Aleiodes mayrabonillae Sharkey, 2021
publication ID |
https://dx.doi.org/10.3897/zookeys.1013.55600 |
publication LSID |
lsid:zoobank.org:pub:CFDCEFBB-5230-4033-9D46-E302F66E9886 |
persistent identifier |
https://treatment.plazi.org/id/98EDD166-B03F-4A7F-AA9C-F1E56B472BA6 |
taxon LSID |
lsid:zoobank.org:act:98EDD166-B03F-4A7F-AA9C-F1E56B472BA6 |
treatment provided by |
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scientific name |
Aleiodes mayrabonillae Sharkey |
status |
sp. nov. |
Aleiodes mayrabonillae Sharkey sp. nov. Figure 398 View Figure 398
Diagnostics.
BOLD:AAD7873. Consensus barcode. TGTATTRTATTTTTTATTTGGTATATGAGCAGGTATAATTGGKTTATCAATAAGGTTAATTGTTCGGTTAGAGYTAGGTGTTTGTGGGAGAGTATTAGGCAATGATCAAATTTATAATGGTATAGTTACTTTGCATGCTTTTATTATAATTTTTTTTATGGTTATGCCTATTATAATTGGTGGGTTTGGGAATTGATTAATTCCTTTAATATTAGGGGCTCCTGATATAGCTTTCCCTCGAATAAATAATATAAGTTTTTGGCTATTATTACCTTCAATTTTATTACTATTATTAAGGGGTATTATTAATGTAGGGGTAGGTACTGGTTGAACAGTTTAYCCTCCTTTATCTTCATTAATTGGRCATAGTGGTATATCTGTTGATTTATCTATTTTTTCTTTACATTTAGCTGGTGTTTCTTCTATTATAGGGGCTATTAATTTTATTACAACTATTTTTAATATAAATTTATTTATAATTAAAATAGATCAAATTATATTATTTGTTTGATCTGTATTAATTACCGCTTTTTTACTTTTATTATCTTTACCTGTTTTAGCTGGTGCTATTACTATATTATTAACTGATCGTAATTTAAATACTACATTTTTTGATTTTTCGGGGGGGGGAGACCCTATTTTATTTCAACATTTATTT.
Holotype ♂.
Guanacaste, Sector Cacao, Sendero Circular, 10.92714, -85.46683, 1185 meters, caterpillar collection date: 12/ix/2012, wasp eclosion date: 18/x/2012. Depository: CNC.
Host data. Acrotomia mucia ( Geometridae ) feeding on Coussarea austin-smithii ( Rubiaceae ).
Host caterpillar and holotype wasp voucher codes. 12-SRNP-35331, DHJPAR0051376.
Paratypes.
Host: same caterpillar species as holotype and same host as holotype but on Psychotria elata ( Rubiaceae ): DHJPAR0055814, DHJPAR0057810, DHJPAR0051676, DHJPAR0055814, DHJPAR0062993. Depository: CNC.
Etymology.
Aleiodes mayrabonillae is named in honor of Mayra Bonilla’s long-appreciated contributions to publicity for ACG, GDFCF, and now, BioAlfa.
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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