.codex je platforma izrekanja, proces in trditev. Ustvarjalec v rezidenci tedensko objavlja avtorska dela in ustvarja lastno naracijo, ki je dostopna javnosti.
Ustvarjalec v rezidenci v letu 2021 je Oskar Longyka.
Umetniški vodja:
Dré A. Hočevar
Producentka:
Pia Reš
.codex III (2021)
Oskar Longyka
.codex I [Maj Kavšek]
[6. 1. 2021]
H + meta repertoire
Ω II.
Δ a.
Ο .c
П _1
Ξ B.
Σ II.
Γ _ mono.variable | tri.metric | tri.descriptor Ζ = [medium]
Θ | [transactional]
Y ~ [macro]
X * [speculative]
Λ # [liminal a]
Ф ; [undercommitment]
Ψ ‘ [preparation b]
A , [fluid]
P 、[liminal a]
I \ [retroactive]
E < [perception a]
M > [liminal b]
T : [mono.variable]
B / [approximative]
N [ ] .[ ]
K ^ [macro]
.codex II [Brina Kren]
[14. 1. 2021]
H + meta syntax
Ω II.
Δ d.
Ο .b
Σ II.
Ζ = [micro]
Θ | [macro]
Y ~ [subjective]
X * [personal]
Λ # [slow]
Ф ; [overcommitment]
A , [fluid]
P 、[derivative]
I \ [retroactive]
M > [liminal a]
T : [mono variable]
B / [approximative]
N [ ] . [ ]
K ^ [absolute]
[open your eyes and
follow the sound]
[18. 1. 2021]
H + meta modules
Ω II.
Δ h.
П _ 5
Ξ E.
Σ III.
Ζ = [macro]
Θ | [transactional]
Y ~ [macro]
X * [personal]
Λ # [liminal a]
Ф ; [liminal b]
Ψ ‘ [preparation b]
A , [fluid]
P 、[liminal a]
I \ [retroactive]
E < [preception d]
M > [liminal d]
T : [poly variable]
B / [approximative]
K ^ [absolute]
[25. 1. 2021]
H + meta modules
Ω II.
Ο .f
П _ 2
Ξ B.
Σ I.
Γ __ mono.variable | bi.metric | bi.descriptor
Ζ = [medium]
Θ | [transactional]
Y ~ [subjective]
X * [personal]
Ф ; [liminal a]
A , [fluid]
P 、[derivative]
I \ [real time]
E < [perception a]
M > [liminal b]
T : [poly variable]
N [ ] . [ ]
K ^ [linear]
[1. 2. 2021]
H + transaction log
Ω II.
Δ
Ο .c
П _1
Ξ A.
Σ II.
Γ _ mono.variable | mono.metric | mono.descriptor
Ζ = [medium]
Θ | [micro]
X * [philosophical]
Λ # [slow]
Ψ ‘ [preparation c]
A , [static]
P 、[generative]
I \ [transactional]
E < [perception a]
M > [liminal a]
K ^ [micro]
Sound is a river
what am I?
V hiši Kamale
…
you love no human being,
do you?
[8. 2. 2021]
Ω II.
Δ b.
Ο . d, . c, .b
П _ 1
Ξ B.
Σ I.
Θ | [micro]
Y ~ [micro]
X * [speculative]
Λ # [liminal a]
A , [micro]
P 、[generative]
I \ [real time]
E < [preception c]
N [ ff ] . [ ]
[close your eyes and follow the sound]
[15. 2. 2021]
Ω II.
Ο . f
Σ I.
N [ ] . [ ]
[¾h of violin paradigm in space]
[22. 2. 2021]
H + meta repertoire
Ω II.
Δ e.
Ο . a ; . b
П _ 6
Σ I.
Ζ = [micro]
Θ | [transactional]
Y ~ [macro]
X * [speculative]
Λ # [liminal a]
Ψ ‘ [preparation c]
A , [fluid]
P 、[liminal a]
I \ [transactional]
T : [approximative]
B / [poly.variable]
N [ pp ] . [ ]
K ^ [linear]
[1. 3. 2021]
Ω II.
Δ e.
Ο . e
П _ 7 [meditation]
Ξ A.
Σ III.
Θ | [transactional]
Y ~ [micro]
X * [speculative]
Λ # [slow]
Ф ; [undercommitment]
I \ [real time]
E < [perception a]
M > [liminal a]
T : [poly.variable]
B / [poly.variable]
N [ ] . [ ]
K ^ [micro]
[7. 3. 2021]
H + meta modules
Ω II.
Ο . e
П _ 6
Ξ A.
Σ [liminal b]
Γ __ mono.variable | bi.metric | bi.descriptor
Θ | [macro]
Y ~ [macro]
Λ # [liminal a]
Ψ ‘ [preparation d]
A , [macro]
P 、[liminal b]
I \ [meta]
E < [perception a]
M > [liminal c]
N [ ] . [ ]
K ^ [macro]
[15. 3. 2021]
H + meta syntax
Ω II.
Δ a.
Ο . e
П _ 1
Ξ A.
Θ | [transactional]
Y ~ [micro]
X * [theoretical]
Λ # [slow]
A , [fluid]
P 、[liminal a]
I \ [retroactive]
T : [mono.variable]
B / [absolute]
N [ ] . [ ]
K ^ [linear]
[21. 3. 2021]
Ω II.
Δ h.
Ο . f
Ξ A.
Σ I.
Γ __ mono.variable | mono.metric. | mono.descriptor
Θ | [macro]
Y ~ [objective]
Λ # [liminal a]
Ψ ‘ [preparation a]
A , [fluid]
P 、[liminal a]
I \ [meta]
N [ ] . [ ]
Is there a remedy for a cold soul?
[28. 3. 2021]
H + transaction log
Ω II.
Δ a.
Ο . f
П _ 3
Ξ B.
Σ III.
Ζ = [medium]
Θ | [macro]
Y ~ [subjective]
X * [speculative]
Λ # [slow]
Ф ; [liminal a]
Ψ ‘ [preparation a]
A , [fluid]
P 、[generative]
I \ [retroactive]
E < [perception a]
M > [liminal a]
T : [mono.variable]
B / [poly.variable]
N [ ] . [ ]
K ^ [linear]
I really hoped you would hear the woodpecker…
Zakaj podrejo drevo?
Govori z zamolklim in globokim glasom,
včasih stvari pove v brado ali pa kar tja v en dan.
Tu je po tleh večinoma pesek.
[5. 4. 2021]
H + meta modules
Ω II.
Ο . f
П _ 5 [simulation]
Ξ D.
Σ I.
Ζ = [absolute]
Θ | [absolute]
Y ~ [macro]
X * [speculative]
Ф ; [liminal b]
Ψ ‘ [preparation a]
A , [fluid]
P 、[derivative]
I \ [meta]
E < [perception a]
M > [liminal c]
N [ ] . [ ]
K ^ [absolute]