g.32850781T= | CA2026389409 | PKP2 | c.1363A= (p.Lys455=) c.578A= n.578A= n.704A= c.1317A= n.1367A= n.1216A= | |
| 12 | g.32850782del | CA2825002077 | PKP2 | c.1362del (p.Lys456AsnfsTer3) c.577del n.577del n.703del c.1316del n.1366del n.1215del | ClinVar |
| 12 | g.32850782A= | CA2026389411 | PKP2 | c.1362T= (p.Thr454=) c.577T= n.577T= n.703T= c.1316T= n.1366T= n.1215T= | |
| 12 | g.32850782A>C | CA479177857 | PKP2 | c.1362T>G (p.Thr454=) c.577T>G n.577T>G n.703T>G c.1316T>G n.1366T>G n.1215T>G | gnomAD v4 |
| 12 | g.32850782A>G | CA479177859 | PKP2 | c.1362T>C (p.Thr454=) c.577T>C n.577T>C n.703T>C c.1316T>C n.1366T>C n.1215T>C | dbSNP |
| 12 | g.32850782A>T | CA479177858 | PKP2 | c.1362T>A (p.Thr454=) c.577T>A n.577T>A n.703T>A c.1316T>A n.1366T>A n.1215T>A | |
| 12 | g.32850783G>A | CA384369620 | PKP2 | c.1361C>T (p.Thr454Ile) c.576C>T n.576C>T n.702C>T c.1315C>T n.1365C>T n.1214C>T | ClinVar dbSNP |
| 12 | g.32850783G>C | CA384369623 | PKP2 | c.1361C>G (p.Thr454Ser) c.576C>G n.576C>G n.702C>G c.1315C>G n.1365C>G n.1214C>G | |
| 12 | g.32850783G>T | CA384369626 | PKP2 | c.1361C>A (p.Thr454Asn) c.576C>A n.576C>A n.702C>A c.1315C>A n.1365C>A n.1214C>A | |
| 12 | g.32850784T>A | CA384369637 | PKP2 | c.1360A>T (p.Thr454Ser) c.575A>T n.575A>T n.701A>T c.1314A>T n.1364A>T n.1213A>T | |
| 12 | g.32850784T>C | CA384369631 | PKP2 | c.1360A>G (p.Thr454Ala) c.575A>G n.575A>G n.701A>G c.1314A>G n.1364A>G n.1213A>G | |
| 12 | g.32850784T>G | CA384369629 | PKP2 | c.1360A>C (p.Thr454Pro) c.575A>C n.575A>C n.701A>C c.1314A>C n.1364A>C n.1213A>C | |
| 12 | g.32850785C>A | CA384369645 | PKP2 | c.1359G>T (p.Glu453Asp) c.574G>T n.574G>T n.700G>T c.1313G>T n.1363G>T n.1212G>T | gnomAD v4 |
| 12 | g.32850785C= | CA2026389414 | PKP2 | c.1359G= (p.Glu453=) c.574G= n.574G= n.700G= c.1313G= n.1363G= n.1212G= | |
| 12 | g.32850785C>G | CA384369648 | PKP2 | c.1359G>C (p.Glu453Asp) c.574G>C n.574G>C n.700G>C c.1313G>C n.1363G>C n.1212G>C | |
| 12 | g.32850785C>T | CA479177860 | PKP2 | c.1359G>A (p.Glu453=) c.574G>A n.574G>A n.700G>A c.1313G>A n.1363G>A n.1212G>A | ClinVar dbSNP gnomAD v4 COSMIC |
| 12 | g.32850786T>A | CA384369655 | PKP2 | c.1358A>T (p.Glu453Val) c.573A>T n.573A>T n.699A>T c.1312A>T n.1362A>T n.1211A>T | |
| 12 | g.32850786T>C | CA384369659 | PKP2 | c.1358A>G (p.Glu453Gly) c.573A>G n.573A>G n.699A>G c.1312A>G n.1362A>G n.1211A>G | |
| 12 | g.32850786T>G | CA384369661 | PKP2 | c.1358A>C (p.Glu453Ala) c.573A>C n.573A>C n.699A>C c.1312A>C n.1362A>C n.1211A>C | ClinVar |
