Bisporella subpallida


*Bisporella subpallida* - created in Norway by Kirsti Anne Mandal

Nejestiva gljiva

BLIJEDOŽUTA GLATKOČAŠKA

Bisporella subpallida (Rehm) Dennis

Etimologija: sub (lat.) = skoro + pallidus (lat.) = blijedo. Po svijetloj boji.

Taksonomija: Fungi / Ascomycota / Leotiomycetes / Helotiales / Helotiaceae / Bisporella

Plodno tijelo: 0.5-1.6(3) mm široko, može sličiti tanjuriću, zvrku ili je ravno kao disk, na osnovi nema stalak, nego raste izravno na supstratu; unutarnja je himenijalna površina glatka, bjelkasta, blijedožuta i oker-žuta, kasnije bjelkasta, vanjska strana može biti krastavo-perutava te ima istu boju kao unutarnja strana, rub je manje-više svjetliji.

Spore: Vretenaste do eliptične, glatke, prozirne, s dvije uljne kaplje, 5-9.2 x 2.5-3 µm; otrusina je bijela.

Meso: Gotovo nepostojeće, svijetložućkasto, prozirno, mekano, voštano; miris i okus nisu izraženi.

Stanište: Raste od listopada do svibnja, u miješanim, bjelogoričnim i aluvijalnim šumama kao saprofit krupnih drvnih ostataka različitog bjelogoričnog drveća bez kore, osobito je česta na raskoljenim površinama bukve, lijeske i jasena.

Doba rasta: 1, 2, 3, 4, 5, 10, 11, 12

Status jestivosti: NEJESTIVA - Nema vrijednosti.

Napomena: Opisana mješinarka raste u zbijenim hrpama i moguća je zamjena s nizom sličnih limunastožutih vrsta. Sigurna je determinacija samo uz preciznu uporabu mikroskopa. Njezine su spore vrlo sitne i po tome se lako razlikuje od sličnih mješinarki.

