Chr | Mutation (hg38) | CAid | Gene | Transcript | Linkouts |
---|---|---|---|---|---|
7 | g.142749126_142753040dup | CA1139660291 | PRSS1,PRSS2,TRBC1 | c.370+27940_370+31854dup (n.370+27940_370+31854dup) c.82+335_82+4249dup (n.82+335_82+4249dup) c.427-110_*20dup | |
7 | g.142749749G>A | CA834450579 | PRSS1,PRSS2,TRBC1 | c.40+225G>A (n.40+225G>A) n.53+225G>A n.44+225G>A c.370+28563G>A (n.370+28563G>A) c.82+958G>A (n.82+958G>A) c.715+225G>A (n.715+225G>A) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749749G= | CA1748622240 | PRSS1,PRSS2,TRBC1 | c.40+225G= (n.40+225G=) n.53+225G= n.44+225G= c.370+28563G= (n.370+28563G=) c.82+958G= (n.82+958G=) c.715+225G= (n.715+225G=) | |
7 | g.142749751T>A | CA1108087390 | PRSS1,PRSS2,TRBC1 | c.40+227T>A (n.40+227T>A) n.53+227T>A n.44+227T>A c.370+28565T>A (n.370+28565T>A) c.82+960T>A (n.82+960T>A) c.715+227T>A (n.715+227T>A) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749751T>C | CA834450581 | PRSS1,PRSS2,TRBC1 | c.40+227T>C (n.40+227T>C) n.53+227T>C n.44+227T>C c.370+28565T>C (n.370+28565T>C) c.82+960T>C (n.82+960T>C) c.715+227T>C (n.715+227T>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749751T= | CA1748622241 | PRSS1,PRSS2,TRBC1 | c.40+227T= (n.40+227T=) n.53+227T= n.44+227T= c.370+28565T= (n.370+28565T=) c.82+960T= (n.82+960T=) c.715+227T= (n.715+227T=) | |
7 | g.142749752T>G | CA834450583 | PRSS1,PRSS2,TRBC1 | c.40+228T>G (n.40+228T>G) n.53+228T>G n.44+228T>G c.370+28566T>G (n.370+28566T>G) c.82+961T>G (n.82+961T>G) c.715+228T>G (n.715+228T>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749752T= | CA1748622242 | PRSS1,PRSS2,TRBC1 | c.40+228T= (n.40+228T=) n.53+228T= n.44+228T= c.370+28566T= (n.370+28566T=) c.82+961T= (n.82+961T=) c.715+228T= (n.715+228T=) | |
7 | g.142749753G>A | CA2549172549 | PRSS1,PRSS2,TRBC1 | c.40+229G>A (n.40+229G>A) n.53+229G>A n.44+229G>A c.370+28567G>A (n.370+28567G>A) c.82+962G>A (n.82+962G>A) c.715+229G>A (n.715+229G>A) | dbSNP |
7 | g.142749754G>A | CA578432645 | PRSS1,PRSS2,TRBC1 | c.40+230G>A (n.40+230G>A) n.53+230G>A n.44+230G>A c.370+28568G>A (n.370+28568G>A) c.82+963G>A (n.82+963G>A) c.715+230G>A (n.715+230G>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749754G= | CA1748622243 | PRSS1,PRSS2,TRBC1 | c.40+230G= (n.40+230G=) n.53+230G= n.44+230G= c.370+28568G= (n.370+28568G=) c.82+963G= (n.82+963G=) c.715+230G= (n.715+230G=) | |
7 | g.142749754G>T | CA1108087396 | PRSS1,PRSS2,TRBC1 | c.40+230G>T (n.40+230G>T) n.53+230G>T n.44+230G>T c.370+28568G>T (n.370+28568G>T) c.82+963G>T (n.82+963G>T) c.715+230G>T (n.715+230G>T) | gnomAD v3 gnomAD v4 |
7 | g.142749755A>G | CA1108087399 | PRSS1,PRSS2,TRBC1 | c.40+231A>G (n.40+231A>G) n.53+231A>G n.44+231A>G c.370+28569A>G (n.370+28569A>G) c.82+964A>G (n.82+964A>G) c.715+231A>G (n.715+231A>G) | gnomAD v3 gnomAD v4 |
7 | g.142749756G>A | CA652217489 | PRSS1,PRSS2,TRBC1 | c.40+232G>A (n.40+232G>A) n.53+232G>A n.44+232G>A c.370+28570G>A (n.370+28570G>A) c.82+965G>A (n.82+965G>A) c.715+232G>A (n.715+232G>A) | COSMIC |
7 | g.142749757A>C | CA1108087401 | PRSS1,PRSS2,TRBC1 | c.40+233A>C (n.40+233A>C) n.53+233A>C n.44+233A>C c.370+28571A>C (n.370+28571A>C) c.82+966A>C (n.82+966A>C) c.715+233A>C (n.715+233A>C) | gnomAD v3 gnomAD v4 |
7 | g.142749758A= | CA1748622244 | PRSS1,PRSS2,TRBC1 | c.40+234A= (n.40+234A=) n.53+234A= n.44+234A= c.370+28572A= (n.370+28572A=) c.82+967A= (n.82+967A=) c.715+234A= (n.715+234A=) | |
7 | g.142749758A>C | CA1108087403 | PRSS1,PRSS2,TRBC1 | c.40+234A>C (n.40+234A>C) n.53+234A>C n.44+234A>C c.370+28572A>C (n.370+28572A>C) c.82+967A>C (n.82+967A>C) c.715+234A>C (n.715+234A>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749758A>G | CA1108087405 | PRSS1,PRSS2,TRBC1 | c.40+234A>G (n.40+234A>G) n.53+234A>G n.44+234A>G c.370+28572A>G (n.370+28572A>G) c.82+967A>G (n.82+967A>G) c.715+234A>G (n.715+234A>G) | gnomAD v3 gnomAD v4 |
7 | g.142749758A>T | CA1108087410 | PRSS1,PRSS2,TRBC1 | c.40+234A>T (n.40+234A>T) n.53+234A>T n.44+234A>T c.370+28572A>T (n.370+28572A>T) c.82+967A>T (n.82+967A>T) c.715+234A>T (n.715+234A>T) | gnomAD v3 gnomAD v4 |
7 | g.142749759G>T | CA1108087412 | PRSS1,PRSS2,TRBC1 | c.40+235G>T (n.40+235G>T) n.53+235G>T n.44+235G>T c.370+28573G>T (n.370+28573G>T) c.82+968G>T (n.82+968G>T) c.715+235G>T (n.715+235G>T) | gnomAD v3 gnomAD v4 |
7 | g.142749760C= | CA1748622245 | PRSS1,PRSS2,TRBC1 | c.40+236C= (n.40+236C=) n.53+236C= n.44+236C= c.370+28574C= (n.370+28574C=) c.82+969C= (n.82+969C=) c.715+236C= (n.715+236C=) | |
7 | g.142749760C>T | CA834450586 | PRSS1,PRSS2,TRBC1 | c.40+236C>T (n.40+236C>T) n.53+236C>T n.44+236C>T c.370+28574C>T (n.370+28574C>T) c.82+969C>T (n.82+969C>T) c.715+236C>T (n.715+236C>T) | dbSNP |
7 | g.142749762G>C | CA1108087416 | PRSS1,PRSS2,TRBC1 | c.40+238G>C (n.40+238G>C) n.53+238G>C n.44+238G>C c.370+28576G>C (n.370+28576G>C) c.82+971G>C (n.82+971G>C) c.715+238G>C (n.715+238G>C) | gnomAD v3 gnomAD v4 |
7 | g.142749762G= | CA1748622246 | PRSS1,PRSS2,TRBC1 | c.40+238G= (n.40+238G=) n.53+238G= n.44+238G= c.370+28576G= (n.370+28576G=) c.82+971G= (n.82+971G=) c.715+238G= (n.715+238G=) | |
7 | g.142749762G>T | CA168145524 | PRSS1,PRSS2,TRBC1 | c.40+238G>T (n.40+238G>T) n.53+238G>T n.44+238G>T c.370+28576G>T (n.370+28576G>T) c.82+971G>T (n.82+971G>T) c.715+238G>T (n.715+238G>T) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749764G>A | CA578432646 | PRSS1,PRSS2,TRBC1 | c.40+240G>A (n.40+240G>A) n.53+240G>A n.44+240G>A c.370+28578G>A (n.370+28578G>A) c.82+973G>A (n.82+973G>A) c.715+240G>A (n.715+240G>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749764G= | CA1748622247 | PRSS1,PRSS2,TRBC1 | c.40+240G= (n.40+240G=) n.53+240G= n.44+240G= c.370+28578G= (n.370+28578G=) c.82+973G= (n.82+973G=) c.715+240G= (n.715+240G=) | |