| 12 | g.32850787C>A | CA384369662 | PKP2 | c.1357G>T (p.Glu453Ter) c.572G>T n.572G>T n.698G>T c.1311G>T n.1361G>T n.1210G>T | |
| 12 | g.32850787C>G | CA384369663 | PKP2 | c.1357G>C (p.Glu453Gln) c.572G>C n.572G>C n.698G>C c.1311G>C n.1361G>C n.1210G>C | |
| 12 | g.32850787C>T | CA384369664 | PKP2 | c.1357G>A (p.Glu453Lys) c.572G>A n.572G>A n.698G>A c.1311G>A n.1361G>A n.1210G>A | |
| 12 | g.32850788del | CA2575118583 | PKP2 | c.1357del (p.Glu453ArgfsTer6) c.572del n.572del n.698del c.1311del n.1361del n.1210del | |
| 12 | g.32850788C>A | CA384369665 | PKP2 | c.1356G>T (p.Leu452Phe) c.571G>T n.571G>T n.697G>T c.1310G>T n.1360G>T n.1209G>T | dbSNP |
| 12 | g.32850788C= | CA2026389416 | PKP2 | c.1356G= (p.Leu452=) c.571G= n.571G= n.697G= c.1310G= n.1360G= n.1209G= | |
| 12 | g.32850788C>G | CA384369668 | PKP2 | c.1356G>C (p.Leu452Phe) c.571G>C n.571G>C n.697G>C c.1310G>C n.1360G>C n.1209G>C | |
| 12 | g.32850788C>T | CA479177861 | PKP2 | c.1356G>A (p.Leu452=) c.571G>A n.571G>A n.697G>A c.1310G>A n.1360G>A n.1209G>A | dbSNP gnomAD v4 |
| 12 | g.32850789A>C | CA384369670 | PKP2 | c.1355T>G (p.Leu452Trp) c.570T>G n.570T>G n.696T>G c.1309T>G n.1359T>G n.1208T>G | |
| 12 | g.32850789A>G | CA384369673 | PKP2 | c.1355T>C (p.Leu452Ser) c.570T>C n.570T>C n.696T>C c.1309T>C n.1359T>C n.1208T>C | |
| 12 | g.32850789A>T | CA384369675 | PKP2 | c.1355T>A (p.Leu452Ter) c.570T>A n.570T>A n.696T>A c.1309T>A n.1359T>A n.1208T>A | gnomAD v4 |
| 12 | g.32850790A>C | CA384369680 | PKP2 | c.1354T>G (p.Leu452Val) c.569T>G n.569T>G n.695T>G c.1308T>G n.1358T>G n.1207T>G | |
| 12 | g.32850790A>G | CA479177863 | PKP2 | c.1354T>C (p.Leu452=) c.569T>C n.569T>C n.695T>C c.1308T>C n.1358T>C n.1207T>C | gnomAD v4 |
| 12 | g.32850790A>T | CA384369678 | PKP2 | c.1354T>A (p.Leu452Met) c.569T>A n.569T>A n.695T>A c.1308T>A n.1358T>A n.1207T>A | |
| 12 | g.32850791G>A | CA235255275 | PKP2 | c.1353C>T (p.Asp451=) c.568C>T n.568C>T n.694C>T c.1307C>T n.1357C>T n.1206C>T | ClinVar dbSNP gnomAD v4 |
| 12 | g.32850791G>C | CA384369687 | PKP2 | c.1353C>G (p.Asp451Glu) c.568C>G n.568C>G n.694C>G c.1307C>G n.1357C>G n.1206C>G | |
| 12 | g.32850791G= | CA2026389420 | PKP2 | c.1353C= (p.Asp451=) c.568C= n.568C= n.694C= c.1307C= n.1357C= n.1206C= | |
| 12 | g.32850791G>T | CA384369689 | PKP2 | c.1353C>A (p.Asp451Glu) c.568C>A n.568C>A n.694C>A c.1307C>A n.1357C>A n.1206C>A | |