Znanstveni naziv uzorka: Bisporella subpallida
Lokacija uzorka: Luxembourg
Sekvencionirano područje: ITS1, 5.8S, ITS2
Sekvenca (4564 bp): AGTTCTGGATTGTCCCCTTCGGGGGGGTGGGTCTCTTAAGCGTATGCTTACCGACCTGGATCCTTCCACCGTATCACTTATCGAAGCCTTTGCATCTCTGACAAGGGAGCAACCACGACTCTAAATAATGGTTCGCGTTGCAAGTCGGTCAGCCTTCGGCGCCGGCAACATAATCGAAATGCGGGGATACCCTAAAGCTCARAAGTACCCACTAACGGAGGAAACTCTGCTAGGCTTGTGTGGAGAGCACGAGACGGTCATAATCTTCTGAGATGTACAATGGGCAATCCGCAGCGAAGCCTCTAAGGGTACTGATCCGGTACCTACGAGGAGCGTTCACAGACTAAGTGGTTATGGGTCATTTCATGAARATGACTTAAGATATAGTCGATTCCCTAAAGAAATTTACGGGTATGGGTCACCGKGGGAACCCRAGGCGTCACGCACTCGTTCCCTCATGACCGCTCCAAGTTCCGTAGGTGAACCTGCGGAAGGATCATTACCGTGTTCCTGCCCTCACGGGTAGAAACCCCACCCTTGTATATCATATCTTTGTTGCTTTGGCAGGCCGCCCTCGGGCACCGGCGCACGCTGGATCGCGCCTGCCAGAGGACCCCAAACCCTGAATGTTAGTGTCGTCTGAGTACCATCTAATAGTTAAAACTTTCAACAACGGATCTCTTGGTTCTGGCATCGATGAAGAACGCAGCGAAATGCGATAAGTAATGTGAATTGCAGAATTCAGTGAATCATCGAATCTTTGAACGCACATTGCGCCCCTTGGTATTCCGAGGGGCATGCCTGTTCGAGCGTCATTTAAACCAATCCAGCTTGCTGGGTCTTGGGCTCTCGCCTCCGGGCGGGCCTCAAAATCAGTGGCGGTGCTGCCAGGCTCTAAGCGTAGTAATTCTTCTCGCTACAGGGCCCTGGTGGAGGCTGGCCAACAACCCCCCCATCTTTCAAAGGTTGACCTCGGATCAGGTAGGGATACCCGCTGAACTTAAGCATATCAATAAGCGGAGGAAAAGAAACCAACAGGGATTACCTCAGTAACGGCGAGTGAAGCGGTAACAGCTCAAATTTGAAATCTGGCCCTTTCAGGGTCCGAGTTGTAATTTGTAGAAGATGCTTCGGGTGTGGCTCCGGTCTAAGTTCCTTGGAACAGGACGTCATAGAGGGTGAGAATCCCGTATGTGACTGGTTGCCTTCGCCCATGTGAAGCTCTTTCGACGAGTCGAGTTGTTTGGGAATGCAGCTCTAAATGGGTGGTAAATTTCATCTAAAGCTAAATATTGGCCAGAGACCGATAGCGCACAAGTAGAGTGATCGAAAGATGAAAAGCACTTTGGAAAGAGAGTTAAACAGTACGTGAAATTGTTGAAAGGGAAGCGCTTGCAACCAGACTTGCACGCCGTCGATCATCTCAGGTTCTCCTGGGTGCACTCGGCGGGGTTCAGGCCAGCATCGGTTTCGGTGGTTGGATAAAGACCTTGGGAATGTGGCTCCTCTCGGGGAGTGTTATAGCCCTCGGTGCAATGCAGCCTACCGGGACCGAGGACCGCGCTTCGGCTAGGATGCTGGCGTAATGGTTGTAAGCGACCCGTCTTGAAACACGGACCAAGGAGTCTAACATCTATGCGAGTGTTTGGGTGTCAAACCCATACGCGGAATGAAAGTGAACGGAGGTGAGAACCCTTTAGGGTGCATCATCGACCGATCCTGATGTCTTCGGATGGATTTGAGTAAGAGCATAGCTGTTGGGACCCGAAAGATGGTGAACTATGCCTAAATAGGGTGAAGCCAGAGGAAACTCTGGTGGAGGCTCGCAGCGGTTCTGACGTGCAAATCGATCGTCAAATTTGGGTATAGGGGCGAAAGACTAATCGAACCATCTAGTAGCTGGTTCCTGCCGAAGTTTCCCTCAGGATAGCAGTGTTGAATTCAGTTTTATGAGGTAAAGCGAATGATTAGAGGCCTTGGGGCTGAAACAGCCTTAACCTATTCTCAAACTTTAAATATGTAAGAAGTCCTTGTTACTTAATTGAACGTGGACATTCGAATGTACCAACACTAGTGGGCCATTTTTGGTAAGCAGAACTGGCGATGCGGGATGAACCGAACGGGGAGTTAAGGTGCCGGAATGTACGCTCATCAGACACCACAAAAGGTGTTAGTTCATCTAGACAGCAGGACGGTGGCCATGGAAGTCGGAATCCGCTAAGGAATGTGTAACAACTCACCTGCCGAATGAACTAGCCCTGAAAATGGATGGCGCTTAAGCGTATTACCCATACTCCCCCGCTGGGGTAGAAACGATGCCCCAGCGAGTAGGCAGGCGTGGGGGTCCGTGACGAAGCCTTGGGAGTGATCCCGGGTAGAACGGCCTCTAGTGCAGATCTTGGTGGTAGTAGCAAATACTCAAATGAGAACTTTGAGGACTGAAGTGGGGAAAGGTTCCATGTGAACAGCAGTTGGACATGGGTTAGTCGATCCTAAGAGATAGGGAAACTCCGTTTTAAAGTGCGCACTTGTGCGCCGTCCCTCGAAAGGGAAGCCGGTTAATATTCCGGCACCTGGATTTGGATTCTCCACGGCAACGTAACTGAACGCGGAGACGACGGCGGGGGCCCTGGGAAGAGTTCTCTTTTCTTCTTAACAGCCTATCACCCTGAAATCGGTTTGTCCGGAGCTAGGGTTTAACGGTTGGTAGAGCCCGACACTTTTGTCGGGTCCGGTGCGCTCTCGACGTCCCTTGAAAATCCGCGGGAAGGAATAGCTTTCAAGCCAGGTCGTACTCATAACCGCAGCAGGTCTCCAAGGTGAACAGCCTCTAGTTGATAGAACAATGTAGATAAGGGAAGTCGGCAAAATAGATCCGTAACTTCGGGAAAAGGATTGGCTCTAAGGGTTGGGTACGTTGGGCCTTGGGGGGACGGCCTTGGAGCAGGTCGGCACTAGCCTCACGGCCGGCGCCTTCCAGCATCGAGGTCCTGACGCCCTTGGCAGCTCTCGGGCGTCCGGCGTACAATTAACAACCAACTTAGAACTGGTACGGACAAGGGGAATCTGACTGTCTAATTAAAACATAGCATTGCGATGGCCAGAAAGTGGTGTTGACGCAATGTGATTTCTGCCCAGTGCTCTGAATGTCAAAGTGAAGAAATTCAACCAAGCGCGGGTAAACGGCGGGAGTAACTATGACTCAACCCTAAGAGGGTCATGAGAGGTGCCCGGCGCACCTAGTCCGGGACCGTGGGTCCCGGGCGACACTATCAAATTGCGGGGACTTCCTAAAGCTGGCGGCTACCGTCCCGGCCCTGAAAGGGGGCGCGGACACCGGGGGTAACGCCCCGGGCATGGTTAGAACGCTCCCAGATGTCACAATGGATGATCCGCAGCCAACTCCTACGGGCCCTCGCGGGCCTACGGAGGCTGTTCAACGACTAGACGGTAGTGGGCCCCTCCGGGCTTGAGAGATAGTCTATCCCCCGCCGAGAGGCGGGGACCATACCAAGAGCTCTTAAGGTAGCCAAATGCCTCGTCATCTAATTAGTGACGCGCATGAATGGATTAACGAGATTCCCACTGTCCCTATCTACTATCTAGCGAAACCACAGCCAAGGGAACGGGCTTGGCAGAATCAGCGGGGAAAGAAGACCCTGTTGAGCTTGACTCTAGTTTGACATTGTGAAAAGACATAGAGGGTGTAGAATAGGTGGGAGCGCAAGCGCCGGTGAAATACCACTACCTTTATAGTTTTTTTACTTATTCAATAAAGCGGAACTGGGTGTCAAAGCCCAACTTCTAGCATTAAGGTCCTTCGCGGGCTGATCCGGGTTGAAGACATTGTCAGGTGGGGAGTTTGGCTGGGGCGGCACATCTGTTAAACCATAACGCAGGTGTCCTAAGGGGGACTCATGGAGAACAGAAATCTCCAGTAGAACAAAAGGGTAAAAGTCCCCTTGATTTTGATTTTCAGTGTGAATACAAACCATGAAAGTGTGGCCTATCGATCCTTTAGTCCCTCGAAATTTGAGGCTAGAGGTGCCAGAAAAGTTACCACAGGGATAACTGGCTTGTGGCAGCCAAGCGTTCATAGCGACGTTGCTTTTTGATCCTTCGATGTCGGCTCTTCCTATCATACCGAAGCAGAATTCGGTAAGCGTTGGATTGTTCACCCACTAATAGGGAACGTGAGCTGGGTTTAGACCGTCGTGAGACAGGTTAGTTTTACCCTACTGATGACCGTCACCGCAATGGTAATTCAGCTTAGTACGAGAGGAACCGCTGATTCAGATAATTGGTTTTTGCGGCTGTCTGACAAGGCAGTGCCGCGAAGCTACCATCTGCTGGATAATGGCTGAACGCCTCTAAGTCAGAATCCATGCCAGAAAGCGGCGATTTTCTCCAACACATCGTAGTCGGATACGAATAGGCCTTTGGCCCTGAATCTTAGCTGGTTGGCAACGGCCCTGCAATTGAAGTTTGTAGGGTTAGCTGACGTCTTGCAATTTTACCATGCGTTGGAATAGGACATTTGCATACGACTTAATTGTGCAATACG
Izvor: UNITE (CC BY 4.0)

Referentni izvori:

Božac, Romano. 2008. Enciklopedija gljiva, 2. svezak. Školska knjiga. Zagreb. – 1784. Bisporella subpallida (Rehm) Dennis
Bisporella subpallida (Rehm) Dennis. 2023. https://www.gbif.org/species/2584297