7 | g.142749766dup | CA578432647 | PRSS1,PRSS2,TRBC1 | c.40+242dup (n.40+242dup) n.53+242dup n.44+242dup c.370+28580dup (n.370+28580dup) c.82+975dup (n.82+975dup) c.715+242dup (n.715+242dup) | dbSNP gnomAD v2 |
7 | g.142749766A= | CA1748622248 | PRSS1,PRSS2,TRBC1 | c.40+242A= (n.40+242A=) n.53+242A= n.44+242A= c.370+28580A= (n.370+28580A=) c.82+975A= (n.82+975A=) c.715+242A= (n.715+242A=) | |
7 | g.142749766_142749767insT | CA834450599 | PRSS1,PRSS2,TRBC1 | c.40+242_40+243insT (n.40+242_40+243insT) n.53+242_53+243insT n.44+242_44+243insT c.370+28580_370+28581insT (n.370+28580_370+28581insT) c.82+975_82+976insT (n.82+975_82+976insT) c.715+242_715+243insT (n.715+242_715+243insT) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749767G= | CA1748622249 | PRSS1,PRSS2,TRBC1 | c.40+243G= (n.40+243G=) n.53+243G= n.44+243G= c.370+28581G= (n.370+28581G=) c.82+976G= (n.82+976G=) c.715+243G= (n.715+243G=) | |
7 | g.142749767G>T | CA168145536 | PRSS1,PRSS2,TRBC1 | c.40+243G>T (n.40+243G>T) n.53+243G>T n.44+243G>T c.370+28581G>T (n.370+28581G>T) c.82+976G>T (n.82+976G>T) c.715+243G>T (n.715+243G>T) | dbSNP |
7 | g.142749768G= | CA1748622250 | PRSS1,PRSS2,TRBC1 | c.40+244G= (n.40+244G=) n.53+244G= n.44+244G= c.370+28582G= (n.370+28582G=) c.82+977G= (n.82+977G=) c.715+244G= (n.715+244G=) | |
7 | g.142749768G>T | CA1108087419 | PRSS1,PRSS2,TRBC1 | c.40+244G>T (n.40+244G>T) n.53+244G>T n.44+244G>T c.370+28582G>T (n.370+28582G>T) c.82+977G>T (n.82+977G>T) c.715+244G>T (n.715+244G>T) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749769G>A | CA578432648 | PRSS1,PRSS2,TRBC1 | c.40+245G>A (n.40+245G>A) n.53+245G>A n.44+245G>A c.370+28583G>A (n.370+28583G>A) c.82+978G>A (n.82+978G>A) c.715+245G>A (n.715+245G>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749769G>C | CA1748622252 | PRSS1,PRSS2,TRBC1 | c.40+245G>C (n.40+245G>C) n.53+245G>C n.44+245G>C c.370+28583G>C (n.370+28583G>C) c.82+978G>C (n.82+978G>C) c.715+245G>C (n.715+245G>C) | dbSNP |
7 | g.142749769G= | CA1748622251 | PRSS1,PRSS2,TRBC1 | c.40+245G= (n.40+245G=) n.53+245G= n.44+245G= c.370+28583G= (n.370+28583G=) c.82+978G= (n.82+978G=) c.715+245G= (n.715+245G=) | |
7 | g.142749769G>T | CA1108087424 | PRSS1,PRSS2,TRBC1 | c.40+245G>T (n.40+245G>T) n.53+245G>T n.44+245G>T c.370+28583G>T (n.370+28583G>T) c.82+978G>T (n.82+978G>T) c.715+245G>T (n.715+245G>T) | gnomAD v3 gnomAD v4 |
7 | g.142749769_142749770insA | CA578432650 | PRSS1,PRSS2,TRBC1 | c.40+245_40+246insA (n.40+245_40+246insA) n.53+245_53+246insA n.44+245_44+246insA c.370+28583_370+28584insA (n.370+28583_370+28584insA) c.82+978_82+979insA (n.82+978_82+979insA) c.715+245_715+246insA (n.715+245_715+246insA) | dbSNP gnomAD v2 |
7 | g.142749770G>A | CA578432649 | PRSS1,PRSS2,TRBC1 | c.40+246G>A (n.40+246G>A) n.53+246G>A n.44+246G>A c.370+28584G>A (n.370+28584G>A) c.82+979G>A (n.82+979G>A) c.715+246G>A (n.715+246G>A) | gnomAD v2 |
7 | g.142749771G>A | CA578432651 | PRSS1,PRSS2,TRBC1 | c.40+247G>A (n.40+247G>A) n.53+247G>A n.44+247G>A c.370+28585G>A (n.370+28585G>A) c.82+980G>A (n.82+980G>A) c.715+247G>A (n.715+247G>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749771G= | CA1748622253 | PRSS1,PRSS2,TRBC1 | c.40+247G= (n.40+247G=) n.53+247G= n.44+247G= c.370+28585G= (n.370+28585G=) c.82+980G= (n.82+980G=) c.715+247G= (n.715+247G=) | |
7 | g.142749771_142749772insATA | CA1108087431 | PRSS1,PRSS2,TRBC1 | c.40+247_40+248insATA (n.40+247_40+248insATA) n.53+247_53+248insATA n.44+247_44+248insATA c.370+28585_370+28586insATA (n.370+28585_370+28586insATA) c.82+980_82+981insATA (n.82+980_82+981insATA) c.715+247_715+248insATA (n.715+247_715+248insATA) | gnomAD v3 gnomAD v4 |
7 | g.142749772C>A | CA1748622255 | PRSS1,PRSS2,TRBC1 | c.40+248C>A (n.40+248C>A) n.53+248C>A n.44+248C>A c.370+28586C>A (n.370+28586C>A) c.82+981C>A (n.82+981C>A) c.715+248C>A (n.715+248C>A) | dbSNP |
7 | g.142749772C= | CA1748622254 | PRSS1,PRSS2,TRBC1 | c.40+248C= (n.40+248C=) n.53+248C= n.44+248C= c.370+28586C= (n.370+28586C=) c.82+981C= (n.82+981C=) c.715+248C= (n.715+248C=) | |
7 | g.142749774A>G | CA1108087435 | PRSS1,PRSS2,TRBC1 | c.40+250A>G (n.40+250A>G) n.53+250A>G n.44+250A>G c.370+28588A>G (n.370+28588A>G) c.82+983A>G (n.82+983A>G) c.715+250A>G (n.715+250A>G) | gnomAD v3 gnomAD v4 |
7 | g.142749774_142749775delinsAG | CA1748622256 | PRSS1,PRSS2,TRBC1 | c.40+250_40+251delinsAG (n.40+250_40+251delinsAG) n.53+250_53+251delinsAG n.44+250_44+251delinsAG c.370+28588_370+28589delinsAG (n.370+28588_370+28589delinsAG) c.82+983_82+984delinsAG (n.82+983_82+984delinsAG) c.715+250_715+251delinsAG (n.715+250_715+251delinsAG) | |
7 | g.142749775G>A | CA1748622258 | PRSS1,PRSS2,TRBC1 | c.40+251G>A (n.40+251G>A) n.53+251G>A n.44+251G>A c.370+28589G>A (n.370+28589G>A) c.82+984G>A (n.82+984G>A) c.715+251G>A (n.715+251G>A) | dbSNP |
7 | g.142749775G= | CA1748622257 | PRSS1,PRSS2,TRBC1 | c.40+251G= (n.40+251G=) n.53+251G= n.44+251G= c.370+28589G= (n.370+28589G=) c.82+984G= (n.82+984G=) c.715+251G= (n.715+251G=) | |
7 | g.142749775G>T | CA1748622259 | PRSS1,PRSS2,TRBC1 | c.40+251G>T (n.40+251G>T) n.53+251G>T n.44+251G>T c.370+28589G>T (n.370+28589G>T) c.82+984G>T (n.82+984G>T) c.715+251G>T (n.715+251G>T) | dbSNP |
