LTP 

LTP (Low Throughput Papers) : The number of records in which this modification site was determined using methods other than discovery mass spectrometry.


 HTP 

HTP (High Throughput Papers): The number of records in which this modification site was assigned using ONLY proteomic discovery mass spectrometry.


       human

► Hide Isoforms
 
0 188   Y23‑p KRALIESyQNLTRVA
0 3   Y37‑p ADYCENNyIQATDkR
0 2   K43‑ub NyIQATDkRKALEET
0 1   K45 IQATDkRKALEETKA
1 1   S88‑p SQLRRMEsSINHISQ
1 0   K116‑ac IGILTTNkNTSRTHk
0 2   K123‑ub kNTSRTHkIIAPANM
0 2   K139‑ub RPVRYIRkPIDyTVL
0 3   Y143‑p YIRkPIDyTVLDDVG
0 1   K154 DDVGHGVKWLKAKHG
0 1   K159 GVKWLKAKHGNNQPA
0 2   T168‑p GNNQPARtGtLSRtN
0 3   T170‑p NQPARtGtLSRtNPP
0 2   S172 PARtGtLSRtNPPtQ
0 6   T174‑p RtGtLSRtNPPtQKP
0 16   T178‑p LSRtNPPtQKPPsPP
1 119   S183‑p PPtQKPPsPPMsGRG
0 16   S187‑p KPPsPPMsGRGtLGR
0 9   T191‑p PPMsGRGtLGRNtPy
0 24   T196‑p RGtLGRNtPyKtLEP
0 485   Y198‑p tLGRNtPyKtLEPVK
0 1   K199 LGRNtPyKtLEPVKP
0 92   T200‑p GRNtPyKtLEPVKPP
0 1   K205 yKtLEPVKPPtVPND
0 1   K205 yKtLEPVKPPtVPND
0 5   T208‑p LEPVKPPtVPNDyMt
5 715   Y213‑p PPtVPNDyMtsPARL
0 60   T215‑p tVPNDyMtsPARLGs
3 43   S216‑p VPNDyMtsPARLGsQ
0 116   S222‑p tsPARLGsQHsPGRt
2 152   S225‑p ARLGsQHsPGRtAsL
0 13   T229‑p sQHsPGRtAsLNQRP
0 51   S231‑p HsPGRtAsLNQRPRt
0 4   T238‑p sLNQRPRtHsGssGG
0 65   S240‑p NQRPRtHsGssGGsG
0 54   S242‑p RPRtHsGssGGsGsR
0 5   S243‑p PRtHsGssGGsGsRE
0 8   S246‑p HsGssGGsGsRENsG
0 5   S248‑p GssGGsGsRENsGSS
0 4   S252‑p GsGsRENsGSSSIGI
0 4   S254 GsRENsGSSSIGIPI
0 1   S255 sRENsGSSSIGIPIA
1 1   T265‑p GIPIAVPtPsPPTIG
1 1   S267‑p PIAVPtPsPPTIGPE
0 2   T270 VPtPsPPTIGPENIS
0 1   S305 TVIAAPGSAPGSQYG
0 9   S309 APGSAPGSQYGTMTR
0 2   Y311 GSAPGSQYGTMTRQI
0 67   S319‑p GTMTRQIsRHNstts
0 355   S323‑p RQIsRHNsttsstss
0 41   T324‑p QIsRHNsttsstssG
0 14   T325‑p IsRHNsttsstssGG
0 13   S326‑p sRHNsttsstssGGy
