| Literature DB >> 30280018 |
Adrian Galitz1, Steve de C Cook2, Merrick Ekins3, John N A Hooper3,4, Peter T Naumann1, Nicole J de Voogd5,6, Muhammad Abdul Wahab7, Gert Wörheide1,8,9, Dirk Erpenbeck1,5,8.
Abstract
Correct identification and classification of sponges is challenging due to ambiguous or misleading morphological features. A particular case is a blue keratose sponge occasionally referred to as the "Blue Photo Sponge" among aquarists, which appears frequently (and in several cases unintended) in private aquaria. This spicule-less species, occasionally specified as Collospongia auris Bergquist, Cambie & Kernan 1990, not only displays a high phenotypic plasticity in growth form and colour, it also proliferates in aquacultures under standard conditions unlike most other sponges. Therefore, this species is regarded as a pest for most aquarists. In turn, the ease of cultivation and propagation in aquacultures qualifies this species as a model organism for a wide array of scientific applications. For these purposes, correct identification and classification are indispensable. We reconstructed ribosomal gene trees and determined this species as Lendenfeldia chondrodes (De Laubenfels, 1954) (Phyllospongiinae), distant to Collospongia auris, and corroborated by skeletal features. Additionally, the resulting phylogeny corroborated major shortcomings of the current Phyllospongiinae classification-its consequences are discussed.Entities:
Keywords: Aquaria; Aquaria sponge; Collospongia auris; Demospongiae; Keratosa; Lendenfeldia chondrodes; Model organism; Molecular taxonomy; Porifera; Sponges
Year: 2018 PMID: 30280018 PMCID: PMC6160822 DOI: 10.7717/peerj.5586
Source DB: PubMed Journal: PeerJ ISSN: 2167-8359 Impact factor: 2.984
List of primers used in this study, including the references for the specifically designed primers.
| RA2_keratose (fwd) | 5′GRA TGG TTT AGT GAG ATC TT 3′ | ITS | This paper, modified after |
| ITS2.2_keratose (rev) | 5′AAA TTC AGC GGG TAG YCT GG 3′ | ITS | This paper, modified after |
| 5.8S_keratose (fwd) | 5′TGA CAA CTT CTG ACG GT 3′ | ITS | This paper, modified after |
| 28S-C2_keratose (fwd) | 5′GAA AAG AAC TTT GRA RAG AGA GTC 3′ | 28S | This paper, modified after |
| 28S-D2_keratose (rev) | 5′CCG TGT TTC AAG ACG GGT CGR ACG AG 3′ | 28S | This paper, modified after |
| RA2-fwd | 5′GTC CCT GCC CTT TGT ACA CA 3′ | ITS | |
| ITS2.2-rev | 5′CCT GGT TAG TTT CTT TTC CTC CGC 3′ | ITS | |
| 5.8S-1-fwd | 5′GTC GAT GAA GAA CGC AGC 3′ | ITS | |
| 28S-C2-fwd | 5′GAA AAG AAC TTT GRA RAG AGA GT 3′ | 28S | |
| 28S-D2-rev | 5′TCC GTG TTT CAA GAC GGG 3′ | 28S |
Figure 1Growth form and color variations of the aquaria sponges, all with identical ITS genotype.
(A) Foliose growth, two intermingled specimens of different purplish colors (GW8481); (B) cup shape, green color (GW30002); (C) encrusting growth, blue color (GW30003). All photos were taken from our laboratory aquaria.
Figure 2Dyed thin sections of the aquaria sponges.
(A) Spongin fibres surrounded by choanocyte chamber clusters, channels, and collagenous tissue; (B) primary fibres with branching, not clearly distinguishable secondary fibres. (C) Primary fibres with coring of unknown foreign material, presumably sand.
Figure 3Bayesian inference phylogram of 28S of Phyllospongiinae and selected other Keratosa, rooted with dysideid outgroup taxa.
Sequences of the targeted aquaria sponge are given in bold. Numbers following the taxon names represent museum collection numbers (i.e., QM Gxxxxxx, PORxxxx, SNSB- BSPG.GWxxxxx) or NCBI Genbank accession numbers. Numbers at the branches indicate Bayesian Inference posterior probabilities/corresponding Maximum likelihood bootstrap support.
Figure 4Bayesian inference phylogram of ITS2 of Phyllospongiinae, rooted with spongiid and thorectine outgroup taxa.
Sequences of the targeted aquaria sponge are given in bold. Numbers following the taxon names represent museum collection numbers (i.e., QM Gxxxxxx, PORxxxx, SNSB- BSPG.GWxxxxx) or NCBI Genbank accession numbers. Numbers at the branches indicate Bayesian Inference posterior probabilities/corresponding Maximum likelihood bootstrap support.