7 | g.142749776del | CA834450615 | PRSS1,PRSS2,TRBC1 | c.40+252del (n.40+252del) n.53+252del n.44+252del c.370+28590del (n.370+28590del) c.82+985del (n.82+985del) c.715+252del (n.715+252del) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749777T>C | CA578432652 | PRSS1,PRSS2,TRBC1 | c.40+253T>C (n.40+253T>C) n.53+253T>C n.44+253T>C c.370+28591T>C (n.370+28591T>C) c.82+986T>C (n.82+986T>C) c.715+253T>C (n.715+253T>C) | gnomAD v2 |
7 | g.142749778G>A | CA578432653 | PRSS1,PRSS2,TRBC1 | c.40+254G>A (n.40+254G>A) n.53+254G>A n.44+254G>A c.370+28592G>A (n.370+28592G>A) c.82+987G>A (n.82+987G>A) c.715+254G>A (n.715+254G>A) | dbSNP gnomAD v2 |
7 | g.142749778G>C | CA1108087438 | PRSS1,PRSS2,TRBC1 | c.40+254G>C (n.40+254G>C) n.53+254G>C n.44+254G>C c.370+28592G>C (n.370+28592G>C) c.82+987G>C (n.82+987G>C) c.715+254G>C (n.715+254G>C) | gnomAD v3 gnomAD v4 |
7 | g.142749778G= | CA1748622260 | PRSS1,PRSS2,TRBC1 | c.40+254G= (n.40+254G=) n.53+254G= n.44+254G= c.370+28592G= (n.370+28592G=) c.82+987G= (n.82+987G=) c.715+254G= (n.715+254G=) | |
7 | g.142749779G>C | CA2778215790 | PRSS1,PRSS2,TRBC1 | c.40+255G>C (n.40+255G>C) n.53+255G>C n.44+255G>C c.370+28593G>C (n.370+28593G>C) c.82+988G>C (n.82+988G>C) c.715+255G>C (n.715+255G>C) | |
7 | g.142749780G>T | CA578432654 | PRSS1,PRSS2,TRBC1 | c.40+256G>T (n.40+256G>T) n.53+256G>T n.44+256G>T c.370+28594G>T (n.370+28594G>T) c.82+989G>T (n.82+989G>T) c.715+256G>T (n.715+256G>T) | gnomAD v2 |
7 | g.142749781_142749784del | CA1108087441 | PRSS1,PRSS2,TRBC1 | c.40+257_40+260del (n.40+257_40+260del) n.53+257_53+260del n.44+257_44+260del c.370+28595_370+28598del (n.370+28595_370+28598del) c.82+990_82+993del (n.82+990_82+993del) c.715+257_715+260del (n.715+257_715+260del) | gnomAD v3 gnomAD v4 |
7 | g.142749781G>C | CA2715877389 | PRSS1,PRSS2,TRBC1 | c.40+257G>C (n.40+257G>C) n.53+257G>C n.44+257G>C c.370+28595G>C (n.370+28595G>C) c.82+990G>C (n.82+990G>C) c.715+257G>C (n.715+257G>C) | dbSNP |
7 | g.142749782_142749783insA | CA1108087446 | PRSS1,PRSS2,TRBC1 | c.40+258_40+259insA (n.40+258_40+259insA) n.53+258_53+259insA n.44+258_44+259insA c.370+28596_370+28597insA (n.370+28596_370+28597insA) c.82+991_82+992insA (n.82+991_82+992insA) c.715+258_715+259insA (n.715+258_715+259insA) | gnomAD v3 gnomAD v4 |
7 | g.142749783T>A | CA168145539 | PRSS1,PRSS2,TRBC1 | c.40+259T>A (n.40+259T>A) n.53+259T>A n.44+259T>A c.370+28597T>A (n.370+28597T>A) c.82+992T>A (n.82+992T>A) c.715+259T>A (n.715+259T>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749783T>G | CA1108087448 | PRSS1,PRSS2,TRBC1 | c.40+259T>G (n.40+259T>G) n.53+259T>G n.44+259T>G c.370+28597T>G (n.370+28597T>G) c.82+992T>G (n.82+992T>G) c.715+259T>G (n.715+259T>G) | gnomAD v3 gnomAD v4 |
7 | g.142749783T= | CA1748622261 | PRSS1,PRSS2,TRBC1 | c.40+259T= (n.40+259T=) n.53+259T= n.44+259T= c.370+28597T= (n.370+28597T=) c.82+992T= (n.82+992T=) c.715+259T= (n.715+259T=) | |
7 | g.142749784G>A | CA1748622263 | PRSS1,PRSS2,TRBC1 | c.40+260G>A (n.40+260G>A) n.53+260G>A n.44+260G>A c.370+28598G>A (n.370+28598G>A) c.82+993G>A (n.82+993G>A) c.715+260G>A (n.715+260G>A) | dbSNP |
7 | g.142749784G>C | CA834450629 | PRSS1,PRSS2,TRBC1 | c.40+260G>C (n.40+260G>C) n.53+260G>C n.44+260G>C c.370+28598G>C (n.370+28598G>C) c.82+993G>C (n.82+993G>C) c.715+260G>C (n.715+260G>C) | dbSNP |
7 | g.142749784G= | CA1748622262 | PRSS1,PRSS2,TRBC1 | c.40+260G= (n.40+260G=) n.53+260G= n.44+260G= c.370+28598G= (n.370+28598G=) c.82+993G= (n.82+993G=) c.715+260G= (n.715+260G=) | |
7 | g.142749784G>T | CA578432655 | PRSS1,PRSS2,TRBC1 | c.40+260G>T (n.40+260G>T) n.53+260G>T n.44+260G>T c.370+28598G>T (n.370+28598G>T) c.82+993G>T (n.82+993G>T) c.715+260G>T (n.715+260G>T) | gnomAD v2 |
7 | g.142749785T>G | CA168145548 | PRSS1,PRSS2,TRBC1 | c.40+261T>G (n.40+261T>G) n.53+261T>G n.44+261T>G c.370+28599T>G (n.370+28599T>G) c.82+994T>G (n.82+994T>G) c.715+261T>G (n.715+261T>G) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749785T= | CA1748622264 | PRSS1,PRSS2,TRBC1 | c.40+261T= (n.40+261T=) n.53+261T= n.44+261T= c.370+28599T= (n.370+28599T=) c.82+994T= (n.82+994T=) c.715+261T= (n.715+261T=) | |
7 | g.142749785_142749786delinsTC | CA1748622265 | PRSS1,PRSS2,TRBC1 | c.40+261_40+262delinsTC (n.40+261_40+262delinsTC) n.53+261_53+262delinsTC n.44+261_44+262delinsTC c.370+28599_370+28600delinsTC (n.370+28599_370+28600delinsTC) c.82+994_82+995delinsTC (n.82+994_82+995delinsTC) c.715+261_715+262delinsTC (n.715+261_715+262delinsTC) | |
7 | g.142749786C>A | CA578432656 | PRSS1,PRSS2,TRBC1 | c.40+262C>A (n.40+262C>A) n.53+262C>A n.44+262C>A c.370+28600C>A (n.370+28600C>A) c.82+995C>A (n.82+995C>A) c.715+262C>A (n.715+262C>A) | dbSNP gnomAD v2 |
7 | g.142749786C= | CA1748622267 | PRSS1,PRSS2,TRBC1 | c.40+262C= (n.40+262C=) n.53+262C= n.44+262C= c.370+28600C= (n.370+28600C=) c.82+995C= (n.82+995C=) c.715+262C= (n.715+262C=) | |
7 | g.142749786C>T | CA834450637 | PRSS1,PRSS2,TRBC1 | c.40+262C>T (n.40+262C>T) n.53+262C>T n.44+262C>T c.370+28600C>T (n.370+28600C>T) c.82+995C>T (n.82+995C>T) c.715+262C>T (n.715+262C>T) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749788del | CA1748622266 | PRSS1,PRSS2,TRBC1 | c.40+264del (n.40+264del) n.53+264del n.44+264del c.370+28602del (n.370+28602del) c.82+997del (n.82+997del) c.715+264del (n.715+264del) | dbSNP |