0 6   S327‑p RHNsttsstssGGyR
0 3   T328‑p HNsttsstssGGyRR
0 8   S329‑p NsttsstssGGyRRt
0 7   S330‑p sttsstssGGyRRtP
0 88   Y333‑p sstssGGyRRtPsVT
0 6   T336‑p ssGGyRRtPsVTAQF
0 43   S338‑p GGyRRtPsVTAQFSA
0 2   Y355‑p HVNGGPLySQNSIsI
0 1   S361‑p LySQNSIsIAPPPPP
1 1   S392‑p VQENIADsPtPPPPP
1 1   T394‑p ENIADsPtPPPPPPP
1 1   S410‑p DIPMFDDsPPPPPPP
1 0   Y421‑p PPPPPVDyEDEEAAV
0 14   Y431‑p EEAAVVQyNDPyADG
1 13   Y435‑p VVQyNDPyADGDPAW
1 8   Y455‑p IEKVVAIyDYTKDKD
0 6   S466 KDKDDELSFMEGAII
0 13   Y484‑p KKNDDGWyEGVCNRV
0 1   Y499‑p TGLFPGNyVEsIMHy
0 1   S502‑p FPGNyVEsIMHytD_
1 5   Y506‑p yVEsIMHytD_____
0 8   T507‑p VEsIMHytD______
  Abi-1 iso2  
Y23 KRALIESYQNLTRVA
Y37 ADYCENNYIQATDKR
K43 NYIQATDKRKALEET
K45 IQATDKRKALEETKA
S88 SQLRRMESSINHISQ
K116 IGILTTNKNTSRTHK
K123 KNTSRTHKIIAPANM
K139 RPVRYIRKPIDYTVL
Y143 YIRKPIDYTVLDDVG
- gap
K154 DDVGHGVKHGNNQPA
T163 GNNQPARTGTLSRTN
T165 NQPARTGTLSRTNPP
S167 PARTGTLSRTNPPTQ
T169 RTGTLSRTNPPTQKP
T173 LSRTNPPTQKPPSPP
S178 PPTQKPPSPPMSGRG
S182 KPPSPPMSGRGTLGR
T186 PPMSGRGTLGRNTPY
T191 RGTLGRNTPYKTLEP
Y193 TLGRNTPYKTLEPVK
K194 LGRNTPYKTLEPVKP
T195 GRNTPYKTLEPVKPP
K200 YKTLEPVKPPTVPND
K200 YKTLEPVKPPTVPND
T203 LEPVKPPTVPNDYMT
Y208 PPTVPNDYMTSPARL
T210 TVPNDYMTSPARLGS
S211 VPNDYMTSPARLGSQ
S217 TSPARLGSQHSPGRT
S220 ARLGSQHSPGRTASL
T224 SQHSPGRTASLNQRP
S226 HSPGRTASLNQRPRT
T233 SLNQRPRTHSGSSGG
S235 NQRPRTHSGSSGGsG
S237 RPRTHSGSSGGsGSR
S238 PRTHSGSSGGsGSRE
S241‑p HSGSSGGsGSRENSG
S243 GSSGGsGSRENSGSS
S247 GsGSRENSGSSSIGI
S249 GSRENSGSSSIGIPI
S250 SRENSGSSSIGIPIA
T260 GIPIAVPTPSPPTIG
S262 PIAVPTPSPPTIGPA
T265 VPTPSPPTIGPAPGS
S272 TIGPAPGSAPGsQYG
S276‑p APGSAPGsQYGTMTR
Y278 GSAPGsQYGTMTRQI
S286 GTMTRQISRHNSTTS
S290 RQISRHNSTTSSTSS
T291 QISRHNSTTSSTSSG
T292 ISRHNSTTSSTSSGG
S293 SRHNSTTSSTSSGGY
S294 RHNSTTSSTSSGGYR
T295 HNSTTSSTSSGGYRR
S296 NSTTSSTSSGGYRRT
S297 STTSSTSSGGYRRTP
Y300 SSTSSGGYRRTPSVT
T303 SSGGYRRTPSVTAQF
S305 GGYRRTPSVTAQFSA
Y322 HVNGGPLYSQNSIAD
