Du hast einen tollen Geschmack!
Melde dich an, um deinen Lieblingskünstlern zu folgen, Veranstaltungen zu speichern und vieles mehr.
'%3e %3cpath d='M17.2 8.65233C17.2 3.87262 13.3508 0 8.6 0C3.84919 0 0 3.87262 0 8.65233C0 12.9785 3.12097 16.572 7.24758 17.2V11.1643H5.0629V8.65233H7.24758V6.76836C7.24758 4.60527 8.53065 3.38418 10.4726 3.38418C11.4435 3.38418 12.4145 3.55862 12.4145 3.55862V5.68682H11.3395C10.2645 5.68682 9.91774 6.3497 9.91774 7.04746V8.65233H12.3105L11.929 11.1643H9.91774V17.2C14.0444 16.572 17.2 12.9785 17.2 8.65233Z' fill='%236D6D6D'/%3e %3c/g%3e %3cdefs%3e %3cclipPath id='clip0_11991_110375'%3e %3crect width='17.2' height='17.2' fill='white'/%3e %3c/clipPath%3e %3c/defs%3e %3c/svg%3e)
'%3e %3cpath d='M13.546 0.716797H16.1835L10.4214 7.3954L17.2 16.4835H11.8924L7.73534 10.9716L2.97869 16.4835H0.339647L6.50272 9.33995L0 0.716797H5.44232L9.19996 5.75485L13.546 0.716797ZM12.6204 14.8825H14.0818L4.64822 2.23363H3.07994L12.6204 14.8825Z' fill='%236D6D6D'/%3e %3c/g%3e %3cdefs%3e %3cclipPath id='clip0_11991_110380'%3e %3crect width='17.2' height='17.2' fill='white'/%3e %3c/clipPath%3e %3c/defs%3e %3c/svg%3e)
'%3e %3cpath d='M8.6192 4.16563C6.16205 4.16563 4.20402 6.16205 4.20402 8.5808C4.20402 11.0379 6.16205 12.996 8.6192 12.996C11.0379 12.996 13.0344 11.0379 13.0344 8.5808C13.0344 6.16205 11.0379 4.16563 8.6192 4.16563ZM8.6192 11.4603C7.04509 11.4603 5.73973 10.1933 5.73973 8.5808C5.73973 7.0067 7.0067 5.73973 8.6192 5.73973C10.1933 5.73973 11.4603 7.0067 11.4603 8.5808C11.4603 10.1933 10.1933 11.4603 8.6192 11.4603ZM14.2246 4.01205C14.2246 4.58795 13.7638 5.04866 13.1879 5.04866C12.6121 5.04866 12.1513 4.58795 12.1513 4.01205C12.1513 3.43616 12.6121 2.97545 13.1879 2.97545C13.7638 2.97545 14.2246 3.43616 14.2246 4.01205ZM17.1424 5.04866C17.0656 3.66652 16.7585 2.43795 15.7603 1.43973C14.7621 0.441518 13.5335 0.134375 12.1513 0.0575893C10.7308 -0.0191964 6.4692 -0.0191964 5.04866 0.0575893C3.66652 0.134375 2.47634 0.441518 1.43973 1.43973C0.441518 2.43795 0.134375 3.66652 0.0575893 5.04866C-0.0191964 6.4692 -0.0191964 10.7308 0.0575893 12.1513C0.134375 13.5335 0.441518 14.7237 1.43973 15.7603C2.47634 16.7585 3.66652 17.0656 5.04866 17.1424C6.4692 17.2192 10.7308 17.2192 12.1513 17.1424C13.5335 17.0656 14.7621 16.7585 15.7603 15.7603C16.7585 14.7237 17.0656 13.5335 17.1424 12.1513C17.2192 10.7308 17.2192 6.4692 17.1424 5.04866ZM15.2996 13.6487C15.0308 14.4165 14.4165 14.9924 13.6871 15.2996C12.5353 15.7603 9.84777 15.6451 8.6192 15.6451C7.35223 15.6451 4.66473 15.7603 3.55134 15.2996C2.78348 14.9924 2.20759 14.4165 1.90045 13.6487C1.43973 12.5353 1.55491 9.84777 1.55491 8.5808C1.55491 7.35223 1.43973 4.66473 1.90045 3.51295C2.20759 2.78348 2.78348 2.20759 3.55134 1.90045C4.66473 1.43973 7.35223 1.55491 8.6192 1.55491C9.84777 1.55491 12.5353 1.43973 13.6871 1.90045C14.4165 2.1692 14.9924 2.78348 15.2996 3.51295C15.7603 4.66473 15.6451 7.35223 15.6451 8.5808C15.6451 9.84777 15.7603 12.5353 15.2996 13.6487Z' fill='%236D6D6D'/%3e %3c/g%3e %3cdefs%3e %3cclipPath id='clip0_11991_110387'%3e %3crect width='17.2' height='17.2' fill='white'/%3e %3c/clipPath%3e %3c/defs%3e %3c/svg%3e)
Konzert
James MacPherson
Mit Tom Scamell und Forrester Grey
Tealeaf Presents: James MacPherson/Forrester Grey/Tom Scamell
Fr., 19. Juni 2026
21:00
Ich war da
Hinterlasse eine Bewertung
Finde eine Unterkunft
Besetzung für Ereignis
Folge deinen Lieblingskünstlern ganz einfach, indem du deine Musik synchronisierst.
Erste Schritte
Künstlerbiografie
NYC native raised in CT & NYC, best known as the singer/songwriter/guitarist of the indie rock band Bonsai Trees. Currently performing music from a brand-new solo album "All This Happened". Everything is on Linktree ( https://linktr.ee/jamesmacpherson )
Mehr lesenGenres: Alternative, Rock
Heimatort: New York, New York
Veranstaltung teilen
Beitragen
Hilf James MacPherson dabei, weiterhin Musik zu machen, die dir gefällt.
' fill='white'/%3e %3crect width='68.0154' height='68.0154' rx='20' transform='matrix(0.990268 0.139173 0 1 0 -2.58813)' fill='url(%23pattern0_8835_2291)'/%3e %3cdefs%3e %3cpattern id='pattern0_8835_2291' patternContentUnits='objectBoundingBox' width='1' height='1'%3e %3cuse xlink:href='%23image0_8835_2291' transform='translate(0.160658 0.133611) scale(0.0031561)'/%3e %3c/pattern%3e %3cimage id='image0_8835_2291' width='225' height='225' preserveAspectRatio='none' xlink:href='data:image/png;base64,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'/%3e %3c/defs%3e %3c/svg%3e)