7 | g.142749786_142749787insAGGT | CA1108087455 | PRSS1,PRSS2,TRBC1 | c.40+262_40+263insAGGT (n.40+262_40+263insAGGT) n.53+262_53+263insAGGT n.44+262_44+263insAGGT c.370+28600_370+28601insAGGT (n.370+28600_370+28601insAGGT) c.82+995_82+996insAGGT (n.82+995_82+996insAGGT) c.715+262_715+263insAGGT (n.715+262_715+263insAGGT) | gnomAD v3 gnomAD v4 |
7 | g.142749787C>A | CA578432658 | PRSS1,PRSS2,TRBC1 | c.40+263C>A (n.40+263C>A) n.53+263C>A n.44+263C>A c.370+28601C>A (n.370+28601C>A) c.82+996C>A (n.82+996C>A) c.715+263C>A (n.715+263C>A) | gnomAD v2 |
7 | g.142749787C= | CA1748622268 | PRSS1,PRSS2,TRBC1 | c.40+263C= (n.40+263C=) n.53+263C= n.44+263C= c.370+28601C= (n.370+28601C=) c.82+996C= (n.82+996C=) c.715+263C= (n.715+263C=) | |
7 | g.142749787C>T | CA578432657 | PRSS1,PRSS2,TRBC1 | c.40+263C>T (n.40+263C>T) n.53+263C>T n.44+263C>T c.370+28601C>T (n.370+28601C>T) c.82+996C>T (n.82+996C>T) c.715+263C>T (n.715+263C>T) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749787_142749788insT | CA1108087457 | PRSS1,PRSS2,TRBC1 | c.40+263_40+264insT (n.40+263_40+264insT) n.53+263_53+264insT n.44+263_44+264insT c.370+28601_370+28602insT (n.370+28601_370+28602insT) c.82+996_82+997insT (n.82+996_82+997insT) c.715+263_715+264insT (n.715+263_715+264insT) | gnomAD v3 gnomAD v4 |
7 | g.142749788C>A | CA1748622270 | PRSS1,PRSS2,TRBC1 | c.40+264C>A (n.40+264C>A) n.53+264C>A n.44+264C>A c.370+28602C>A (n.370+28602C>A) c.82+997C>A (n.82+997C>A) c.715+264C>A (n.715+264C>A) | dbSNP |
7 | g.142749788C= | CA1748622269 | PRSS1,PRSS2,TRBC1 | c.40+264C= (n.40+264C=) n.53+264C= n.44+264C= c.370+28602C= (n.370+28602C=) c.82+997C= (n.82+997C=) c.715+264C= (n.715+264C=) | |
7 | g.142749788C>G | CA1108087460 | PRSS1,PRSS2,TRBC1 | c.40+264C>G (n.40+264C>G) n.53+264C>G n.44+264C>G c.370+28602C>G (n.370+28602C>G) c.82+997C>G (n.82+997C>G) c.715+264C>G (n.715+264C>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749790C= | CA1748622271 | PRSS1,PRSS2,TRBC1 | c.40+266C= (n.40+266C=) n.53+266C= n.44+266C= c.370+28604C= (n.370+28604C=) c.82+999C= (n.82+999C=) c.715+266C= (n.715+266C=) | |
7 | g.142749790C>G | CA578432659 | PRSS1,PRSS2,TRBC1 | c.40+266C>G (n.40+266C>G) n.53+266C>G n.44+266C>G c.370+28604C>G (n.370+28604C>G) c.82+999C>G (n.82+999C>G) c.715+266C>G (n.715+266C>G) | dbSNP gnomAD v2 |
7 | g.142749790C>T | CA168145551 | PRSS1,PRSS2,TRBC1 | c.40+266C>T (n.40+266C>T) n.53+266C>T n.44+266C>T c.370+28604C>T (n.370+28604C>T) c.82+999C>T (n.82+999C>T) c.715+266C>T (n.715+266C>T) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749790_142749791del | CA1108087478 | PRSS1,PRSS2,TRBC1 | c.40+266_40+267del (n.40+266_40+267del) n.53+266_53+267del n.44+266_44+267del c.370+28604_370+28605del (n.370+28604_370+28605del) c.82+999_82+1000del (n.82+999_82+1000del) c.715+266_715+267del (n.715+266_715+267del) | gnomAD v3 gnomAD v4 |
7 | g.142749791G>A | CA834450675 | PRSS1,PRSS2,TRBC1 | c.40+267G>A (n.40+267G>A) n.53+267G>A n.44+267G>A c.370+28605G>A (n.370+28605G>A) c.82+1000G>A (n.82+1000G>A) c.715+267G>A (n.715+267G>A) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749791G>C | CA168145582 | PRSS1,PRSS2,TRBC1 | c.40+267G>C (n.40+267G>C) n.53+267G>C n.44+267G>C c.370+28605G>C (n.370+28605G>C) c.82+1000G>C (n.82+1000G>C) c.715+267G>C (n.715+267G>C) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749791G= | CA1748622272 | PRSS1,PRSS2,TRBC1 | c.40+267G= (n.40+267G=) n.53+267G= n.44+267G= c.370+28605G= (n.370+28605G=) c.82+1000G= (n.82+1000G=) c.715+267G= (n.715+267G=) | |
7 | g.142749792A= | CA1748622273 | PRSS1,PRSS2,TRBC1 | c.40+268A= (n.40+268A=) n.53+268A= n.44+268A= c.370+28606A= (n.370+28606A=) c.82+1001A= (n.82+1001A=) c.715+268A= (n.715+268A=) | |
7 | g.142749792A>G | CA1108087485 | PRSS1,PRSS2,TRBC1 | c.40+268A>G (n.40+268A>G) n.53+268A>G n.44+268A>G c.370+28606A>G (n.370+28606A>G) c.82+1001A>G (n.82+1001A>G) c.715+268A>G (n.715+268A>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749793A>G | CA578432660 | PRSS1,PRSS2,TRBC1 | c.40+269A>G (n.40+269A>G) n.53+269A>G n.44+269A>G c.370+28607A>G (n.370+28607A>G) c.82+1002A>G (n.82+1002A>G) c.715+269A>G (n.715+269A>G) | gnomAD v2 |
7 | g.142749795T>C | CA1108087487 | PRSS1,PRSS2,TRBC1 | c.40+271T>C (n.40+271T>C) n.53+271T>C n.44+271T>C c.370+28609T>C (n.370+28609T>C) c.82+1004T>C (n.82+1004T>C) c.715+271T>C (n.715+271T>C) | gnomAD v3 gnomAD v4 |
7 | g.142749796G>A | CA834450680 | PRSS1,PRSS2,TRBC1 | c.40+272G>A (n.40+272G>A) n.53+272G>A n.44+272G>A c.370+28610G>A (n.370+28610G>A) c.82+1005G>A (n.82+1005G>A) c.715+272G>A (n.715+272G>A) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749796G= | CA1748622274 | PRSS1,PRSS2,TRBC1 | c.40+272G= (n.40+272G=) n.53+272G= n.44+272G= c.370+28610G= (n.370+28610G=) c.82+1005G= (n.82+1005G=) c.715+272G= (n.715+272G=) | |
7 | g.142749799G>C | CA1748622276 | PRSS1,PRSS2,TRBC1 | c.40+275G>C (n.40+275G>C) n.53+275G>C n.44+275G>C c.370+28613G>C (n.370+28613G>C) c.82+1008G>C (n.82+1008G>C) c.715+275G>C (n.715+275G>C) | dbSNP |
7 | g.142749799G= | CA1748622275 | PRSS1,PRSS2,TRBC1 | c.40+275G= (n.40+275G=) n.53+275G= n.44+275G= c.370+28613G= (n.370+28613G=) c.82+1008G= (n.82+1008G=) c.715+275G= (n.715+275G=) | |
7 | g.142749799G>T | CA2842565665 | PRSS1,PRSS2,TRBC1 | c.40+275G>T (n.40+275G>T) n.53+275G>T n.44+275G>T c.370+28613G>T (n.370+28613G>T) c.82+1008G>T (n.82+1008G>T) c.715+275G>T (n.715+275G>T) | |
7 | g.142749800C= | CA1748622277 | PRSS1,PRSS2,TRBC1 | c.40+276C= (n.40+276C=) n.53+276C= n.44+276C= c.370+28614C= (n.370+28614C=) c.82+1009C= (n.82+1009C=) c.715+276C= (n.715+276C=) | |