- gap
S330 SQNSIADSPTPPPPP
T332 NSIADSPTPPPPPPP
S348 DIPMFDDSPPPPPPP
Y359 PPPPPVDYEDEEAAV
Y369 EEAAVVQYNDPYADG
Y373 VVQYNDPYADGDPAW
Y393 IEKVVAIYDYTKDKD
S404 KDKDDELSFMEGAII
Y422 KKNDDGWYEGVCNRV
Y437 TGLFPGNYVESIMHY
S440 FPGNYVESIMHYTD_
Y444 YVESIMHYTD_____
T445 VESIMHYTD______
  Abi-1 iso3  
Y23 KRALIESYQNLTRVA
Y37 ADYCENNYIQATDKR
K43 NYIQATDKRKALEET
K45 IQATDKRKALEETKA
S88 SQLRRMESSINHISQ
K116 IGILTTNKNTSRTHK
K123 KNTSRTHKIIAPANM
K139 RPVRYIRKPIDYTVL
Y143 YIRKPIDYTVLDDVG
K154 DDVGHGVKWLKAKHG
K159 GVKWLKAKHGNNQPA
T168 GNNQPARTGTLSRTN
T170 NQPARTGTLSRTNPP
S172 PARTGTLSRTNPPTQ
T174 RTGTLSRTNPPTQKP
T178 LSRTNPPTQKPPSPP
S183 PPTQKPPSPPMSGRG
S187 KPPSPPMSGRGTLGR
T191 PPMSGRGTLGRNTPY
T196 RGTLGRNTPYKTLEP
Y198 TLGRNTPYKTLEPVK
K199 LGRNTPYKTLEPVKP
T200 GRNTPYKTLEPVKPP
K205 YKTLEPVKPPTVPND
K205 YKTLEPVKPPTVPND
T208 LEPVKPPTVPNDYMT
Y213 PPTVPNDYMTSPARL
T215 TVPNDYMTSPARLGS
S216 VPNDYMTSPARLGSQ
S222 TSPARLGSQHSPGRT
S225 ARLGSQHSPGRTASL
T229 SQHSPGRTASLNQRP
S231 HSPGRTASLNQRPRt
T238‑p SLNQRPRtHsGsSGG
S240‑p NQRPRtHsGsSGGSG
S242‑p RPRtHsGsSGGSGsR
S243 PRtHsGsSGGSGsRE
S246 HsGsSGGSGsRENsG
S248‑p GsSGGSGsRENsGss
S252‑p GSGsRENsGssSIGI
S254‑p GsRENsGssSIGIPI
S255‑p sRENsGssSIGIPIA
T265‑p GIPIAVPtPsPPtIG
S267‑p PIAVPtPsPPtIGPA
T270‑p VPtPsPPtIGPAAPG
S278‑p IGPAAPGsAPGsQyG
S282‑p APGsAPGsQyGTMTR
Y284‑p GsAPGsQyGTMTRQI
S292 GTMTRQISRHNSTTS
S296 RQISRHNSTTSSTSS
T297 QISRHNSTTSSTSSG
T298 ISRHNSTTSSTSSGG
S299 SRHNSTTSSTSSGGY
S300 RHNSTTSSTSSGGYR
T301 HNSTTSSTSSGGYRR
S302 NSTTSSTSSGGYRRT
S303 STTSSTSSGGYRRTP
Y306 SSTSSGGYRRTPSVT
T309 SSGGYRRTPSVTAQF
S311 GGYRRTPSVTAQFSA
Y328 HVNGGPLYSQNSIAD
- gap
S336 SQNSIADSPTPPPPP
T338 NSIADSPTPPPPPPP
S354 DIPMFDDSPPPPPPP
Y365 PPPPPVDYEDEEAAV
Y375 EEAAVVQYNDPYADG
Y379 VVQYNDPYADGDPAW
Y399 IEKVVAIYDYTKDKD
S410 KDKDDELSFMEGAII
Y428 KKNDDGWYEGVCNRV
Y443 TGLFPGNYVESIMHY
S446 FPGNYVESIMHYTD_
Y450 YVESIMHYTD_____
T451 VESIMHYTD______
  Abi-1 iso11  
