Colilodion schulzi est une espèce de coléoptères de la famille des Staphylinidae. Ce petit staphylin brun-rougeâtre, robuste, est connu d'un unique spécimen, une femelle de 2,37 mm de long. Dans le genre Colilodion, il se rapproche des espèces C. concinnus et C. inopinatus par ses antennomères III élargis, mais s'en distingue aisément par la largeur plus importante et constante de ceux-ci, ainsi que par d'autres caractères morphologiques. Bien que son mode de vie soit inconnu, la présence de trichomes et la connaissance des espèces apparentées laissent supposer que cet insecte est myrmécophile. L'holotype est collecté en 2009 sur Palawan, aux Philippines, lors d'un tamisage de débris végétaux en forêt de conifères. L'espèce est décrite en 2016 par les coléoptérologues Zi-Wei Yin, de la Shanghai Normal University, et Giulio Cuccodoro, du muséum d'histoire naturelle de Genève, où est déposé le matériel type. La dénomination spécifique du taxon est dédiée au myrmécologue allemand Andreas Schulz, collecteur du spécimen.
Colilodion schulzi
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)
Holotype déposé au muséum d'histoire naturelle de Genève.
Description
Morphologie
La morphologie de Colilodion schulzi n'est connue que de son holotype, un individu femelle long de 2,37 mm. L'habitus est brun-rougeâtre et la pubescence est formée de soies courtes et couchées. La tête est allongée, mesurant 0,43 mm de long pour 0,34 mm de large. Elle est resserrée sur son sommet, convexe vu de profil et légèrement en-dessous de la hauteur du pronotum. Le sommet de la tête est grossièrement ponctué, le front également mais de façon plus éparse et avec une pubescence fine. Les yeux composés comportent chacun près de 22 facettes et sont divisés par une carène latérale laissant une vingtaine de facettes dorsales et deux ventrales. Les antennes portent trois articles, tous visibles dorsalement et couverts de soies courtes. Les deux premiers antennomères sont courts, mais le troisième est long (0,92 mm) et très élargi (0,39 mm). Le pronotum, long de 0,63 mm, est trapézoïdal, s'élargissant régulièrement vers l'arrière. Les élytres, plus larges que longues, mesurent 0,73 mm par 0,95 mm. Elles sont grossièrement ponctuées et striées longitudinalement et portent de longues et épaisses soies dorées à leur bord postérieur2. L'abdomen mesure 0,58 mm de long pour 0,89 mm de large. Les tibias sont resserrés en leur tiers basal et distinctement hérissés de soies sur leur face dorsale.
Espèces similaires
Parmi le genre Colilodion, C. schulzi se rapproche des espèces C. concinnus et C. inopinatus qui possèdent également des antennomères III élargis, à la surface dorsale aplatie et présentant des zones lisses. Ces articles antennaires sont cependant élargis sur presque toute leur longueur chez C. schulzi, alors qu'ils sont très nettement resserrés à leur base chez les deux autres espèces. Le pronotum de C. concinnus et C. inopinatus est également moins massif et plus finement ponctué, la base des élytres est plus étroite3 et leur bord postérieur ne porte pas les soies dorées présentes chez C. schulzi.
Écologie
Les espèces de la super-tribu des Clavigeritae, dont celles du genre Colilodion, sont présumées myrmécophiles en raison de la présence de trichomes exsudant des phéromones apaisantes favorisant leur adoption par les fourmis. Les genres de fourmis les plus représentés dans la zone de la localité type de Colilodion schulzi sont Camponotus, Paratrechina et quelques genres de myrmicinés.
Répartition et habitat
L'espèce n'est connue que de la localité type (10° 11′ 37″ N, 118° 52′ 21″ E) située entre 500 et 700 mètres au-dessus du niveau de la mer sur le mont Bloomfield à Sabang, petit village de Palawan (Philippines). Cette localité se trouve au sommet d'une colline au climat assez sec et chaud, avec de nombreux rochers au sol. L'holotype a été collecté lors d'un tamisage de débris végétaux d'une forêt de conifères clairsemée.
Systématique
L'espèce est décrite en 2016 par les coléoptérologues Zi-Wei Yin, de la Shanghai Normal University, et Giulio Cuccodoro, du muséum d'histoire naturelle de Genève, sur la base d'un unique spécimen. Cet holotype, conservé dans l'institution suisse, est une femelle collectée le 10 décembre 2009 par le myrmécologue allemand Andreas Schulz, à qui les descripteurs dédient la dénomination spécifique, schulzi. Colilodion schulzi s'ajoute aux sept espèces déjà décrites dans le genre Colilodion. Sa description paraît dans la Revue suisse de Zoologie, accompagnée de la publication des photographies des habitus et d'une clé de détermination dichotomique pour les huit espèces du genre. Le placement systématique exact de ce dernier reste incertain : seul membre de la tribu des Colilodionini, il présente certains caractères le rapprochant des Clavigeritae, où il est placé par le coléoptérologue suisse Claude Besuchet en 19914, et d'autres se rapportant aux Pselaphitae.