7 | g.142749800C>T | CA1748622278 | PRSS1,PRSS2,TRBC1 | c.40+276C>T (n.40+276C>T) n.53+276C>T n.44+276C>T c.370+28614C>T (n.370+28614C>T) c.82+1009C>T (n.82+1009C>T) c.715+276C>T (n.715+276C>T) | dbSNP |
7 | g.142749802G>A | CA915549371 | PRSS1,PRSS2,TRBC1 | c.40+278G>A (n.40+278G>A) n.53+278G>A n.44+278G>A c.370+28616G>A (n.370+28616G>A) c.82+1011G>A (n.82+1011G>A) c.715+278G>A (n.715+278G>A) | dbSNP gnomAD v2 |
7 | g.142749802G= | CA1748622279 | PRSS1,PRSS2,TRBC1 | c.40+278G= (n.40+278G=) n.53+278G= n.44+278G= c.370+28616G= (n.370+28616G=) c.82+1011G= (n.82+1011G=) c.715+278G= (n.715+278G=) | |
7 | g.142749802G>T | CA168145603 | PRSS1,PRSS2,TRBC1 | c.40+278G>T (n.40+278G>T) n.53+278G>T n.44+278G>T c.370+28616G>T (n.370+28616G>T) c.82+1011G>T (n.82+1011G>T) c.715+278G>T (n.715+278G>T) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749803C= | CA1748622280 | PRSS1,PRSS2,TRBC1 | c.40+279C= (n.40+279C=) n.53+279C= n.44+279C= c.370+28617C= (n.370+28617C=) c.82+1012C= (n.82+1012C=) c.715+279C= (n.715+279C=) | |
7 | g.142749803C>T | CA168145608 | PRSS1,PRSS2,TRBC1 | c.40+279C>T (n.40+279C>T) n.53+279C>T n.44+279C>T c.370+28617C>T (n.370+28617C>T) c.82+1012C>T (n.82+1012C>T) c.715+279C>T (n.715+279C>T) | dbSNP gnomAD v2 |
7 | g.142749804A= | CA1748622281 | PRSS1,PRSS2,TRBC1 | c.40+280A= (n.40+280A=) n.53+280A= n.44+280A= c.370+28618A= (n.370+28618A=) c.82+1013A= (n.82+1013A=) c.715+280A= (n.715+280A=) | |
7 | g.142749804A>G | CA834450684 | PRSS1,PRSS2,TRBC1 | c.40+280A>G (n.40+280A>G) n.53+280A>G n.44+280A>G c.370+28618A>G (n.370+28618A>G) c.82+1013A>G (n.82+1013A>G) c.715+280A>G (n.715+280A>G) | dbSNP |
7 | g.142749805G>C | CA834450688 | PRSS1,PRSS2,TRBC1 | c.40+281G>C (n.40+281G>C) n.53+281G>C n.44+281G>C c.370+28619G>C (n.370+28619G>C) c.82+1014G>C (n.82+1014G>C) c.715+281G>C (n.715+281G>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749805G= | CA1748622282 | PRSS1,PRSS2,TRBC1 | c.40+281G= (n.40+281G=) n.53+281G= n.44+281G= c.370+28619G= (n.370+28619G=) c.82+1014G= (n.82+1014G=) c.715+281G= (n.715+281G=) | |
7 | g.142749806G>A | CA1108087493 | PRSS1,PRSS2,TRBC1 | c.40+282G>A (n.40+282G>A) n.53+282G>A n.44+282G>A c.370+28620G>A (n.370+28620G>A) c.82+1015G>A (n.82+1015G>A) c.715+282G>A (n.715+282G>A) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749806G>C | CA834450690 | PRSS1,PRSS2,TRBC1 | c.40+282G>C (n.40+282G>C) n.53+282G>C n.44+282G>C c.370+28620G>C (n.370+28620G>C) c.82+1015G>C (n.82+1015G>C) c.715+282G>C (n.715+282G>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749806G= | CA1748622283 | PRSS1,PRSS2,TRBC1 | c.40+282G= (n.40+282G=) n.53+282G= n.44+282G= c.370+28620G= (n.370+28620G=) c.82+1015G= (n.82+1015G=) c.715+282G= (n.715+282G=) | |
7 | g.142749806G>T | CA1748622284 | PRSS1,PRSS2,TRBC1 | c.40+282G>T (n.40+282G>T) n.53+282G>T n.44+282G>T c.370+28620G>T (n.370+28620G>T) c.82+1015G>T (n.82+1015G>T) c.715+282G>T (n.715+282G>T) | dbSNP |
7 | g.142749808T>C | CA168145613 | PRSS1,PRSS2,TRBC1 | c.40+284T>C (n.40+284T>C) n.53+284T>C n.44+284T>C c.370+28622T>C (n.370+28622T>C) c.82+1017T>C (n.82+1017T>C) c.715+284T>C (n.715+284T>C) | dbSNP |
7 | g.142749808T= | CA1748622285 | PRSS1,PRSS2,TRBC1 | c.40+284T= (n.40+284T=) n.53+284T= n.44+284T= c.370+28622T= (n.370+28622T=) c.82+1017T= (n.82+1017T=) c.715+284T= (n.715+284T=) | |
7 | g.142749809T>G | CA2605170331 | PRSS1,PRSS2,TRBC1 | c.40+285T>G (n.40+285T>G) n.53+285T>G n.44+285T>G c.370+28623T>G (n.370+28623T>G) c.82+1018T>G (n.82+1018T>G) c.715+285T>G (n.715+285T>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749812G>C | CA1108087495 | PRSS1,PRSS2,TRBC1 | c.40+288G>C (n.40+288G>C) n.53+288G>C n.44+288G>C c.370+28626G>C (n.370+28626G>C) c.82+1021G>C (n.82+1021G>C) c.715+288G>C (n.715+288G>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749812G= | CA1748622286 | PRSS1,PRSS2,TRBC1 | c.40+288G= (n.40+288G=) n.53+288G= n.44+288G= c.370+28626G= (n.370+28626G=) c.82+1021G= (n.82+1021G=) c.715+288G= (n.715+288G=) | |
7 | g.142749813G>A | CA1748622288 | PRSS1,PRSS2,TRBC1 | c.40+289G>A (n.40+289G>A) n.53+289G>A n.44+289G>A c.370+28627G>A (n.370+28627G>A) c.82+1022G>A (n.82+1022G>A) c.715+289G>A (n.715+289G>A) | dbSNP |
7 | g.142749813G= | CA1748622287 | PRSS1,PRSS2,TRBC1 | c.40+289G= (n.40+289G=) n.53+289G= n.44+289G= c.370+28627G= (n.370+28627G=) c.82+1022G= (n.82+1022G=) c.715+289G= (n.715+289G=) | |
7 | g.142749814C= | CA1748622289 | PRSS1,PRSS2,TRBC1 | c.40+290C= (n.40+290C=) n.53+290C= n.44+290C= c.370+28628C= (n.370+28628C=) c.82+1023C= (n.82+1023C=) c.715+290C= (n.715+290C=) | |
7 | g.142749814C>T | CA1108087500 | PRSS1,PRSS2,TRBC1 | c.40+290C>T (n.40+290C>T) n.53+290C>T n.44+290C>T c.370+28628C>T (n.370+28628C>T) c.82+1023C>T (n.82+1023C>T) c.715+290C>T (n.715+290C>T) | dbSNP |
7 | g.142749816T>C | CA1108087503 | PRSS1,PRSS2,TRBC1 | c.40+292T>C (n.40+292T>C) n.53+292T>C n.44+292T>C c.370+28630T>C (n.370+28630T>C) c.82+1025T>C (n.82+1025T>C) c.715+292T>C (n.715+292T>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749816T= | CA1748622290 | PRSS1,PRSS2,TRBC1 | c.40+292T= (n.40+292T=) n.53+292T= n.44+292T= c.370+28630T= (n.370+28630T=) c.82+1025T= (n.82+1025T=) c.715+292T= (n.715+292T=) | |
7 | g.142749817G>A | CA1748622292 | PRSS1,PRSS2,TRBC1 | c.40+293G>A (n.40+293G>A) n.53+293G>A n.44+293G>A c.370+28631G>A (n.370+28631G>A) c.82+1026G>A (n.82+1026G>A) c.715+293G>A (n.715+293G>A) | dbSNP |