Y23 KRALIESYQNLTRVA
Y37 ADYCENNYIQATDKR
K43 NYIQATDKRKALEET
K45 IQATDKRKALEETKA
S88 SQLRRMESSINHISQ
- gap
- gap
- gap
- gap
- gap
- gap
T104‑p GNNQPARtGtLsRTN
T106‑p NQPARtGtLsRTNPP
S108‑p PARtGtLsRTNPPTQ
T110 RtGtLsRTNPPTQKP
T114 LsRTNPPTQKPPSPP
S119 PPTQKPPSPPMSGRG
S123 KPPSPPMSGRGTLGR
T127 PPMSGRGTLGRNTPY
T132 RGTLGRNTPYKTLEP
Y134 TLGRNTPYKTLEPVK
K135 LGRNTPYKTLEPVKP
T136 GRNTPYKTLEPVKPP
K141 YKTLEPVKPPTVPND
K141 YKTLEPVKPPTVPND
T144 LEPVKPPTVPNDYMT
Y149 PPTVPNDYMTSPARL
T151 TVPNDYMTSPARLGS
S152 VPNDYMTSPARLGSQ
S158 TSPARLGSQHSPGRT
S161 ARLGSQHSPGRTASL
T165 SQHSPGRTASLNQRP
S167 HSPGRTASLNQRPRT
T174 SLNQRPRTHSGSSGG
S176 NQRPRTHSGSSGGSG
S178 RPRTHSGSSGGSGSR
S179 PRTHSGSSGGSGSRE
S182 HSGSSGGSGSRENSG
S184 GSSGGSGSRENSGSS
S188 GSGSRENSGSSSIGI
S190 GSRENSGSSSIGIPI
S191 SRENSGSSSIGIPIA
T201 GIPIAVPTPSPPTIG
S203 PIAVPTPSPPTIGPV
T206 VPTPSPPTIGPVADS
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
- gap
S213 TIGPVADSPTPPPPP
T215 GPVADSPTPPPPPPP
S231 DIPMFDDSPPPPPPP
Y242 PPPPPVDYEDEEAAV
Y252 EEAAVVQYNDPYADG
Y256 VVQYNDPYADGDPAW
Y276 IEKVVAIYDYTKDKD
S287 KDKDDELSFMEGAII
Y305 KKNDDGWYEGVCNRV
Y320 TGLFPGNYVESIMHY
S323 FPGNYVESIMHYTD_
Y327 YVESIMHYTD_____
T328 VESIMHYTD______
  Abi-1 iso12  
Y23 KRALIESYQNLTRVA
Y37 ADYCENNYIQRHGFA
K60 SWPQATDKRKALEET
K62 PQATDKRKALEETKA
S105 SQLRRMESSINHISQ
K133 IGILTTNKNTSRTHK
K140 KNTSRTHKIIAPANM
K156 RPVRYIRKPIDYTVL
Y160 YIRKPIDYTVLDDVG
K171 DDVGHGVKWLKAKHG
K176 GVKWLKAKHGNNQPA
T185 GNNQPARTGTLSRTN
T187 NQPARTGTLSRTNPP
S189 PARTGTLSRTNPPTQ
T191 RTGTLSRTNPPTQKP
T195 LSRTNPPTQKPPSPP
S200 PPTQKPPSPPMSGRG
S204 KPPSPPMSGRGTLGR
T208 PPMSGRGTLGRNTPY
T213 RGTLGRNTPYKTLEP
Y215 TLGRNTPYKTLEPVK
K216 LGRNTPYKTLEPVKP
T217 GRNTPYKTLEPVKPP
K222 YKTLEPVKPPTVPND
K222 YKTLEPVKPPTVPND
T225 LEPVKPPTVPNDYMT
Y230 PPTVPNDYMTSPARL
T232 TVPNDYMTSPARLGS
S233 VPNDYMTSPARLGSQ
S239 TSPARLGSQHSPGRT
S242 ARLGSQHSPGRTASL
T246 SQHSPGRTASLNQRP
S248 HSPGRTASLNQRPRT