| 12 | g.32850792T>A | CA384369691 | PKP2 | c.1352A>T (p.Asp451Val) c.567A>T n.567A>T n.693A>T c.1306A>T n.1356A>T n.1205A>T | ClinVar |
| 12 | g.32850792T>C | CA384369692 | PKP2 | c.1352A>G (p.Asp451Gly) c.567A>G n.567A>G n.693A>G c.1306A>G n.1356A>G n.1205A>G | |
| 12 | g.32850792T>G | CA384369696 | PKP2 | c.1352A>C (p.Asp451Ala) c.567A>C n.567A>C n.693A>C c.1306A>C n.1356A>C n.1205A>C | |
| 12 | g.32850793C>A | CA384369714 | PKP2 | c.1351G>T (p.Asp451Tyr) c.566G>T n.566G>T n.692G>T c.1305G>T n.1355G>T n.1204G>T | |
| 12 | g.32850793C= | CA2026389422 | PKP2 | c.1351G= (p.Asp451=) c.566G= n.566G= n.692G= c.1305G= n.1355G= n.1204G= | |
| 12 | g.32850793C>G | CA384369715 | PKP2 | c.1351G>C (p.Asp451His) c.566G>C n.566G>C n.692G>C c.1305G>C n.1355G>C n.1204G>C | dbSNP |
| 12 | g.32850793C>T | CA027688 | PKP2 | c.1351G>A (p.Asp451Asn) c.566G>A n.566G>A n.692G>A c.1305G>A n.1355G>A n.1204G>A | dbSNP ExAC gnomAD v2 gnomAD v4 |
| 12 | g.32850794T>A | CA384369717 | PKP2 | c.1350A>T (p.Arg450Ser) c.565A>T n.565A>T n.691A>T c.1304A>T n.1354A>T n.1203A>T | |
| 12 | g.32850794T>C | CA235255280 | PKP2 | c.1350A>G (p.Arg450=) c.565A>G n.565A>G n.691A>G c.1304A>G n.1354A>G n.1203A>G | dbSNP |
| 12 | g.32850794T>G | CA384369721 | PKP2 | c.1350A>C (p.Arg450Ser) c.565A>C n.565A>C n.691A>C c.1304A>C n.1354A>C n.1203A>C | |
| 12 | g.32850794T= | CA2026389427 | PKP2 | c.1350A= (p.Arg450=) c.565A= n.565A= n.691A= c.1304A= n.1354A= n.1203A= | |
| 12 | g.32850795C>A | CA384369725 | PKP2 | c.1349G>T (p.Arg450Ile) c.564G>T n.564G>T n.690G>T c.1303G>T n.1353G>T n.1202G>T | |
| 12 | g.32850795C>G | CA384369727 | PKP2 | c.1349G>C (p.Arg450Thr) c.564G>C n.564G>C n.690G>C c.1303G>C n.1353G>C n.1202G>C | |
| 12 | g.32850795C>T | CA384369724 | PKP2 | c.1349G>A (p.Arg450Lys) c.564G>A n.564G>A n.690G>A c.1303G>A n.1353G>A n.1202G>A | |
| 12 | g.32850796T>A | CA384369730 | PKP2 | c.1348A>T (p.Arg450Ter) c.563A>T n.563A>T n.689A>T c.1302A>T n.1352A>T n.1201A>T | |
| 12 | g.32850796T>C | CA384369743 | PKP2 | c.1348A>G (p.Arg450Gly) c.563A>G n.563A>G n.689A>G c.1302A>G n.1352A>G n.1201A>G | gnomAD v4 |
| 12 | g.32850796T>G | CA479177864 | PKP2 | c.1348A>C (p.Arg450=) c.563A>C n.563A>C n.689A>C c.1302A>C n.1352A>C n.1201A>C | |
| 12 | g.32850797G>A | CA479177867 | PKP2 | c.1347C>T (p.Thr449=) c.562C>T n.562C>T n.688C>T c.1301C>T n.1351C>T n.1200C>T | |
| 12 | g.32850797G>C | CA479177865 | PKP2 | c.1347C>G (p.Thr449=) c.562C>G n.562C>G n.688C>G c.1301C>G n.1351C>G n.1200C>G | |
