Orphic Games. Punk-macrame
Evening Third

Orphic Games. Punk-Macrame is a new-processual project of the Stanislavsky Electrotheatre, a single work in 33 acts, presented in 12 productions as if in the space of 12 rooms, the walls of which are decorated with 33 frescos.

The space of the Orphic myth is revealed to you over the course of six days and evenings.

A single stream of 12 productions:

Orphic Games. Punk-macrame. Day 1
Orphic Games. Punk-macrame. Evening 1
Orphic Games. Punk-macrame. Day 2
Orphic Games. Punk-macrame. Evening 2
Orphic Games. Punk-macrame. Day 3
Orphic Games. Punk-macrame. Evening 3

GAME XIV

Director-authors of initial works: Nikolai Berman, Yevgeny Vikharev, Yelena Muchnaya

Performers: Aruan Anartaev, Aneta Argandevols, Yevgenia Vesnina, Maria Dorogova, Sergei Zhivotov, Arina Zvereva, Darya Koltsova, Anton Oshchepkov, Svetlana Sataeva, Sergei Sokolov, Mikhail Taratin

On video: Dmitry Borisov, Ulyana Lukina,Anton Oshchepkov, Viktoria Petrenko, Anna Khlyostkina, Pavel Shumsky

Texts
Eurydice
Jean Anouilh
Translated by Yelena Babun

Music
“Permit Eurydice”
Music composed for video work by Yelena Muchnaya
Performed by Yelena Muchnaya

“2046 Main Theme”
with percussion, train remix
Music by Shigeru Umebayashi

“Polonaise”
Music by Shigeru Umebayashi

“Adagio”
Performed by Secret Garden

“Long Journey”
Music by Shigeru Umebayashi

“Lost”
Music by Shigeru Umebayashi

Soundscapes: Vladimir Gorlinsky
Sound Interiors: Kirill Shirokov

Orfeo et Euridice: Act I - Scene I – Overture
Music by Christoph Willibald Von Gluck
Libretto: Pierre-Louis Moline
Performed by Maureen Forrester & Teresa Stich-Randal & Hanny Steffek & Franz Falter

Video Content

“Permit Eurydice”
Director: Yelena Muchnaya

GAME XV

Director-authors of initial works: Robert Akopyan, Alexandra Moroz, Maria Fomina

Performers: Alberto Al Cosmico, Aruan Anartaev, Aneta Argandevols, Yevgenia Vesnina, Danaya Davydova, Yevgeny Dal, Sergei Zhivotov, Ulyana Lukina, Anton Oshchepkov, Vagan Saroyan, Natella Speranskaya, Mikhail Taratin, Anna Khlyostkina, Dmitry Khramtsov

Texts
Orpheus
Jean Cocteau
Translated by Leonid Tsyvyan

Preliminary Materials For a Theory of the Young-Girl
Tiqqun
Translated by Stepan Mikhailenko

Music
Soundscapes: Vladimir Gorlinsky
Sound Interiors: Kirill Shirokov

“On the Horse,”
Music for Мother series
Performed by Yekaterina Zheleznova

Radio Orpheus / “The Horse”
Authors: Dmitri Kourliandski, Oleg Makarov
DJ-set: Vladislav Skripko

“Solo for Bass”
Music by Vladimir Gorlinsky
Performed by Dmitry Khramtsov

“Tanczace Eurydyki”
Music by Katarzyna Gärtner
Written by Ewa Rzemieniecka
Performed by Anna German

Orphic Games. Punk-macrame. Day 4
Orphic Games. Punk-macrame. Evening 4
Orphic Games. Punk-macrame. Day 5
Orphic Games. Punk-macrame. Evening 5
Orphic Games. Punk-macrame.Day 6
Orphic Games. Punk-macrame. Evening 6

Isomorphism (from ancient Greek - ἴσος - "equal, identical, similar" and μορφή - "form"). Isomorphism is defined for sets endowed with some structure (for example, for groups, rings, linear spaces, etc.). In general terms it may be described as follows: an invertible mapping (bijection) between two sets endowed with a structure that is called an isomorphism if it preserves this structure.

A bijection is a mapping that is both surjective and injective. In bijective mapping, one element of a set corresponds exactly to each element of the other set, while an inverse mapping is defined that has the same property. Therefore, a bijective mapping is also called mutually identical mapping (correspondence), or one-to-one mapping.

The function
f : : X → → Y is called a bijection if:
1) It translates various elements of the set X into different elements of the set Y (injectivity). In other words,
• ∀ ∀ x 1
∈ ∈ X , 
∀ ∀ x 2
∈ ∈ X 
x 1
≠ ≠ x 2
⇒ ⇒ f ( x 1
) ≠ ≠ f ( x 2
)
2) Any element of Y has its inverse image (surjectivity). In other words,
∀ ∀ y ∈ ∈ Y , 
∃ ∃ x ∈ ∈ X 
f ( x ) = y

An injection in mathematics is the mapping of set X into set Y f : : X → → Y
whereby different elements of set X are translated into different elements of set Y, that is, if two images under the mapping coincide, then the preimages also coincide:
f ( x ) = f ( y ) ⇒ ⇒ x = y

Surjection (surjective mapping, from French sur - "to", "over" + Latin jactio - "I throw") is the mapping of set X to set Y f:: X → Y
whereby each element of set Y is the image of at least one element of set X.

Isorhythm (German: Isorhythmie) is a technique of composition in European polyphonic music of the 14th and 15th centuries, expressed in the ostinato holding of a rhythmic formula, regardless of the pitch.

Wikipedia