T255 SLNQRPRTHSGSSGG
S257 NQRPRTHSGSSGGSG
S259 RPRTHSGSSGGSGSR
S260 PRTHSGSSGGSGSRE
S263 HSGSSGGSGSRENSG
S265 GSSGGSGSRENSGSS
S269 GSGSRENSGSSSIGI
S271 GSRENSGSSSIGIPI
S272 SRENSGSSSIGIPIA
T282 GIPIAVPTPSPPTIG
S284 PIAVPTPSPPTIGPE
T287 VPTPSPPTIGPENIS
S322 TVIAAPGSAPGSQYG
S326 APGSAPGSQYGTMTR
Y328 GSAPGSQYGTMTRQI
S336 GTMTRQISRHNSTTS
S340 RQISRHNSTTSSTSS
T341 QISRHNSTTSSTSSG
T342 ISRHNSTTSSTSSGG
S343 SRHNSTTSSTSSGGY
S344 RHNSTTSSTSSGGYR
T345 HNSTTSSTSSGGYRR
S346 NSTTSSTSSGGYRRT
S347 STTSSTSSGGYRRTP
Y350 SSTSSGGYRRTPSVT
T353 SSGGYRRTPSVTAQF
S355 GGYRRTPSVTAQFSA
Y372 HVNGGPLYSQNSIAD
- gap
S380 SQNSIADSPTPPPPP
T382 NSIADSPTPPPPPPP
S398 DIPMFDDSPPPPPPP
Y409 PPPPPVDYEDEEAAV
Y419 EEAAVVQYNDPYADG
Y423 VVQYNDPYADGDPAW
Y443 IEKVVAIYDYTKDKD
S454 KDKDDELSFMEGAII
Y472 KKNDDGWYEGVCNRV
Y487 TGLFPGNYVESIMHY
S490 FPGNYVESIMHYTD_
Y494 YVESIMHYTD_____
T495 VESIMHYTD______
  mouse

► Hide Isoforms
 
Y23‑p KRALIESyQNLTRVA
Y37 ADYCENNYIQATDKR
K43 NYIQATDKRKALEET
K45 IQATDKRKALEETKA
S88‑p SQLRRMEsSINHISQ
K116 IGILTTNKNTSRTHK
K123 KNTSRTHKIIAPANM
K139 RPVRYIRKPIDYTVL
Y143 YIRKPIDYTVLDDVG
K154‑ub DDVGHGVkWLKAKHG
K159 GVkWLKAKHGNNQPA
T168 GNNQPARTGtLsRtN
T170‑p NQPARTGtLsRtNPP
S172‑p PARTGtLsRtNPPtQ
T174‑p RTGtLsRtNPPtQKP
T178‑p LsRtNPPtQKPPsPP
S183‑p PPtQKPPsPPVsGRG
S187‑p KPPsPPVsGRGtLGR
T191‑p PPVsGRGtLGRNtPy
T196‑p RGtLGRNtPyktLEP
Y198‑p tLGRNtPyktLEPVk
K199‑ub LGRNtPyktLEPVkP
T200‑p GRNtPyktLEPVkPP
K205 yktLEPVKPPTVPND
K205‑ub yktLEPVkPPTVPND
T208 LEPVkPPTVPNDyMt
Y213‑p PPTVPNDyMtsPARL
T215‑p TVPNDyMtsPARLGs
S216‑p VPNDyMtsPARLGsQ
S222‑p tsPARLGsQHsPGRt
S225‑p ARLGsQHsPGRtAsL
T229‑p sQHsPGRtAsLNQRP
S231‑p HsPGRtAsLNQRPRT
T238 sLNQRPRTHsGSsGG
S240‑p NQRPRTHsGSsGGSG
S242 RPRTHsGSsGGSGSR
S243‑p PRTHsGSsGGSGSRE
S246 HsGSsGGSGSRENSG
S248 GSsGGSGSRENSGSS
S252 GSGSRENSGSSSIGI
S254 GSRENSGSSSIGIPI
S255 SRENSGSSSIGIPIA
T265 GIPIAVPTPSPPTAG
S267 PIAVPTPSPPTAGPA
T270 VPTPSPPTAGPAAPG
A278 AGPAAPGAAPGSQYG
