cc @hausch.bsky.social @ciciliani.bsky.social
11.07.2025 16:48 β π 0 π 1 π¬ 0 π 0@hausch.bsky.social
(she/her) π³οΈββ§οΈ sound & media artist / graphic designer / head of @moozak.bsky.social / co-maintainer of #ppooll / active at @echoraeume.bsky.social & @xok-wien.bsky.social https://hausch.io
cc @hausch.bsky.social @ciciliani.bsky.social
11.07.2025 16:48 β π 0 π 1 π¬ 0 π 0
moozak multichannel series #07
Fr. 20.6. 2025, 18:00 - 22:00
Semmelweisklinik WaschkΓΌche
Hockegasse 37, 1180 Wien
Entry: Donation.
Live:
@ariadnerandall.bsky.social
Duo Claussen - Klement
@jpiringer.bsky.social
Lanzmaier & ZiΓler
Kindly supported by MA7 Wien Kultur, BMWKMS and SKE Austro Mechana.
Klaus Filip live @ moozak multichannel series #06 / fr. 25.4. 2025, @ semmelweisklinik wien
photo by daphne von schrader
curated by @hausch.bsky.social
kindly supported by stadt wien, bmwkms, ske austro mechana
Jakob Schauer live @ moozak multichannel series #06 / fr. 25.4. 2025, @ semmelweisklinik wien
photo by daphne von schrader
curated by @hausch.bsky.social
kindly supported by stadt wien, bmwkms, ske austro mechana
@non-lain.bsky.social live @ moozak multichannel series #06 / fr. 25.4. 2025, @ semmelweisklinik wien
photo by daphne von schrader
curated by @hausch.bsky.social
kindly supported by stadt wien, bmwkms, ske austro mechana
fr 25.4 18:00.: moozak multichannel series #06 @ semmelweisklinik
live: @non-lain.bsky.social , gabriela gordillo, jakob schauer, klaus filip
curated by @hausch.bsky.social
kindly supported by Stadt Wien Kultur, BMWKMS & SKE Austro Mechana
moozak multichannel series #06: fr. 25.4. 2025, 18:00 - 22:00 semmelweisklinik
live: @non-lain.bsky.social , gabriela gordillo, jakob schauer, klaus.filip
curated by @hausch.bsky.social
kindly supported by Stadt Wien Kultur und BMWKMS
co~ra: cora leli hausch is doing pop. maybe. sort of. expect cheesy arpeggios and unnerving drones drenched in sweet sweet noise. wait, what's that? stop it! 19.3. @bloedermittwoch.bsky.social theater am werk / petersplatz wien
17.03.2025 11:36 β π 14 π 1 π¬ 0 π 0