Retrocopy Name | GOLGA2P1 |
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Species | Homo sapiens | |
Coordinates (hg38) | chr8:86656737-86660348 UCSC | |
Coordinates (T2T) | chr8:87777019-87780630 UCSC | |
Coordinates (hg19) | chr8:87668965-87672576 UCSC | |
Strand | - | |
Parental Sequence | XM_005251932.1 | |
Parental seq. overlap | 2180 bp | |
Parental seq. overlap (%) | 41.3% | |
Genomic Region |
Intragenic (CNGB3) |
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Retrocopy Summary | GOLGA2P1, located on chr8:86656737-86660348, is a retrocopy of the parental gene GOLGA2. Retrocopies of protein-coding genes, also known as processed pseudogenes, are intriguing genomic elements with implications in genome evolution and diseases. While some retrocopies are non-functional, there are examples of retrocopies (retrogenes) acquiring regulatory roles or exhibiting neofunctionalization unrelated to their parental genes. |
Gene Name | GOLGA2 |
Full Name | golgin A2 |
Also known as | GM130 |
Coordinate | chr9:128255829-128276000 |
Strand | - |
Gene summary | The Golgi apparatus, which participates in glycosylation and transport of proteins and lipids in the secretory pathway, consists of a series of stacked cisternae (flattened membrane sacs). Interactions between the Golgi and microtubules are thought to be important for the reorganization of the Golgi after it fragments during mitosis. This gene encodes one of the golgins, a family of proteins localized to the Golgi. This encoded protein has been postulated to play roles in the stacking of Golgi cisternae and in vesicular transport. Several alternatively spliced transcript variants of this gene have been described, but the full-length nature of these variants has not been determined. [provided by RefSeq, Feb 2010] |
Species | Scientific Name | Retrocopy | |
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Chimpanzee | Pan troglodytes | GOLGA2P1 |
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Bonobo | Pan paniscus | GOLGA2P1 |
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Gorilla | Gorilla gorilla | GOLGA2P1 |
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Orangutan | Pongo abelii | GOLGA2P1 |
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Gibbon | Nomascus leucogenys | GOLGA2P1 |
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Green monkey | Chlorocebus sabaeus | GOLGA2P1 |
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Crab-eating macaque | Macaca fascicularis | GOLGA2P1 |
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Rhesus | Macaca mulatta | GOLGA2P1 |
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Baboon | Papio anubis | GOLGA2P1 |
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Golden snub-nosed monkey | Rhinopithecus roxellana | GOLGA2P1 |