S282 APGAAPGSQYGTMTR
Y284 GAAPGSQYGTMTRQI
S292‑p GTMTRQIsRHNsttS
S296‑p RQIsRHNsttSsTSS
T297‑p QIsRHNsttSsTSSG
T298‑p IsRHNsttSsTSSGG
S299 sRHNsttSsTSSGGy
S300‑p RHNsttSsTSSGGyR
T301 HNsttSsTSSGGyRR
S302 NsttSsTSSGGyRRT
S303 sttSsTSSGGyRRTP
Y306‑p SsTSSGGyRRTPSVA
T309 SSGGyRRTPSVAAQF
S311 GGyRRTPSVAAQFSA
Y328 HVNGGPLYSQNSISV
S334 LYSQNSISVAPPPPP
S365 VQENIADSPTPPPPP
T367 ENIADSPTPPPPPPP
S383 DIPMFDDSPPPPPPP
Y394 PPPPPVDYEDEEAAV
Y404‑p EEAAVVQySDPYADG
Y408 VVQySDPYADGDPAW
Y428‑p IEKVVAIyDYTKDKD
S439‑p KDKDDELsFKEGAII
F457 KKNDDGWFEGVCNRV
Y472 TGLFPGNYVESIMHy
S475 FPGNYVESIMHytD_
Y479‑p YVESIMHytD_____
T480‑p VESIMHytD______
  Abi-1 iso4  
Y23 KRALIESYQNLTRVA
Y37 ADYCENNYIQATDKR
K43 NYIQATDKRKALEET
K45 IQATDKRKALEETKA
S88 SQLRRMESSINHISQ
K116 IGILTTNKNTSRTHK
K123 KNTSRTHKIIAPANM
K139 RPVRYIRKPIDYTVL
Y143 YIRKPIDYTVLDDVG
- gap
K154‑ub DDVGHGVkHGNNQPA
T163 GNNQPARTGTLSRTN
T165 NQPARTGTLSRTNPP
S167 PARTGTLSRTNPPTQ
T169 RTGTLSRTNPPTQKP
T173 LSRTNPPTQKPPSPP
S178 PPTQKPPSPPVSGRG
S182 KPPSPPVSGRGTLGR
T186 PPVSGRGTLGRNTPY
T191 RGTLGRNTPYKTLEP
Y193 TLGRNTPYKTLEPVK
K194 LGRNTPYKTLEPVKP
T195 GRNTPYKTLEPVKPP
K200 YKTLEPVKPPTVPND
K200 YKTLEPVKPPTVPND
T203 LEPVKPPTVPNDYMT
Y208 PPTVPNDYMTSPARL
T210 TVPNDYMTSPARLGS
S211 VPNDYMTSPARLGSQ
S217 TSPARLGSQHSPGRT
S220 ARLGSQHSPGRTASL
T224 SQHSPGRTASLNQRP
S226 HSPGRTASLNQRPRT
T233 SLNQRPRTHsGsSGG
S235‑p NQRPRTHsGsSGGSG
S237‑p RPRTHsGsSGGSGsR
S238 PRTHsGsSGGSGsRE
S241 HsGsSGGSGsRENsG
S243‑p GsSGGSGsRENsGsS
S247‑p GSGsRENsGsSSIGI
S249‑p GsRENsGsSSIGIPI
S250 sRENsGsSSIGIPIA
T260 GIPIAVPTPSPPtAG
S262 PIAVPTPSPPtAGPA
T265‑p VPTPSPPtAGPAPGA
A272 tAGPAPGAAPGSQyG
S276 APGAAPGSQyGTMTR
Y278‑p GAAPGSQyGTMTRQI
S286 GTMTRQISRHNSTTS
S290 RQISRHNSTTSSTSS
T291 QISRHNSTTSSTSSG
T292 ISRHNSTTSSTSSGG
S293 SRHNSTTSSTSSGGY
S294 RHNSTTSSTSSGGYR
T295 HNSTTSSTSSGGYRR
S296 NSTTSSTSSGGYRRT
S297 STTSSTSSGGYRRTP
Y300 SSTSSGGYRRTPSVA
T303 SSGGYRRTPSVAAQF
S305 GGYRRTPSVAAQFSA
