ProLego Protein as lego blocks ...
 

Topology view of query protein [ProLego results]

Protein Information
PDBId & Chain5HCD : C
MoleculeComplement inhibitor
Residues148
Sequence
SSE Sequence*(10) HEEEEEEEEH
* Secondary structure Elements (SSE) from N to C terminal of the PDB chain. [SSE: H ("Alpha Helix"); E ("Strands")]
Protein Topology 

Topology Information

Protein topology is represented by contact and orientation of secondary structure elements (SSEs). The figure on the left represents the contact map with information on type of orientation two SSEs share (color coded). The matrix can be represented in following string representation.

Contact String
cs [Click here to expand]
Ca.Ea.Ea.Ea.Ea.Ea.Ea.Ea.Ca-0.0.0.0.Ep.0.Ep.Cp-0.0.0.0.0.0.Ca-Ca.0.0.0.0.0-Ca.0.0.0.0-Cp.Ep.Ep.0-0.Ea.0-0.Cp-0

Prefence of topology : False

[ Hover over the plot rectangles to know more about SSE-contact ]

Linear Topology Graph : 5HCD_C
shapeImage
Protein Id: 5HCD_C

Figure Detail - Blocks: Helix (rectangles), Strands (triangles); Colormap: Red (N-terminal),--(Green)-- Blue (C-Terminal). Spatial Connectivity by arc Lines [Hover over the image to know the SSE detail]

Topology Graph : 5HCD_C
shapeImage
Protein Id: 5HCD_C

Figure Detail - Blocks: Helix (circle), Strands (arrow); Colormap: Red (N-terminal), Blue (C-Terminal). Spatial Connectivity by dotted Lines [Hover over the image to know the SSE detail]

Modules in queried Topology
#SSE SSE string Contact String Preferrence  ProteinDB  DomainsDB
3 HEE Ca.Ea-0 False 3K65:A, d1dwka2, d1h5oa_, 1h5oA00,
3 EEE Ea.Ea-0 True 3FIF:F, 3MLQ:G, 4A94:C, 4EAG:B, 4EAI:B, 4OEL:B, 4PKF:C, 5BWD:C, 5DZD:A, 5K2M:E, 2BZY:A, 2QN5:B, 2V8Q:B, d1co4a_, d1dl6a_, d1egfa_, d1gl1i_, d1k36a_, d1k81a_, d1ng2a1, d1nvpd2, d1pina1, d1tpga2, d1twfi1, d1twfi2, d2akla2, d2dara2, d2k4xa1, d2v8qb1, 1co4A00, 1dl6A00, 1co4A00, 1dl6A00, 1k36A00, 1nvpD02,
3 EEE Ea.Ea-Ep True 2XTT:A, 3CFA:L, 3CFA:M, 3CFA:R, 3CFA:S, 3CFH:L, 3CFH:M, 3CFH:R, 3CFH:S, 3LE4:A, 3MLQ:E, 3MLQ:H, 3TVJ:I, 4F98:A, 4GWT:A, 4N7F:A, 4N7F:B, 4REX:A, 5DZD:B, 5E24:B, 5E24:D, 1NH2:C, 1NVP:C, 2A50:A, 2HIP:A, d1gl0i_, d1goia1, d1kbea_, d1mkna_, d1nh2c_, d1nh2d2, d1o9aa1, d1rl2a2, d2dk1a1, d2hipa_, d2ho2a1, d2jmfa1, 1kbeA00, 1mknA00, 1nh2C00, 1nvpC00, 1o9aA01,
3 EEH Ea.Ca-Cp True 2ZVX:A, 2ZVX:B, 3BYB:A, 3BYB:B, 3BYB:C, 3FP7:J, 3IUF:A, 3M7Q:B, 3MJH:B, 3MJH:D, 3U1J:E, 3WUP:A, 4BQD:B, 4DTG:K, 4E1P:A, 4E1P:B, 4MPI:A, 4MPI:B, 4NTW:B, 4R2Y:A, 4R2Y:B, 4R2Y:C, 4R2Y:D, 4U30:W, 4U30:X, 4U30:Y, 4U30:Z, 4U32:X, 4UR6:A, 4UR6:B, 4WP4:A, 4WXA:F, 4XKL:D, 4Z0O:A, 5D0I:B, 5I72:A, 5I72:B, 5JB5:A, 5JB5:B, 5JB5:C, 5JG6:A, 5JG6:D, 1AAP:A, 1BUN:B, 1D0D:A, 1DTX:A, 1FAK:I, 1G6X:A, 1HG7:A, 1KTH:A, 1UCS:A, 1Y62:A, 2B9D:A, 2UUY:B, 2VUT:I, 3AUB:A, 5M4V:A, d1b8ta2, d1bhia_, d1bika1, d1bunb_, d1d0da_, d1dtxa_, d1fu9a_, d1g6xa_, d1jjda_, d1ktha_, d1m36a_, d1neia_, d1njqa_, d1q9ba_, d1srka_, d1tf3a1, d1tf3a3, d1tocr1, d1tocr2, d1u5sb2, d1u85a1, d1ucsa_, d1v6ga2, d1wjpa3, d1x4ka1, d1x61a2, d1x6aa2, d1x6fa1, d1x6ha1, d1x6ha2, d1xbta2, d1yuja_, d2b9da1, d2csha2, d2cu8a2, d2cupa2, d2cuqa1, d2d8xa1, d2dasa1, d2dj7a1, d2djaa1, d2dlka2, d2dloa2, d2dsma1, d2epra1, d2epsa1, d2jz6a1, d2uuyb1, d2vuti1, d2vy4a1, d3m7qb_, 1aapA00, 1bunB00, 1d0dA00, 1aapA00, 1bunB00, 1d0dA00, 1dtxA00, 1g6xA00, 1gjzA00, 1jjdA00, 1kthA00, 1neiA00, 1ucsA00, 2vutI00,
4 HEEE Ca.Ea.Ea-0.0-0 False d1eg3a3, 1eg3A01,
4 EEEE Ea.Ea.Ea-0.0-0 True 4A94:D, 5JB9:E, 1XDT:R, d1autl1, d1auua_, d1eaic_, d1g1ta2, d1hx2a_, d1ijqa2, d1m7ja2, d1nzia2, d1szba2, d1tfia_, d1xdtr_, d2bz6l_, d2y5fl_, d3bpse1, 1auuA00, 1auuA00, 1eaiC00, 1hx2A00, 1moxD00, 1nziB02, 1ridA03, 1tfiA00, 1wj2A00, 2bz6L00,
4 EEEE Ea.Ea.Ea-0.Ep-0 True 3KVP:F, 4BV4:M, 4LXR:J, 4QQG:B, 4QQG:F, 2A28:A, d1b9wa1, d1exta2, d1k4us_, d1kloa2, d1qypa_, d1wfwa_, d2heyr1, 1qypA00,
4 EEEH Ea.Ea.Ca-Ep.Cp-Ca True 3I8Z:A, 4XDX:A, 4ZLT:L, 1J8B:A, 1ZXT:A, d1el0a_, d1gcca_, d1j8ba_, d1z1ba1, d1zxta_, d2k7ia1, 1el0A00, 1gccA00, 1j8bA00,
5 EEEEE Ea.Ea.Ea.Ea-0.0.0-0.0-0 False 5E8D:A, d1k28a2, d1moxc_, d1r7aa1,
5 EEEEE Ea.Ea.Ea.Ea-0.Ep.0-0.0-0 False d1dqca_, 1dqcA00,
Protein In ProLegoDB with identical/similar Topology