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Session: Parallel session 4 - PTM

Bufferins form a new class of bacterial ribosomally-produced and post-translationally modified peptides involved in adaptation to copper

Séverine ZIRAH1, Yanyan LI1, Françoise JACOB-DUBUISSON2, Céline GUILLAUME1,3, Laura LEPREVOST2, Sophie JÜNGER1, Lydie OLIVEIRA3, Céline HENRY3, Guy LIPPENS4, Rudy ANTOINE2, Svetlana DUBILEY4

1Molecules of Communication and Adaptation of Microorganisms (MCAM), UMR 7245 CNRS, MNHN, Paris, France
2Univ. Lille, U1018-UMR9017-CIIL-Center for infection and Immunity of Lille, Lille, France
3INRAE-AgroParisTech-Univ Paris-Saclay, MICALIS, PAPPSO platform, Jouy-en Josas, France
4Toulouse Biotechnology Institute, CNRS/INRAE/INSA/UPS, Toulouse, France

Copper homeostasis is crucial for bacteria to ensure acquisition of copper while preventing its adverse effects at high concentration. We identified a new class of ribosomally produced and post-translationally modified peptides (RiPPs) produced by Caulobacter crescentus, that we called “bufferins”, capable of enhancing bacterial growth under copper stress [1]. C. crescentus produces two bufferins, Buf1 (Mw 6968.31 Da) and Buf2 (Mw 6276.78 Da), which harbor 4 and 6 cysteine residues, respectively. These peptides were characterized by top-down and bottom-up peptidomic approaches, which revealed that their maturation involves cleavage of the signal peptide together with a modification yielding a -10 Da and -18 Da shift for Buf1 and Buf2, respectively. The untargeted PTM search solution SpecGlobX [2] indicated that the central cysteines carry a 4 Da shift modification (corresponding to the formation of a thiooxazole moiety, as determined by NMR), while the two peripheral cysteines formed in a disulfide bridge. The complexation bufferins to copper was shown by native mass spectrometry.

References

[1] Leprevost L*, Jünger S*, (…), Li Y & Jacob-Dubuisson F, BioRxiv 2024. *Equal contribution. https://www.biorxiv.org/content/10.1101/2024.03.18.585515v1

[2] G. Prunier G, (…), Rogniaux H & Tessier D, BMC Bioinformatics 24, 421-475 (2023).