Y322 HVNGGPLYSQNSISV
S328 LYSQNSISVAPPPPP
S359 VQENIADSPTPPPPP
T361 ENIADSPTPPPPPPP
S377 DIPMFDDSPPPPPPP
Y388 PPPPPVDYEDEEAAV
Y398 EEAAVVQYSDPYADG
Y402 VVQYSDPYADGDPAW
Y422 IEKVVAIYDYTKDKD
S433 KDKDDELSFKEGAII
F451 KKNDDGWFEGVCNRV
Y466 TGLFPGNYVESIMHY
S469 FPGNYVESIMHYTD_
Y473 YVESIMHYTD_____
T474 VESIMHYTD______
  rat

 
Y23‑p KRALIESyQNLTRVA
Y37 ADYCENNYIQATDKR
K43 NYIQATDKRkALEET
K45‑ac IQATDKRkALEETKA
S88 SQLRRMESSINHISQ
K116 IGILTTNKNTSRTHK
K123 KNTSRTHKIIAPANM
K139 RPVRYIRKPIDYTVL
Y143 YIRKPIDYTVLDDVG
- gap
K154 DDVGHGVKHGNNQPA
T163 GNNQPARTGTLSRTN
T165 NQPARTGTLSRTNPP
S167 PARTGTLSRTNPPTQ
T169 RTGTLSRTNPPTQKP
T173 LSRTNPPTQKPPsPP
S178‑p PPTQKPPsPPVSGRG
S182 KPPsPPVSGRGTLGR
T186 PPVSGRGTLGRNTPy
T191 RGTLGRNTPyKTLEP
Y193‑p TLGRNTPyKTLEPVk
K194 LGRNTPyKTLEPVkP
T195 GRNTPyKTLEPVkPP
K200‑ac yKTLEPVkPPTVPND
K200 yKTLEPVKPPTVPND
T203 LEPVkPPTVPNDyMt
Y208‑p PPTVPNDyMtSPARL
T210‑p TVPNDyMtSPARLGs
S211 VPNDyMtSPARLGsQ
S217‑p tSPARLGsQHsPGRT
S220‑p ARLGsQHsPGRTAsL
T224 sQHsPGRTAsLNQRP
S226‑p HsPGRTAsLNQRPRT
T233 sLNQRPRTHSGSSGG
S235 NQRPRTHSGSSGGSG
S237 RPRTHSGSSGGSGSR
S238 PRTHSGSSGGSGSRE
S241 HSGSSGGSGSRENSG
S243 GSSGGSGSRENSGSS
S247 GSGSRENSGSSSIGI
S249 GSRENSGSSSIGIPI
S250 SRENSGSSSIGIPIA
T260 GIPIAVPTPSPPTAG
S262 PIAVPTPSPPTAGPA
T265 VPTPSPPTAGPAAPG
A273 AGPAAPGAAPGSQYG
S277 APGAAPGSQYGTMTR
Y279 GAAPGSQYGTMTRQI
S287 GTMTRQISRHNSTTS
S291 RQISRHNSTTSSTSS
T292 QISRHNSTTSSTSSG
T293 ISRHNSTTSSTSSGG
S294 SRHNSTTSSTSSGGY
S295 RHNSTTSSTSSGGYR
T296 HNSTTSSTSSGGYRR
S297 NSTTSSTSSGGYRRT
S298 STTSSTSSGGYRRTP
Y301 SSTSSGGYRRTPSVT
T304 SSGGYRRTPSVTAQF
S306 GGYRRTPSVTAQFSA
Y323 HVNGGPLYSQNSISI
S329 LYSQNSISIAPPPPP
S360 VQENIADSPTPPPPP
T362 ENIADSPTPPPPPPP
S378 DIPMFDDSPPPPPPP
Y389 PPPPPVDYEDEEAAV
Y399 EEAAVVQYSDPYADG
Y403 VVQYSDPYADGDPAW
Y423 IEKVVAIYDYTKDKD
S434‑p KDKDDELsFKEGAII
F452 KKNDDGWFEGVCNRV
Y467 TGLFPGNYVESIMHY
S470 FPGNYVESIMHYTD_
Y474 YVESIMHYTD_____
T475 VESIMHYTD______