7 | g.142749817G= | CA1748622291 | PRSS1,PRSS2,TRBC1 | c.40+293G= (n.40+293G=) n.53+293G= n.44+293G= c.370+28631G= (n.370+28631G=) c.82+1026G= (n.82+1026G=) c.715+293G= (n.715+293G=) | |
7 | g.142749818G>A | CA2715640341 | PRSS1,PRSS2,TRBC1 | c.40+294G>A (n.40+294G>A) n.53+294G>A n.44+294G>A c.370+28632G>A (n.370+28632G>A) c.82+1027G>A (n.82+1027G>A) c.715+294G>A (n.715+294G>A) | dbSNP |
7 | g.142749818G>C | CA458266036 | PRSS1,PRSS2,TRBC1 | c.40+294G>C (n.40+294G>C) n.53+294G>C n.44+294G>C c.370+28632G>C (n.370+28632G>C) c.82+1027G>C (n.82+1027G>C) c.715+294G>C (n.715+294G>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749818G= | CA1748622293 | PRSS1,PRSS2,TRBC1 | c.40+294G= (n.40+294G=) n.53+294G= n.44+294G= c.370+28632G= (n.370+28632G=) c.82+1027G= (n.82+1027G=) c.715+294G= (n.715+294G=) | |
7 | g.142749818G>T | CA168145619 | PRSS1,PRSS2,TRBC1 | c.40+294G>T (n.40+294G>T) n.53+294G>T n.44+294G>T c.370+28632G>T (n.370+28632G>T) c.82+1027G>T (n.82+1027G>T) c.715+294G>T (n.715+294G>T) | dbSNP |
7 | g.142749819C>A | CA1748622295 | PRSS1,PRSS2,TRBC1 | c.40+295C>A (n.40+295C>A) n.53+295C>A n.44+295C>A c.370+28633C>A (n.370+28633C>A) c.82+1028C>A (n.82+1028C>A) c.715+295C>A (n.715+295C>A) | dbSNP |
7 | g.142749819C= | CA1748622294 | PRSS1,PRSS2,TRBC1 | c.40+295C= (n.40+295C=) n.53+295C= n.44+295C= c.370+28633C= (n.370+28633C=) c.82+1028C= (n.82+1028C=) c.715+295C= (n.715+295C=) | |
7 | g.142749820T>A | CA1108087508 | PRSS1,PRSS2,TRBC1 | c.40+296T>A (n.40+296T>A) n.53+296T>A n.44+296T>A c.370+28634T>A (n.370+28634T>A) c.82+1029T>A (n.82+1029T>A) c.715+296T>A (n.715+296T>A) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749820T>C | CA1748622297 | PRSS1,PRSS2,TRBC1 | c.40+296T>C (n.40+296T>C) n.53+296T>C n.44+296T>C c.370+28634T>C (n.370+28634T>C) c.82+1029T>C (n.82+1029T>C) c.715+296T>C (n.715+296T>C) | dbSNP |
7 | g.142749820T= | CA1748622296 | PRSS1,PRSS2,TRBC1 | c.40+296T= (n.40+296T=) n.53+296T= n.44+296T= c.370+28634T= (n.370+28634T=) c.82+1029T= (n.82+1029T=) c.715+296T= (n.715+296T=) | |
7 | g.142749822C= | CA1748622298 | PRSS1,PRSS2,TRBC1 | c.40+298C= (n.40+298C=) n.53+298C= n.44+298C= c.370+28636C= (n.370+28636C=) c.82+1031C= (n.82+1031C=) c.715+298C= (n.715+298C=) | |
7 | g.142749822C>G | CA1748622299 | PRSS1,PRSS2,TRBC1 | c.40+298C>G (n.40+298C>G) n.53+298C>G n.44+298C>G c.370+28636C>G (n.370+28636C>G) c.82+1031C>G (n.82+1031C>G) c.715+298C>G (n.715+298C>G) | dbSNP |
7 | g.142749822C>T | CA168145634 | PRSS1,PRSS2,TRBC1 | c.40+298C>T (n.40+298C>T) n.53+298C>T n.44+298C>T c.370+28636C>T (n.370+28636C>T) c.82+1031C>T (n.82+1031C>T) c.715+298C>T (n.715+298C>T) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749823A= | CA1748622300 | PRSS1,PRSS2,TRBC1 | c.40+299A= (n.40+299A=) n.53+299A= n.44+299A= c.370+28637A= (n.370+28637A=) c.82+1032A= (n.82+1032A=) c.715+299A= (n.715+299A=) | |
7 | g.142749823A>C | CA2838025338 | PRSS1,PRSS2,TRBC1 | c.40+299A>C (n.40+299A>C) n.53+299A>C n.44+299A>C c.370+28637A>C (n.370+28637A>C) c.82+1032A>C (n.82+1032A>C) c.715+299A>C (n.715+299A>C) | |
7 | g.142749823A>G | CA168145651 | PRSS1,PRSS2,TRBC1 | c.40+299A>G (n.40+299A>G) n.53+299A>G n.44+299A>G c.370+28637A>G (n.370+28637A>G) c.82+1032A>G (n.82+1032A>G) c.715+299A>G (n.715+299A>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749823A>T | CA2838025337 | PRSS1,PRSS2,TRBC1 | c.40+299A>T (n.40+299A>T) n.53+299A>T n.44+299A>T c.370+28637A>T (n.370+28637A>T) c.82+1032A>T (n.82+1032A>T) c.715+299A>T (n.715+299A>T) | |
7 | g.142749823_142752410delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT | CA2580614276 | PRSS1,PRSS2,TRBC1 | c.40+299_455-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT c.40+299_497-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT c.370+28637_370+31224delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT (n.370+28637_370+31224delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT) c.40+299_425-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT c.40+299_321+516delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT c.82+1032_82+3619delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT (n.82+1032_82+3619delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT) c.715+299_1130-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT n.53+299_397-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT n.53+299_394-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT n.53+299_308-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT n.53+299_242-21delinsGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGTTCTCTTCCTGATCCTCACAGCCGACTACCCAGACGAGCTGCAGTGCCTGGATGCTCCTGTGCTGAGCCAGGCTAAGTGTGAAGCCTCCTACCCTGGAAAGATTACCAGCAACATGTTCTGTGTGGGCTTCCTTGAGGGAGGCAAGGATTCATGTCAGGTGATTTGACCAACCCTTCCCATGCTGAGGCTCCCACTGATACCTAGGCCCCACCAGGGAAAAGGATTTGAACTCAAAAGGTGGTGGGGCTGAGGAGGCTCCCTGCAGTGCCCACATGGAGAAGTGAGGAAGACTCCCTTGGGCTGCATCTTGTCTGCTTAGGAAGAACAGAGAATGGGCCACCATGAGAAGGACATGGAGCCACAGAGCTGGCTGGAAAGGGGTCTTTTAAGGTTCAGAGTAAATGTAGCTATATTCCTCCTCCATCTCTCCATACAACTTGTCCCTTCTTCCCCCCAGGGTGATTCTGGTGGCCCTGTGGTCTGCAATGGACAGCTCCAAGGAGTTGTCTCCTGGGGTGATGGCTGTGCCCAGAAGAACAAGCCTGGAGTCTACACCAAGGTCTACAACTATGTGAAATGGATTAAGAACACCATAGCTGCCAATAGCTAAAGCCCCCAGTATCTCTTCAGATTTGTAAACAGCTAGGCCATTCTCCCTCCTTCTAACCCTCATCTCCAGGGCCTAAGAAAGCCCAGCTCTGTTATCTGGGGCTTGACTTTCCCTGTCTTCCCCATCCCAGTATCCTTGCAGGAAACAGCCGGTCTCGCTCTCTGCTCTCAGAAGGAAAGTTTCCTTATCACCTGTGAATCACAAACCCAGAGAGTGGCCAAACATAGCCAGGCTGATGCAAGACCCTGGGAAGAGGAAAGCTGCAGGTGTGTTTGTGCTGGGAGGAGTGGTGACCCTCACCTCACAGTCACCTCCTCTCTGGATCCTCGTGAGGTATAAAGACGAGTCCTCCACCACCAGTCAGGCACACTCTACCACCATGAATCCACTCCTGATCCTTACCTTTGTGGCAGCTGCTCGTGAGTATCATGCCCTGCCTCAGGCCCCAACCACCCCCCCGTTCCTGGCCGACAAATGCCCTTCCATTCTTACCACCTCTCCTCTTTTGACTGTGCTCTGATATTCCGTTTCCTCCATCTGGCATATCTCCTTCCCATCCTCCTTGGGCTCTTTTTAAGTCTCACCTGTTCACCTTCTCCTTGACTTCACTCCCACCACTGTCATTCATCCATATCCGAGTTGTGGTTGGAGAAGCTGGGAAGGGGGCCAGGTGGGGCTGTCCCACGAAATGAAGCAGCAGGCTTCAGGCTTGGCTCCGACAGCAACAGAATAGCACCACTATAGCTGCTCCTAACCTCGAATGCACCTGGGGAGGTTGAAAAATTACTCATGCCAGAGACTCAGCTCTAGAAATTCTAACTTCAATTGTCTGGGGTAGAGCTTGTGTTCTGGGCTTTTAAGCTTCCCAGGTGATTTTTAATATTTCCAGCCATGCAGCCAAGGTTAAGAATTGCTGTCCTATTGGCCAATAACAAAGTCTACCTTTGTTCTGCCAAAGTGAGCCTGGGGGCTGCCCTCAACTCTGCCCTGACTGCACAGATCTGAGCTATGGGGGAAGGTGGTCATGGCCAGGTCTATGCAGACAGGGGGTTTTCCTAGCTTGGCAAAAGAATCCTGACAATCCAGGGCCCAAATAGCCAGGGGAAGTACACAGGTGATGAATAAAAGAGAGAAGCACTCAGTGGGAGAGACAACCACATCCCAACTCCTATCCCACTGGAAGCATTGTGAGGACATTCCTTGCGACTTCAGCCTGGTGACCCCAGGAGAGCTCGGATCCTCCGCAGGGTACCTAGCTATGTGCCCTGCAGGCACAGAGACTTGGGAGCCACAGGCAGTGATGATCACCAGGGGTGGCAGAGCTCCCTCCCTTGCCTAGCCTCACTGTGCTTGTTAAGGATTTCTAATTAGCAGAAAGCAATCACAGGCTGGGAGCGCCACCCCTAACATGCTATTGACTTGCCTTCTCCCTTCCCATCTCCACTCCAGTTGCTGCCCCCTTTGATGATGATGACAAGATCGTTGGGGGCTACAACTGTGAGGAGAATTCTGTCCCCTACCAGGTGTCCCTGAATTCTGGCTACCACTTCTGTGGTGGCTCCCTCATCAACGAACAGTGGGTGGTATCAGCAGGCCACTGCTACAAGTCGTAAGTGTGGGGCCCCCGACTGCAAAGCTCCCGGCCAGTCTGCCTGGGAGAGCTTGGCTTCAGCCCAGGGAACTACTGAGGTTGGGTAAGATGGATGGGAGAGGTGGTGGAGAAGAAAACTTGTTGGCAGCTGCGGACTCTCCAGAGCAGAGAGTGAACACAAGACAGGAACCTCTCACACCCAGGCAAATCCATGAAACAGCAAGGGTTGTGGTCATAAAAGCAGGCAGGGATGATCTTGGGGTGGTGAGAGCTAGTGAGAAAAGCAGGCAAGTATCTTTTGCTGGTTAGCTACACATTAAAGCCAACTAAGAAAGACTTTTTAAAAATACAGATGCCTTTGTCCTATCCCAGGGCAATTAAGTCAAAATTTTCAGGAAGAGGGTGTGAATATCAGTGAGAATTTTACACTCTACCTCTGCTAACTGTAGAGTGTATAGACAGAGCTGAGAACTGCTGCCTACACCAAGAACTCTCAAACCTGAGTATGCATCAGAACGCCCTGCAGGCTTGTTAAGGCACAAATCACTGGGCCCCTTCCCCAAGGTTCTGATCAGTAGGTGGGGGTAAGGACCAAGAATTCACATTTCTAACAAGTTCCCAGGAGATGCTAATGCTATGGCTACGCTTGGATTAGATTACACAGAAGGGTGGTTCTCACCAGGCCAAGAATGGAGGGAGGAACAGGCACTGTGCACAGTTGGCAAAGGCCTGGGGTGAAGAACGCTGGGAAAACTTCAAGGAGCTCCTTGTGCCCACAGTGCTAGTGACTGTGGAGATTGTGGGAAAGAGTCTGGGGAGGCAGGTTGAGGAGCAGCCTCTGGTGGGATCCCTTTGACTCTTCCCCACCCCACTACCACCAACCTCTGGAGCAGATAGGTCCTGGGTCTCATACCTTCACTGACCCACATCCCTCTGCTGCCCATGCGATATGGCCACACACCCCACCCCATGCCTCCAGAGCTGTCCATGAGCAGAGAGCTTGAGGAACCTGGGGAAGGTGGGATAGGTGCCCTGGCTGTGGGAGAAGGTCTTCACCATGCCTGCCCTGCCCATCAGCCGCATCCAGGTGAGACTGGGAGAGCACAACATCGAAGTCCTGGAGGGGAATGAGCAGTTCATCAATGCAGCCAAGATCATCCGCCACCCCCAATACGACAGGAAGACTCTGAACAATGACATCATGTTAATCAAGCTCTCCTCACGTGCAGTAATCAACGCCCGCGTGTCCACCATCTCTCTGCCCACCGCCCCTCCAGCCACTGGCACGAAGTGCCTCATCTCTGGCTGGGGCAACACTGCGAGCTCTGGCGGTGAGTGGGACCCTTAGTCCTTCTACTTCCCTCCATCCTCACAATTTCCAGAACAAACCATGCCCCTTAACTTGAATCCTCTCACCTCCAGGCTTAAGACACATTTCGAGTGCCCATTACACACAGACTCTGCACTGGGCACCAGAGAGATGCAAACTATCAAGGACTTGGCTCCTAAAATCAAGAGACAGGACAAATGGAGAACTTGATATGATCACATCTTGGGAGGGGTTCAACAATGATCATTCTGGGAACTAAAAGCCAGAGTCTCTTGCCAGGACTTATGTTCTGGAGTCCTCTCCAGGGGCTGTGTTCCTCTTCAGTTTTCCATCCAAGATTATTGTCTCCTTCTCTGGCCTGACCCACATTTCTACTTCCTTTGT | |
7 | g.142749824_142753738dup | CA2739299262 | PRSS1,PRSS2,TRBC1 | c.370+28638_370+32552dup (n.370+28638_370+32552dup) c.40+300_591+1171dup c.40+300_321+1844dup c.82+1033_82+4947dup (n.82+1033_82+4947dup) | |
7 | g.142749825C>A | CA578432661 | PRSS1,PRSS2,TRBC1 | c.40+301C>A (n.40+301C>A) n.53+301C>A n.44+301C>A c.370+28639C>A (n.370+28639C>A) c.82+1034C>A (n.82+1034C>A) c.715+301C>A (n.715+301C>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749825C= | CA1748622301 | PRSS1,PRSS2,TRBC1 | c.40+301C= (n.40+301C=) n.53+301C= n.44+301C= c.370+28639C= (n.370+28639C=) c.82+1034C= (n.82+1034C=) c.715+301C= (n.715+301C=) | |
7 | g.142749825C>T | CA168145654 | PRSS1,PRSS2,TRBC1 | c.40+301C>T (n.40+301C>T) n.53+301C>T n.44+301C>T c.370+28639C>T (n.370+28639C>T) c.82+1034C>T (n.82+1034C>T) c.715+301C>T (n.715+301C>T) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749826A= | CA1748622302 | PRSS1,PRSS2,TRBC1 | c.40+302A= (n.40+302A=) n.53+302A= n.44+302A= c.370+28640A= (n.370+28640A=) c.82+1035A= (n.82+1035A=) c.715+302A= (n.715+302A=) | |
7 | g.142749826A>G | CA834450709 | PRSS1,PRSS2,TRBC1 | c.40+302A>G (n.40+302A>G) n.53+302A>G n.44+302A>G c.370+28640A>G (n.370+28640A>G) c.82+1035A>G (n.82+1035A>G) c.715+302A>G (n.715+302A>G) | dbSNP |
7 | g.142749828C>A | CA2839227943 | PRSS1,PRSS2,TRBC1 | c.40+304C>A (n.40+304C>A) n.53+304C>A n.44+304C>A c.370+28642C>A (n.370+28642C>A) c.82+1037C>A (n.82+1037C>A) c.715+304C>A (n.715+304C>A) | |
7 | g.142749830A= | CA1748622303 | PRSS1,PRSS2,TRBC1 | c.40+306A= (n.40+306A=) n.53+306A= n.44+306A= c.370+28644A= (n.370+28644A=) c.82+1039A= (n.82+1039A=) c.715+306A= (n.715+306A=) | |
7 | g.142749830A>C | CA168145670 | PRSS1,PRSS2,TRBC1 | c.40+306A>C (n.40+306A>C) n.53+306A>C n.44+306A>C c.370+28644A>C (n.370+28644A>C) c.82+1039A>C (n.82+1039A>C) c.715+306A>C (n.715+306A>C) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749830A>G | CA168145656 | PRSS1,PRSS2,TRBC1 | c.40+306A>G (n.40+306A>G) n.53+306A>G n.44+306A>G c.370+28644A>G (n.370+28644A>G) c.82+1039A>G (n.82+1039A>G) c.715+306A>G (n.715+306A>G) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749832A= | CA1748622304 | PRSS1,PRSS2,TRBC1 | c.40+308A= (n.40+308A=) n.53+308A= n.44+308A= c.370+28646A= (n.370+28646A=) c.82+1041A= (n.82+1041A=) c.715+308A= (n.715+308A=) | |
7 | g.142749832A>C | CA1748622305 | PRSS1,PRSS2,TRBC1 | c.40+308A>C (n.40+308A>C) n.53+308A>C n.44+308A>C c.370+28646A>C (n.370+28646A>C) c.82+1041A>C (n.82+1041A>C) c.715+308A>C (n.715+308A>C) | dbSNP |