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Marmoset | Callithrix jacchus | GOLGA2P1 |
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Mouse lemur | Microcebus murinus | Without Homology |
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Mouse | Mus musculus | Without Homology |
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Rat | Rattus norvegicus | Without Homology |
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Chinese hamster | Cricetulus griseus | Without Homology |
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Rabbit | Oryctolagus cuniculus | Without Homology |
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Pig | Sus scrofa | Without Homology |
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Cow | Bos taurus | Without Homology |
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Sheep | Ovis aries | Without Homology |
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Dolphin | Tursiops truncatus | Without Homology |
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Horse | Equus caballus | Without Homology |
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Dog | Canis familiaris | Without Homology |
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Panda | Ailuropoda melanoleuca | Without Homology |
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Cat | Felis catus | Without Homology |
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Pale spear-nosed bat | Phyllostomus discolor | Without Homology |
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Velvety free-tailed bat | Molossus molossus | Without Homology |
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Greater mouse-eared bat | Myotis myotis | Without Homology |
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Kuhl's pipistrelle | Pipistrellus kuhlii | Without Homology |
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Greater horseshoe bat | Rhinolophus ferrumequinum | Without Homology |
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Egyptian rousette | Rousettus aegyptiacus | Without Homology |
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Sloth | Choloepus didactylus | Without Homology |
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Tasmanian Devil | Sarcophilus harrisii | Without Homology |
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Opossum | Monodelphis domestica | Without Homology |
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Platypus | Ornithorhynchus anatinus | Without Homology |
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Chicken | Gallus gallus | Without Homology |
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Turkey | Meleagris gallopavo | Without Homology |
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Zebra Finch | Taeniopygia guttata | Without Homology |
