OM DENNE PODCAST 🔗
Podcast by MONOGURUI DESIGN
Værter:
Opdateringsfrekvens:
every 11 days
Gennemsnitlig lydlængde:
3 minutes
Engelsk
USA
29 episoder
siden 25. maj 2020
episodic
SENESTE EPISODE 🔗
(yumi)(no)(MONOGURUI)(ii):
(YUMI(NO)GOSUTO vs: yueghuru(ii))(i)
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SIDSTE EPISODER 🔗
(yumi)(no)(MONOGURUI)(ii):
(YUMI(NO)GOSUTO vs: yueghuru(ii))(i)
(00_00)(MONOGURUI(00_00)YAMAUEREDA)(00)) by MONOGURUI DESIGN
((00)(00_) (00_00)(00) myorghoru_ueda(i)(00_00)(the UORUOP_PHANTOM)(ii): "(probability measures were a function of direction-neutral models pushing out path arrays creating topological models as operating units: but these units were never static: they were always growing or constricting in uncomfor…
(00_00)(MONOGURUI: myorghoru_ueda(i))(ii))((00))(00)(00) (00_00)(00) myorghoru_ueda(i)((00_00)(00_00))(ii): "(to the point where morikumura could be clearly conceptualized one would start with the assumption that U is incomplete .. uncertain (probabilistic) .. unconsistent (possessing the quality o…
((00)(00_) (00_00)(00) myorghoru_ueda(i)(00_00)(the UORUOP_PHANTOM)(ii): "(.. monogurui (always the _th term of a _u, constructed as an inverted residual): the result is a temporally fluid topological reconciliation of eigenvalues .. sequences, relying heavily on direction neutral 'sums' referred t…
((00)(00_) (00_00)(00) myorghoru_ueda(i)(00_00)(the UORUOP_PHANTOM)(ii): "(probability: (df) u_connections / u_space, where, from a numeric standpoint, 0 functioned as a u_connector as a convergence between multiple u: which, in turn, functioned as floating probability arrays: the concept of points…
(00_00)(MONOGURUI: myorghoru_ueda(i))(ii))((00))(00)(00) (00_00)(00) myorghoru_ueda(i)((00_00)(00_00))(ii): "(myorghoru_ueda(i) is not completely convinced there is anything 'good' to come of it, beyond some vague restless need to persist in one's errors long enough to make some kind of recompense …
((00)(00_) (00_00)(00) myorghoru_ueda(i)(00_00)(the UORUOP_PHANTOM)(ii): "(6'9", powerful build)."
Ansvarsfraskrivelse: Podcasten og kunstværket, der er indlejret på denne side, er fra MONOGURUI DESIGN, som tilhører dens ejer og ikke er tilknyttet eller godkendt af Listen Notes, Inc.
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