| 12 | g.32850797G>T | CA479177866 | PKP2 | c.1347C>A (p.Thr449=) c.562C>A n.562C>A n.688C>A c.1301C>A n.1351C>A n.1200C>A | |
| 12 | g.32850798G>A | CA384369747 | PKP2 | c.1346C>T (p.Thr449Ile) c.561C>T n.561C>T n.687C>T c.1300C>T n.1350C>T n.1199C>T | COSMIC |
| 12 | g.32850798G>C | CA384369748 | PKP2 | c.1346C>G (p.Thr449Ser) c.561C>G n.561C>G n.687C>G c.1300C>G n.1350C>G n.1199C>G | |
| 12 | g.32850798G>T | CA384369749 | PKP2 | c.1346C>A (p.Thr449Asn) c.561C>A n.561C>A n.687C>A c.1300C>A n.1350C>A n.1199C>A | gnomAD v4 |
| 12 | g.32850799T>A | CA384369753 | PKP2 | c.1345A>T (p.Thr449Ser) c.560A>T n.560A>T n.686A>T c.1299A>T n.1349A>T n.1198A>T | |
| 12 | g.32850799T>C | CA384369750 | PKP2 | c.1345A>G (p.Thr449Ala) c.560A>G n.560A>G n.686A>G c.1299A>G n.1349A>G n.1198A>G | ClinVar dbSNP |
| 12 | g.32850799T>G | CA384369751 | PKP2 | c.1345A>C (p.Thr449Pro) c.560A>C n.560A>C n.686A>C c.1299A>C n.1349A>C n.1198A>C | |
| 12 | g.32850800T>A | CA384369756 | PKP2 | c.1344A>T (p.Gln448His) c.559A>T n.559A>T n.685A>T c.1298A>T n.1348A>T n.1197A>T | |
| 12 | g.32850800T>C | CA479177868 | PKP2 | c.1344A>G (p.Gln448=) c.559A>G n.559A>G n.685A>G c.1298A>G n.1348A>G n.1197A>G | |
| 12 | g.32850800T>G | CA384369760 | PKP2 | c.1344A>C (p.Gln448His) c.559A>C n.559A>C n.685A>C c.1298A>C n.1348A>C n.1197A>C | gnomAD v4 |
| 12 | g.32850801T>A | CA384369762 | PKP2 | c.1343A>T (p.Gln448Leu) c.558A>T n.558A>T n.684A>T c.1297A>T n.1347A>T n.1196A>T | |
| 12 | g.32850801T>C | CA384369766 | PKP2 | c.1343A>G (p.Gln448Arg) c.558A>G n.558A>G n.684A>G c.1297A>G n.1347A>G n.1196A>G | |
| 12 | g.32850801T>G | CA384369771 | PKP2 | c.1343A>C (p.Gln448Pro) c.558A>C n.558A>C n.684A>C c.1297A>C n.1347A>C n.1196A>C | |
| 12 | g.32850802G>A | CA384369782 | PKP2 | c.1342C>T (p.Gln448Ter) c.557C>T n.557C>T n.683C>T c.1296C>T n.1346C>T n.1195C>T | |
| 12 | g.32850802G>C | CA384369775 | PKP2 | c.1342C>G (p.Gln448Glu) c.557C>G n.557C>G n.683C>G c.1296C>G n.1346C>G n.1195C>G | |
| 12 | g.32850802G>T | CA384369772 | PKP2 | c.1342C>A (p.Gln448Lys) c.557C>A n.557C>A n.683C>A c.1296C>A n.1346C>A n.1195C>A | |
| 12 | g.32850803C>A | CA384369790 | PKP2 | c.1341G>T (p.Lys447Asn) c.556G>T n.556G>T n.682G>T c.1295G>T n.1345G>T n.1194G>T | |
| 12 | g.32850803C>G | CA384369792 | PKP2 | c.1341G>C (p.Lys447Asn) c.556G>C n.556G>C n.682G>C c.1295G>C n.1345G>C n.1194G>C | |
| 12 | g.32850803C>T | CA479177869 | PKP2 | c.1341G>A (p.Lys447=) c.556G>A n.556G>A n.682G>A c.1295G>A n.1345G>A n.1194G>A | |