7 | g.142749833G>C | CA168145682 | PRSS1,PRSS2,TRBC1 | c.40+309G>C (n.40+309G>C) n.53+309G>C n.44+309G>C c.370+28647G>C (n.370+28647G>C) c.82+1042G>C (n.82+1042G>C) c.715+309G>C (n.715+309G>C) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749833G= | CA1748622306 | PRSS1,PRSS2,TRBC1 | c.40+309G= (n.40+309G=) n.53+309G= n.44+309G= c.370+28647G= (n.370+28647G=) c.82+1042G= (n.82+1042G=) c.715+309G= (n.715+309G=) | |
7 | g.142749835A= | CA1748622307 | PRSS1,PRSS2,TRBC1 | c.40+311A= (n.40+311A=) n.53+311A= n.44+311A= c.370+28649A= (n.370+28649A=) c.82+1044A= (n.82+1044A=) c.715+311A= (n.715+311A=) | |
7 | g.142749835A>G | CA834450715 | PRSS1,PRSS2,TRBC1 | c.40+311A>G (n.40+311A>G) n.53+311A>G n.44+311A>G c.370+28649A>G (n.370+28649A>G) c.82+1044A>G (n.82+1044A>G) c.715+311A>G (n.715+311A>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749836T>C | CA834450717 | PRSS1,PRSS2,TRBC1 | c.40+312T>C (n.40+312T>C) n.53+312T>C n.44+312T>C c.370+28650T>C (n.370+28650T>C) c.82+1045T>C (n.82+1045T>C) c.715+312T>C (n.715+312T>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749836T= | CA1748622308 | PRSS1,PRSS2,TRBC1 | c.40+312T= (n.40+312T=) n.53+312T= n.44+312T= c.370+28650T= (n.370+28650T=) c.82+1045T= (n.82+1045T=) c.715+312T= (n.715+312T=) | |
7 | g.142749837A= | CA1748622309 | PRSS1,PRSS2,TRBC1 | c.40+313A= (n.40+313A=) n.53+313A= n.44+313A= c.370+28651A= (n.370+28651A=) c.82+1046A= (n.82+1046A=) c.715+313A= (n.715+313A=) | |
7 | g.142749837A>G | CA168145700 | PRSS1,PRSS2,TRBC1 | c.40+313A>G (n.40+313A>G) n.53+313A>G n.44+313A>G c.370+28651A>G (n.370+28651A>G) c.82+1046A>G (n.82+1046A>G) c.715+313A>G (n.715+313A>G) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749838G>A | CA578432663 | PRSS1,PRSS2,TRBC1 | c.40+314G>A (n.40+314G>A) n.53+314G>A n.44+314G>A c.370+28652G>A (n.370+28652G>A) c.82+1047G>A (n.82+1047G>A) c.715+314G>A (n.715+314G>A) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749838G>C | CA578432662 | PRSS1,PRSS2,TRBC1 | c.40+314G>C (n.40+314G>C) n.53+314G>C n.44+314G>C c.370+28652G>C (n.370+28652G>C) c.82+1047G>C (n.82+1047G>C) c.715+314G>C (n.715+314G>C) | dbSNP gnomAD v2 gnomAD v3 gnomAD v4 |
7 | g.142749838G= | CA1748622310 | PRSS1,PRSS2,TRBC1 | c.40+314G= (n.40+314G=) n.53+314G= n.44+314G= c.370+28652G= (n.370+28652G=) c.82+1047G= (n.82+1047G=) c.715+314G= (n.715+314G=) | |
7 | g.142749839C>A | CA1748622312 | PRSS1,PRSS2,TRBC1 | c.40+315C>A (n.40+315C>A) n.53+315C>A n.44+315C>A c.370+28653C>A (n.370+28653C>A) c.82+1048C>A (n.82+1048C>A) c.715+315C>A (n.715+315C>A) | dbSNP |
7 | g.142749839C= | CA1748622311 | PRSS1,PRSS2,TRBC1 | c.40+315C= (n.40+315C=) n.53+315C= n.44+315C= c.370+28653C= (n.370+28653C=) c.82+1048C= (n.82+1048C=) c.715+315C= (n.715+315C=) | |
7 | g.142749839C>T | CA1748622313 | PRSS1,PRSS2,TRBC1 | c.40+315C>T (n.40+315C>T) n.53+315C>T n.44+315C>T c.370+28653C>T (n.370+28653C>T) c.82+1048C>T (n.82+1048C>T) c.715+315C>T (n.715+315C>T) | dbSNP |
7 | g.142749840A= | CA1748622314 | PRSS1,PRSS2,TRBC1 | c.40+316A= (n.40+316A=) n.53+316A= n.44+316A= c.370+28654A= (n.370+28654A=) c.82+1049A= (n.82+1049A=) c.715+316A= (n.715+316A=) | |
7 | g.142749840A>G | CA1108087527 | PRSS1,PRSS2,TRBC1 | c.40+316A>G (n.40+316A>G) n.53+316A>G n.44+316A>G c.370+28654A>G (n.370+28654A>G) c.82+1049A>G (n.82+1049A>G) c.715+316A>G (n.715+316A>G) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749841C= | CA1748622315 | PRSS1,PRSS2,TRBC1 | c.40+317C= (n.40+317C=) n.53+317C= n.44+317C= c.370+28655C= (n.370+28655C=) c.82+1050C= (n.82+1050C=) c.715+317C= (n.715+317C=) | |
7 | g.142749841C>T | CA834450725 | PRSS1,PRSS2,TRBC1 | c.40+317C>T (n.40+317C>T) n.53+317C>T n.44+317C>T c.370+28655C>T (n.370+28655C>T) c.82+1050C>T (n.82+1050C>T) c.715+317C>T (n.715+317C>T) | dbSNP |
7 | g.142749842C>A | CA1108087529 | PRSS1,PRSS2,TRBC1 | c.40+318C>A (n.40+318C>A) n.53+318C>A n.44+318C>A c.370+28656C>A (n.370+28656C>A) c.82+1051C>A (n.82+1051C>A) c.715+318C>A (n.715+318C>A) | gnomAD v3 gnomAD v4 |
7 | g.142749844C= | CA1748622316 | PRSS1,PRSS2,TRBC1 | c.40+320C= (n.40+320C=) n.53+320C= n.44+320C= c.370+28658C= (n.370+28658C=) c.82+1053C= (n.82+1053C=) c.715+320C= (n.715+320C=) | |
7 | g.142749844C>G | CA1748622317 | PRSS1,PRSS2,TRBC1 | c.40+320C>G (n.40+320C>G) n.53+320C>G n.44+320C>G c.370+28658C>G (n.370+28658C>G) c.82+1053C>G (n.82+1053C>G) c.715+320C>G (n.715+320C>G) | dbSNP |
7 | g.142749844C>T | CA834450756 | PRSS1,PRSS2,TRBC1 | c.40+320C>T (n.40+320C>T) n.53+320C>T n.44+320C>T c.370+28658C>T (n.370+28658C>T) c.82+1053C>T (n.82+1053C>T) c.715+320C>T (n.715+320C>T) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749847T>C | CA834450757 | PRSS1,PRSS2,TRBC1 | c.40+323T>C (n.40+323T>C) n.53+323T>C n.44+323T>C c.370+28661T>C (n.370+28661T>C) c.82+1056T>C (n.82+1056T>C) c.715+323T>C (n.715+323T>C) | dbSNP gnomAD v3 gnomAD v4 |
7 | g.142749847T= | CA1748622318 | PRSS1,PRSS2,TRBC1 | c.40+323T= (n.40+323T=) n.53+323T= n.44+323T= c.370+28661T= (n.370+28661T=) c.82+1056T= (n.82+1056T=) c.715+323T= (n.715+323T=) | |
7 | g.142749849G= | CA1748622319 | PRSS1,PRSS2,TRBC1 | c.40+325G= (n.40+325G=) n.53+325G= n.44+325G= c.370+28663G= (n.370+28663G=) c.82+1058G= (n.82+1058G=) c.715+325G= (n.715+325G=) | |
7 | g.142749849G>T | CA834450759 | PRSS1,PRSS2,TRBC1 | c.40+325G>T (n.40+325G>T) n.53+325G>T n.44+325G>T c.370+28663G>T (n.370+28663G>T) c.82+1058G>T (n.82+1058G>T) c.715+325G>T (n.715+325G>T) | dbSNP gnomAD v3 gnomAD v4 |