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Budgerigar | Melopsittacus undulatus | Without Homology |
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Painted Turtle | Chrysemys picta | Without Homology |
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Lizard | Anolis Carolinensis | Without Homology |
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Frog | Xenopus tropicalis | Without Homology |
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Zebrafish | Danio rerio | Without Homology |
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Drosophila | Drosophila melanogaster | Without Homology |
>GOLGA2P1 |
GTGTTGCGGCTTGTGGGCAACCACAACAAGTGGCATGGCAAATTCCTGGCAGCTGCCAAGAACCCTGTTGATTAGCCCGCTCCAGGTGCCCCAGCTCCCACAGGAGCTCGGGGCTGCCAACAAACAGGGTGATCTTTGCAAGATGAGCCTCGCCCACAGCATGGAGCCTGCACAAGAAGAGGCCAGGGAGGGTTCTCCCCATGACAATCCCACTGCACAGCAGATTATGCAACTGCTTCCTGAGATGCAGAACCCCCAGGAGCACCCAGGCTTGGGCAGCAACCCCTGCATTCCATTTTTCTATCATGCTGACAAGAAATGAGGTGAAGATCACCATCATCTAAAAGCCGGCCACTGTCAGCAAAGCTTGGAGAAGTGGGGCCAGAGGCTCCATCCCCACCAGGTCCTTACCACCCCTTCCCAGTCACCCCATTATCCTTAGAGGAGCAAGGTAAGACCCCTGTGTGATGGGGGGAGACAAACAAGTGCAGACCCTTTGCCACCTTGGCCAGGGCTGAGTCCTTAATTTCTGGATGATTATGTTGTTATTTAAGAGCCAGAGGCTCATAGGGTTGATTTATTTGCAGGAGGCCTGGTGGCCTCCCTGATGGCCTGACTCACTAAGCAACTTTTCCTTCACGGGGGCTCCCATCTTCTTACTCAGAGAGGCAGCTGAGGCAGGACAATGGGGCTAAATGTAGACCAGGCAAGAGAACAGGCTGCTGGGGGTGGCTCCCCTTCCCCAGTGTACATATTCTATCTGTGTAAAATTTTGTATATTCCAGGGTAGGGCCACCCCCTGTATCATACATAGAGGAGGTTGAAGCTGGTACATGGGGAGGAGGTTCTAGTAATTATTTGGGACTGGGAAACTTCTTTATTGATAGTACGGGACAGAGAAAGGAGGCAAGGATGGGGTCATGGTGCCCTGGTGATGCAACTTCTGTTTATTTTGCTTTTTCTTTTGGAATAAATGGATTTAGCCATTGCAGTGGTTGCCAGGATCGTGCTGATATGGCCCCAACCCCACCTCCCACCCTGCCTGTGATGTCTGAAGAAACCCTACAGAGCAAATTGGCTGTGGCCAAGAAAACATTGAGAGAATATCAGCATACAAACAACTCTGGTGTAGGTACAAGAGCAAAAAAGGAGAAAATGAAAAATGGCAGCAATCCTGAGACAACCACTTCTGGTGGTTGCCATTCACCTGAGGATATGTGCAAAGACCATGCTTTCTCCTCTACAACTGTCTGCTCATGACACCATGTTAGCTGGTGGTGTCTCTTCCCCTGGTGCCAGTCTCACTAGCATGGCGGCACCTCAGAATCATGATGCTGACATTGGTCCCAATCTCATGGATGAAACCAAGACTTTCTCATTGATCAAGAGCCCAGGACAACTCTTCAACAGCTCAATTGTCTTGCCTCTGAGTCTACATCCTTTGTCAATGGGGAGGGCCCTGCATCATCTGCTAACCTGAAGGATCTGGAGAAACAACAAAACCAAGAAATTCTGGATCAACTGGAAGAAGAAAAGAAAGCAAGCAACTGAAAGCAGGGAGCCAAAGGGAGTGGTTACAGGTTCAAATTCAGACCATAGGGATCCTCATGTCCGAGAAGGCAGAGTTATGGACAGCTCTGTATTACACTCAGCATGCTGCCAGGCAGTTTGAAGGAGAGTCAAAGGATCTGGCCAGCTGCCTGCAGTATTCCTGGCGCGTGTGGGAGAGTTGGAGTGGGCTCTCTCTGCTGTCTCTACATAGCAGAAGAAGACACAAATACAACAAAGAGTTAACCAAGGAGAGAGATGCCCTCAGGCTGGAGTTATATGAGGATCTGAAGCCACAGAACTCAGAATTAGAAGAGAAATTTGAGTCCTAGTGACAGAGAAGTCAGGAATCCAGCTCAACTTGGAGGATCTGCAAAAGAAGCTGGAGAGGCCAAGCTCCTGCTTCAATAGTCCTCAAGCCAGTGTGAACCCCCTGATGCTAACCAGCAGTTACAGCAGGCCATGGAGGAGCAGGCACAGCTGGAAGCACACCTGGGGCAGGTTATGGAGTTGCTGAAACAGCTACAGATGGAGAAAGACCAATATACTGAAAATCTGAAAGGAGGGAGGGCCATGCGGTAGCAGAGGATGCAGCCGATGTCAGAGCAGGTGCACACATTGAGGGAGGAGAAGGAGCACAGCATGACTCGGGTACAGGAGCTGGAGACCAGCTTGGCCAAACTGAGGGAACAGATCGCTGAACCCCTGCTCCTGGAGCCCCCAGCAGGGCCCTCTGAGGTGGAGCAGCAGCTATAAGTGGAGGCCGAGCACCTGCGGAAGGAGCTGGAGGGTCTGGCAGGACAGCTCCAAGCCCAGGTGCAAGACAATGAGGGCTTGAGTCTCCTGAACCGAGAGCAGGAGGAGAGGCTGCTGGAGCTAGAGCAGAAGGCTGAGCTCTGGGAGGAGCAGGTGGAGGTGCACAGGCAAACCCTGGAGACCATGCAGAATGACCTCACCACCATCAGTCATGCAGTCTTCCAGAATGGTGAGCTCAAAGAGCAGCTGGCCAAGTTGCAGACTGGCTTCATGAAGCTGAACAATGAGAACATGGAGATCACCAGCACACCACAGTCGGAGCAGCACATCAAGAAAGAGCCGAGCGAGAAGCTGGGTGAGCTGAAGGAGATGGTAGAGCTGAAGAGCCAAGAGGCTCAGAGTCTACAGCAGTAGTGAGATCAGTACCTGGGTCACCTGCAGCAGTATGTGGCCACCTATCAGCAGGTGCCCTATGAGAAGGAGCTCCACAAGCAGTTACTGCTGCAGACCCAGCTCATAGACCAGCTGCAGCAGGAGGAAGCTCAGGGCAAAGTCGTGGCCAAGATGGCCTGCCAAGGGTTGCAGGAGACCCAGGAGCACCTGGAAGCTACCAGCCAGCAGAAGTAGCAGCCACAGGCCCAGCTGACCCTCATGGCTCTCCATGGGGAAGGAGATGGACTGGACAGTGAGGAGGAGGCGCTTCCGCTCATGCCAAGCATCCCGGAGGAACTGGAGAGTCGGGAGGCCATGGTGGCATTTTTAAACTCAGCTGTGGCCAGTGCCGAGGAGGAGCAGGCATGGCCACGTGGGCAGCTGAAGGAGCAAAGGGTGAGCTGTCAGGCTGTCAGTGTCTGGCTCACCTGGTGGCCTCAGTCCAGAAGGAGCCAGAGGCAGCAGCCCTAGTCCCAGGGACTGGAGGCGATTCTGTGTGTGGGGAGGCCCACCCGGCCCTGCAGGGGGCCATGGAGAAGCTGCAGAGCCACTTTATGGAGCTCATGCAGGAGAAGGTGGACCTGAAGGAGCAGATGGAAAAACTGGAACGTCGCTGCATCCAGCTGTCTGGAGAGACAGACGTCATCAGTGAGGGGGAGGCCAGGGCATGGCAGGGGGAGCTGCACGGTGGTCAGAGGGGTCCCAGCGTCTGAACCCTGTCCTCCCGCAGGAAAGTACATCACACTGTACCAGAGCTAGAGGTCAGTGCTGAAGACGTGGCACCAGAAGGAATACATCAGCAGCCTGGCCCAGGACAAGGAGGAGATGAAGGTGAa |
>XM_005251932.1 |
GCAGTGGTTGCCGGGATCGCGCTGATGTGGCCCCAACCCCGCCTCCCTCCCCGCCCCGCGATGTCGGAAGAAACCCGACAGAGCAAATTGGCCGCAGCGAAGAAAAAGTTGAGAGAATATCAGCAGAGGAATAGCCCTGGTGTTCCTACAGGAGCGAAAAAGAAGAAGAAAATAAAAAATGGCAGTAACCCTGAGACAACCACTTCTGGTGGTTGCCACTCACCTGAGGATACACCCAAGGACAATGCTGCTACTCTACAACCATCTGATGACACCGTGTTACCTGGCGGTGTCCCTTCCCCTGGTGCCAGTCTCACTAGCATGGCGGCATCTCAGAATCATGATGCTGACAATGTCCCTAATCTCATGGATGAAACCAAGACTTTCTCATCAACCGAGAGCCTGCGACAACTCTCCCAACAGCTCAATGGTCTTGTTTGTGAGTCTGCGACATGTGTCAATGGGGAGGGCCCTGCATCGTCTGCTAACCTGAAGGATCTGGAGAAACAACAGAACCAAGAAATTACGGATCAGTTGGAAGAAGAAAAGAAAGAATGCCACCAAAAGCAGGGAGCCCTAAGGGAGCAGTTACAGGTTCACATTCAGACCATAGGGATCCTCGTATCAGAGAAAGCTGAGTTACAGACAGCCCTGGCTCACACTCAGCATGCTGCCAGGCAGAAAGAAGGAGAGTCTGAAGATCTGGCCAGCCGCCTGCAGTATTCCCGGCGGCGTGTGGGAGAGTTGGAGCGGGCTCTCTCTGCTGTCTCCACGCAGCAGAAGAAGGCAGACAGGTACAACAAGGAGTTAACCAAAGAGAGAGACGCCCTCAGGCTGGAGTTATACAAGAACACCCAAAGCAATGAGGACCTGAAGCAAGAGAAATCAGAATTGGAAGAGAAGCTTCGGGTCCTAGTGACTGAGAAGGCTGGCATGCAGCTTAACTTGGAAGAATTGCAAAAGAAGTTAGAGATGACGGAACTCCTGCTTCAACAGTTTTCAAGCCGGTGTGAAGCCCCTGATGCTAACCAGCAGTTACAGCAGGCCATGGAGGAGCGGGCACAGCTGGAAGCACACCTGGGGCAGGTAATGGAGTCGGTTAGACAACTACAAATGGAGAGAGATAAATATGCGGAGAATCTCAAAGGAGAGAGCGCCATGTGGCGGCAGAGGATGCAGCAGATGTCAGAGCAGGTGCACACATTGAGAGAGGAGAAGGAATGTAGCATGAGTCGGGTACAGGAGCTGGAGACGAGCTTGGCTGAACTGAGGAACCAGATGGCTGAACCCCCGCCCCCAGAGCCCCCAGCAGGGCCCTCCGAGGTGGAGCAGCAGCTACAAGCGGAGGCTGAGCACCTGCGGAAGGAGCTGGAGGGTCTGGCAGGACAGCTTCAAGCCCAGGTGCAAGACAATGAGGGCTTGAGTCGCCTGAACCGGGAGCAGGAGGAGAGGCTGCTGGAGCTGGAGCGGGCGGCCGAGCTCTGGGGGGAGCAGGCGGAGGCGCGCAGGCAAATCCTGGAGACCATGCAGAACGACCGCACTACCATCAGCCGCGCACTCTCCCAGAACCGGGAGCTCAAGGAGCAGCTGGCTGAGCTGCAGAGCGGATTTGTAAAGCTGACTAATGAGAACATGGAGATCACCAGCGCACTGCAGTCGGAGCAGCACGTCAAGAGGGAGCTGGGAAAGAAGCTGGGCGAGCTGCAGGAGAAGCTGAGCGAGCTGAAGGAAACGGTGGAGCTGAAGAGCCAAGAGGCTCAAAGTCTGCAGCAGCAGCGAGACCAGTACCTGGGACACCTGCAGCAGTATGTGGCCGCCTATCAGCAGCTGACCTCTGAGAAGGAGGTGCTGCATAATCAGCTACTGCTGCAGACCCAGCTCGTGGACCAGCTGCAGCAGCAGGAAGCTCAGGGCAAAGCGGTGGCCGAGATGGCCCGCCAAGAGTTGCAGGAAACCCAGGAGCGCCTGGAAGCTGCCACCCAGCAGAATCAGCAGCTACGGGCCCAGTTGAGCCTCATGGCTCACCCTGGGGAAGGAGATGGACTGGACCGggaggaggaggaggatgaggaggaggaggaggaggaggCGGTGGCAGTACCTCAGCCCATGCCAAGCATCCCGGAGGACCTGGAGAGCCGGGAAGCCATGGTGGCATTTTTCAACTCAGCTGTAGCCAGTGCCGAGGAGGAGCAGGCAAGGCTACGTGGGCAGCTGAAGGAGCAAAGGGTGCGCTGCCGGCGCCTGGCTCACCTGCTGGCCTCGGCCCAGAAGGAGCCTGAGGCAGCAGCCCCAGCCCCAGGGACCGGGGGTGATTCTGTGTGTGGGGAGACCCACCGGGCCCTGCAGGGGGCCATGGAGAAGCTGCAGAGCCGCTTTATGGAGCTCATGCAGGAGAAGGCAGACCTGAAGGAGAGGGTAGAGGAACTGGAACATCGCTGCATCCAGCTTTCTGGAGAGACAGACACCATTGGAGAGTACATTGCACTGTACCAGAGCCAGAGGGCAGTGCTGAAGGAGCGGCACCGGGAGAAGGAGGAGTACATCAGCAGGCTGGCCCAAGACAAGGAGGAGATGAAGGTGAAGCTGCTGGAGCTGCAGGAGCTGGTCTTACGGCTTGTGGGCGACCGCAACGAGTGGCATGGCAGATTCCTGGCAGCTGCCCAGAACCCTGCTGATGAGCCCACTTCAGGGGCCCCAGCCCCCCAGGAACTTGGGGCTGCCAACCAGCAGGGTGATCTTTGCGAGGTGAGCCTCGCCGGCAGTGTGGAGCCTGCCCAAGGAGAGGCCAGGGAGGGTTCTCCCCGTGACAACCCCACTGCACAGCAGATCATGCAGCTGCTTCGTGAGATGCAGAACCCCCGGGAGCGCCCAGGCTTGGGCAGCAACCCCTGCATTCCTTTTTTTTACCGGGCTGACGAGAATGATGAGGTGAAGATCACTGTCATCTAAAAGCCGGCTACTGTCAGCAAAGCCTGAAGAAGTGGGGCTGGATACCCTGCCCCCACCATATCCCTACCATCCCTTCTCAGTCAACCCTTTACCCTTACAGTAGCAAGCATAGACCCCTGTCTAACGGGGGTAGACAGGTGCAGATGAGGTGAAGATCACTGTCATCTAAAAGCTGGCCACTAAATTAAAAAAAAATTAAAAGTTATGGGATTAAAAAAAGTTATGGGATAAAAAAGGTTATGGGTAACTTATGGTATAAAAGTTATGAAAAAAggccaggtgcagtggctcacgcctgtaatcccagcacttttgggaggctgaggttgggagttcaagaccagcctggtcaacatggtgaaactgtgtctctactaaaaatacaaaaattagccaggcatggtggcacgtgcctgtaatcccagctactcgggaggctgaggcaggagaatcgcttgaacctgggaggtggaggttgcagtgggctgagatcacgccattgcactccagcctgggcgacagagtgagactctgtctcaaaaaaaaaaaaaattatgaaaaaaGTTATGGGATTAAAGAAAGTCAGGATAAAAATTTTAAAAAGCAGGCCACTGTCAGCAAAGCCTGGAGAAGTGGGGCCGGAGGCTCCGCCCCCATCATGTGCCTGCCACCCCTTCCCAGTCATCCCTTTACTCTTACAGTAGCAAATAAGACCCCTGTCTAATGGGGGGAGACAAATGTGTAGACCCTTAGCCACCTTGGCCAGGGCTGACTCCTTAAATTTCTGGATGATGATGATTGTTATTTAATAGCCAGAGGCTCATATAATTGGCCTCTTTGGAAGAGGCCTCATGGCCTCCTTACTCTCACCAAAGCAATTTTTCCCTCAGGGGGGCTCCCATCTTCTTACACAGAGAGGCAGCTGAGGCAGGACAGTGGGGCTAACTGTAGACCAGGCGAGGGCACGGGCTGCTGGGGTGGCCCTGCTTCCCCAGTGTACATATTGTATCTGTGTAACATTTTGTATATTCCAGGGGTAGGGCCGCCCCCTGTATCATACCTAGCAGAGGTTGGAGCTGGCACATGGGGAGGAGGTTCTAATAATTATTTGGGGCTGGGAAACTTATTTATTGATAGCATAGGACAGAGGAAGGAGGCGGGGATGGGGTCGTGGCGCCCTGGTGATGCGACTCCTGTTTATTTTGCTTTTTATTTCGGAATAAATGGATTTAGCCATA |
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