| 12 | g.32850804T>A | CA384369795 | PKP2 | c.1340A>T (p.Lys447Met) c.555A>T n.555A>T n.681A>T c.1294A>T n.1344A>T n.1193A>T | |
| 12 | g.32850804T>C | CA384369804 | PKP2 | c.1340A>G (p.Lys447Arg) c.555A>G n.555A>G n.681A>G c.1294A>G n.1344A>G n.1193A>G | ClinVar |
| 12 | g.32850804T>G | CA384369806 | PKP2 | c.1340A>C (p.Lys447Thr) c.555A>C n.555A>C n.681A>C c.1294A>C n.1344A>C n.1193A>C | |
| 12 | g.32850805T>A | CA384369809 | PKP2 | c.1339A>T (p.Lys447Ter) c.554A>T n.554A>T n.680A>T c.1293A>T n.1343A>T n.1192A>T | |
| 12 | g.32850805T>C | CA384369811 | PKP2 | c.1339A>G (p.Lys447Glu) c.554A>G n.554A>G n.680A>G c.1293A>G n.1343A>G n.1192A>G | |
| 12 | g.32850805T>G | CA384369815 | PKP2 | c.1339A>C (p.Lys447Gln) c.554A>C n.554A>C n.680A>C c.1293A>C n.1343A>C n.1192A>C | |
| 12 | g.32850806C>A | CA479177871 | PKP2 | c.1338G>T (p.Leu446=) c.553G>T n.553G>T n.679G>T c.1292G>T n.1342G>T n.1191G>T | |
| 12 | g.32850806C>G | CA479177872 | PKP2 | c.1338G>C (p.Leu446=) c.553G>C n.553G>C n.679G>C c.1292G>C n.1342G>C n.1191G>C | |
| 12 | g.32850806C>T | CA479177873 | PKP2 | c.1338G>A (p.Leu446=) c.553G>A n.553G>A n.679G>A c.1292G>A n.1342G>A n.1191G>A | ClinVar |
| 12 | g.32850807A>C | CA384369818 | PKP2 | c.1337T>G (p.Leu446Arg) c.552T>G n.552T>G n.678T>G c.1291T>G n.1341T>G n.1190T>G | |
| 12 | g.32850807A>G | CA384369821 | PKP2 | c.1337T>C (p.Leu446Pro) c.552T>C n.552T>C n.678T>C c.1291T>C n.1341T>C n.1190T>C | |
| 12 | g.32850807A>T | CA384369822 | PKP2 | c.1337T>A (p.Leu446Gln) c.552T>A n.552T>A n.678T>A c.1291T>A n.1341T>A n.1190T>A | |
| 12 | g.32850808G>A | CA479177875 | PKP2 | c.1336C>T (p.Leu446=) c.551C>T n.551C>T n.677C>T c.1290C>T n.1340C>T n.1189C>T | gnomAD v4 |
| 12 | g.32850808G>C | CA384369825 | PKP2 | c.1336C>G (p.Leu446Val) c.551C>G n.551C>G n.677C>G c.1290C>G n.1340C>G n.1189C>G | |
| 12 | g.32850808G>T | CA384369826 | PKP2 | c.1336C>A (p.Leu446Met) c.551C>A n.551C>A n.677C>A c.1290C>A n.1340C>A n.1189C>A | |
| 12 | g.32850809C>A | CA479177876 | PKP2 | c.1335G>T (p.Val445=) c.550G>T n.550G>T n.676G>T c.1289G>T n.1339G>T n.1188G>T | |
| 12 | g.32850809C= | CA2026389431 | PKP2 | c.1335G= (p.Val445=) c.550G= n.550G= n.676G= c.1289G= n.1339G= n.1188G= | |
| 12 | g.32850809C>G | CA479177877 | PKP2 | c.1335G>C (p.Val445=) c.550G>C n.550G>C n.676G>C c.1289G>C n.1339G>C n.1188G>C | |
| 12 | g.32850809C>T | CA479177878 | PKP2 | c.1335G>A (p.Val445=) c.550G>A n.550G>A n.676G>A c.1289G>A n.1339G>A n.1188G>A | dbSNP gnomAD v4 |