S U M O y l a t i o n s i t e s | Consensus direct | Stong consensus direct | [Ψ]-[K]-[x]-[α] | Ψ = I,L, or V; α = D or E | Melchior, 2000 Rodriguez, 2001 |
Consensus direct | Ψ = A,F,I,L,M,P,V or W; α = D or E | ||||
Weak consensus direct | Ψ = A,F,G,I,L,M,P,V,W or Y; α = D or E | ||||
PDSM | [Ψ]-[K]-[x]-[α]-[x]2-[S]-[P] | Ψ = A,F,I,L,M,P,V or W; α = D or E | Hietakangas, 2006 | ||
Extended PDSM | [Ψ]-[K]-[x]-[α]-[x]2-[S/T]-[P](0-1) | Ψ = A,F,I,L,M,P,V or W; α = D or E | |||
NDSM | [Ψ]-[K]-[x]-[α]-[x]-[α]6 | Ψ = A,F,I,L,M,P,V or W; 2 out of 6 α must be D or E | Yang, 2006 | ||
HCSM | [Ψ]3-[K]-[x]-[E] | Ψ = A,F,G,I,L,P or V | Matic, 2010 | ||
SC-SUMO | [P/G]-[x](0-3)-[I/V]-[K]-[x]-[E]-[x](0-3)-[P/G] | Benson, 2007 | |||
Minimal SC-SUMO | [I/V]-[K]-[x]-[E]-[x](0-3)-[P] | Subramanian, 2003 | |||
SUMO-Acetyl switch | [Ψ]-[K]-[x]-[α]-[P] | Ψ = A,F,I,L,M,P,V or W; α = D or E | Stankovic-Valentin, 2007 | ||
pSuM | [Ψ]-[K]-[x]-[pS]-[P] | Ψ = A,F,I,L,M,P,V or W pS/T = phosphorylated serine/threonine | Picard, 2012 | ||
Extended pSuM | [Ψ]-[K]-[x]-[pS]-[P]-[pS/T](0-1)-[x]3-[pS/T](0-1)-[P] | ||||
Consensus Inverted | Strong consensus inverted | [α]-[x]-[K]-[Ψ] | Ψ = I,L or V; α = D or E | Ivanov, 2007 Matic, 2010 | |
Consensus inverted | Ψ = A,F,I,L,M,P,V or W; α = D or E | ||||
Weak consensus inverted | Ψ = A,F,G,I,L,M,P,V,W or Y; α = D or E | ||||
Putative SIM sites | SIM Type 1 | [Ψ]-[Ψ]-[x]-[Ψ] | Ψ = I, L, V; α = D or E | Beauclair, Submitted | |
SIM Type 2 | [Ψ]-[x]-[Ψ]-[Ψ] | ||||
SIM Type 3 | [Ψ]-[Ψ]-[Ψ]-[Ψ] | ||||
SIM Type 4 | [x]-[Ψ]-[Ψ]-[Ψ] | ||||
SIM Type 5 | [Ψ]-[α]-[Ψ]-[α]-[Ψ] | ||||
SIM Type α | [V/I]-[x]-[V/I]-[V/I] | Song, 2004 | |||
SIM Type β | [V/I]-[V/I]-[x]-[V/I/L] | ||||
SIM Type a | [P/I/L/V/M]-[I/L/V/M]-[x]-[I/L/V/M]-[α/S]3 | α = D or E | Miteva, 2010 Sun, 2012 | ||
SIM Type b | [P/I/L/V/M/F/Y]-[I/L/V/M]-[D]-[L]-[T] | ||||
SIM Type r | [α/S]3-[I/L/V/M]-[x]-[I/L/V/M/F]2 | ||||
SIM Type H | [K]-[x]3-5-[I/V]-[I/L]-[I/L]-[x]3-[D/E/Q/N]-[α]2 | α = D or E | Hannich, 2005 | ||
SIM Type M | [Ψ]2-[x]-[S]-[x]-[S/T]-[α]3 | Ψ = hydrobobic amino acid; α = acidic amino acid | Minty, 2000 | ||
Special environment | Serine or Acid amino acid (For SIM) | [S/D/E] | Hecker, 2006 | ||
Potentially phosphorylated amino acid | [S/T/Y] | ||||
Acid amino acid | [D/E] | ||||
Hydrophobic and/or nonpolar amino acid | [A/F/I/L/M/P/V/W] |
Cpa Sim Analyzer Download
Cpa Sim Analyzer
Cpa Sim Analyzer Software AdiKit CPA Lead Script v.1.2 performance-based, online advertising network that develops technologies to promote incentive-based advertisement AdiKit CPALead Script. Win Money for minutes.
Cpa Sim Analyzer Pro
Mobile phone analyzer application is highly secure and an efficient utility facilitates to extract valuable information of sim card and cell phone such as mobile model number, text message status, SPN, ICC. Cpa Sim Analyzer Software Network Troubleshooting Analyzer CAPSA v.6.4 Packet Analyzer CAPSA Pro edition is an advanced sniffing tool with powerful protocol decodes capabilities. CPA SIM Analyzer Pro is developed by BKForensics, LLC. The most popular versions of this product among our users are: 1.5 and 1.6. The name of the program executable file is cpasim.exe. The product will soon be reviewed by our informers.