Li Hao ᱨᱮᱱᱟᱜ Pop Star ᱠᱟᱞᱟ ᱥᱟᱡᱟᱣ (ᱟᱨᱴ ᱤᱱᱥᱴᱚᱞᱮᱥᱚᱱ), ᱧᱮᱞ ᱢᱟᱪᱟᱱ ᱫᱚ ᱞᱟᱞᱤᱛ ᱠᱟᱞᱟ ᱯᱨᱚᱛᱤᱡᱚᱜᱤᱛᱟ ᱵᱷᱟᱜ ᱨᱮ 2021 A' Design Award ᱥᱳᱱᱟ ᱯᱩᱨᱚᱥᱠᱟᱨ ᱨᱮᱱᱟᱜ ᱟᱹᱰᱤ ᱢᱟᱱ ᱟᱠᱟᱱ ᱡᱤᱛᱠᱟᱨ ᱠᱟᱱᱟ᱾
ᱥᱳᱱᱟᱞᱟᱞᱤᱛ ᱠᱟᱞᱟ· 2021
Pop Star ᱠᱟᱞᱟ ᱥᱟᱡᱟᱣ (ᱟᱨᱴ ᱤᱱᱥᱴᱚᱞᱮᱥᱚᱱ), ᱧᱮᱞ ᱢᱟᱪᱟᱱ
Li Hao ᱞᱮᱠᱟᱛᱮ
ᱜᱟᱦᱟᱠ: One Take Architects
ᱞᱟᱞᱤᱛ ᱠᱟᱞᱟ ᱵᱷᱟᱜ ᱨᱮ A' Design Award ᱥᱳᱱᱟ ᱯᱩᱨᱚᱥᱠᱟᱨ ᱡᱤᱛᱠᱟᱨ
ᱡᱟᱸᱪ ᱟᱠᱟᱱ ᱮᱣᱟᱨᱰ ᱡᱤᱛᱠᱟᱨ
#123144 ᱞᱟᱜᱤᱫ ᱮᱣᱟᱨᱰ ᱦᱟᱞᱚᱛ ᱡᱟᱸᱪᱰᱤᱡᱟᱭᱤᱱ
Pop Star ᱠᱟᱞᱟ ᱥᱟᱡᱟᱣ (ᱟᱨᱴ ᱤᱱᱥᱴᱚᱞᱮᱥᱚᱱ), ᱧᱮᱞ ᱢᱟᱪᱟᱱ ᱵᱟᱵᱚᱛ ᱛᱮ
ᱯᱚᱯ ᱥᱴᱟᱨ ᱫᱚ ᱢᱤᱫ ᱠᱟᱞᱟ ᱥᱟᱡᱟᱣ ᱟᱨ ᱧᱮᱞ ᱢᱟᱪᱟᱱ ᱠᱟᱱᱟ, ᱡᱟᱦᱟᱸ ᱫᱚ ᱟᱭᱠᱳᱥᱟᱦᱮᱰᱨᱚᱱ ᱨᱮᱱᱟᱜ ᱡᱭᱟᱢᱮᱴᱨᱤᱠ ᱨᱩᱯ ᱪᱮᱛᱟᱱ ᱨᱮ ᱛᱮᱭᱟᱨ ᱟᱠᱟᱱᱟ᱾ ᱱᱚᱶᱟ ᱠᱟᱹᱢᱤ ᱫᱚ ᱥᱴᱤᱞ ᱛᱮᱫ ᱞᱮᱠᱟᱛᱮ ᱵᱮᱱᱟᱣ ᱟᱠᱟᱱᱟ, ᱡᱟᱦᱟᱸᱭᱟᱜ ᱡᱚᱛᱚ ᱥᱮᱫ ᱨᱮ 15000 ᱢᱤᱢᱤ ᱢᱟᱯ ᱢᱮᱱᱟᱜᱼᱟ᱾ ᱱᱚᱶᱟ ᱨᱩᱯ ᱫᱚ ᱛᱤᱡᱩ ᱨᱮᱭᱟᱜ ᱠᱚᱢᱯᱟᱣᱩᱱᱰ ᱢᱮᱫ ᱠᱷᱚᱱ ᱦᱟᱛᱟᱣ ᱟᱠᱟᱱᱟ, ᱡᱟᱦᱟᱸ ᱫᱚ ᱦᱚᱲᱟᱜ ᱥᱟᱫᱷᱟᱨᱚᱱ ᱧᱮᱞ ᱠᱷᱚᱱ ᱢᱟᱲᱟᱝ ᱢᱟᱯ ᱨᱮ ᱦᱟᱨᱟ ᱟᱠᱟᱱᱟ᱾ ᱧᱮᱞᱤᱭᱟᱹ ᱠᱚ ᱛᱟᱞᱟ ᱡᱟᱭᱜᱟ ᱨᱮ ᱵᱚᱞᱚ ᱫᱟᱲᱮᱭᱟᱜᱼᱟ ᱟᱨ ᱥᱩᱨ ᱨᱮᱱᱟᱜ ᱯᱟᱴ ᱠᱚ ᱧᱮᱞ ᱫᱟᱲᱮᱭᱟᱜᱼᱟ᱾ ᱵᱟᱦᱨᱮ ᱠᱷᱚᱱ ᱱᱚᱶᱟ ᱫᱚ ᱠᱮᱴᱮᱡ ᱟᱨ ᱢᱟᱲᱟᱝ ᱧᱮᱞᱚᱜᱼᱟ, ᱢᱮᱱᱠᱷᱟᱱ ᱵᱷᱤᱛᱨᱤ ᱡᱟᱭᱜᱟ ᱫᱚ ᱥᱩᱛᱩᱨ ᱟᱨ ᱟᱸᱴᱚᱢ ᱟᱹᱭᱠᱟᱹᱣᱚᱜᱼᱟ᱾ ᱯᱚᱯ ᱥᱴᱟᱨ ᱫᱚ 2019 ᱥᱮᱨᱢᱟ ᱨᱮ ᱵᱮᱡᱤᱝ ᱨᱮ ᱰᱤᱡᱟᱭᱤᱱ ᱟᱠᱟᱱᱟ ᱟᱨ 2020 ᱥᱮᱨᱢᱟ ᱨᱮ ᱥᱟᱝᱦᱟᱭ ᱨᱮ ᱯᱩᱨᱟᱹᱣ ᱟᱠᱟᱱᱟ᱾
ᱢᱟᱱᱟᱱ
A' Design Award ᱥᱳᱱᱟ ᱯᱩᱨᱚᱥᱠᱟᱨ ᱵᱟᱵᱚᱛ ᱛᱮ
Pop Star ᱠᱟᱞᱟ ᱥᱟᱡᱟᱣ (ᱟᱨᱴ ᱤᱱᱥᱴᱚᱞᱮᱥᱚᱱ), ᱧᱮᱞ ᱢᱟᱪᱟᱱ ᱫᱚ A' Design Award ᱥᱳᱱᱟ ᱯᱩᱨᱚᱥᱠᱟᱨ ᱧᱟᱢ ᱟᱠᱟᱱᱟ, ᱱᱚᱶᱟ ᱫᱚ ᱵᱷᱟᱞᱟᱭ ᱛᱮ ᱵᱷᱟᱞᱟᱭ ᱟᱨ ᱥᱩᱱᱫᱚᱨ ᱰᱤᱡᱟᱭᱤᱱ ᱠᱚ ᱞᱟᱹᱜᱤᱫ ᱮᱢ ᱟᱠᱟᱱ ᱥᱚᱢᱟᱱ ᱠᱟᱱᱟ᱾ ᱱᱚᱶᱟ ᱠᱚ ᱫᱚ ᱰᱤᱡᱟᱭᱤᱱᱟᱨ ᱠᱚ ᱨᱮᱭᱟᱜ ᱵᱷᱟᱵᱱᱟ ᱟᱨ ᱵᱷᱟᱞᱟᱭ ᱠᱟᱢᱤ ᱡᱷᱟᱞᱠᱟᱣ ᱠᱚ᱾ Pop Star ᱠᱟᱞᱟ ᱥᱟᱡᱟᱣ (ᱟᱨᱴ ᱤᱱᱥᱴᱚᱞᱮᱥᱚᱱ), ᱧᱮᱞ ᱢᱟᱪᱟᱱ ᱫᱚ ᱠᱚᱞᱟ, ᱣᱤᱜᱭᱟᱱ, ᱰᱤᱡᱟᱭᱤᱱ ᱟᱨ ᱴᱮᱠᱱᱚᱞᱚᱡᱤ ᱨᱮᱭᱟᱜ ᱥᱤᱢᱟ ᱵᱟᱲᱦᱟᱣ ᱟᱨ ᱫᱩᱱᱤᱭᱟ ᱵᱷᱟᱞᱟᱭ ᱞᱟᱹᱜᱤᱫ ᱜᱚᱲᱚ ᱮᱢ ᱠᱟᱱᱟ᱾
ᱰᱤᱡᱟᱭᱤᱱ ᱯᱤᱪᱷᱟ ᱨᱮ
ᱯᱨᱮᱥ ᱠᱤᱴ
ᱰᱤᱡᱟᱭᱤᱱᱟᱨ ᱧᱮᱞ ᱠᱷᱚᱱ ᱠᱨᱮᱰᱤᱴ, ᱴᱤᱢ ᱥᱫᱚᱥᱭ ᱟᱨ ᱴᱮᱠᱱᱤᱠᱮᱞ ᱵᱤᱵᱚᱨᱚᱬ ᱮᱢ ᱟᱠᱟᱱᱟ᱾
- ᱟᱞᱜᱟ ᱜᱩᱱ ᱠᱚ
- Pop Star is based on the geometric shape of the icosahedron. Through the deconstruction of space and the reconstruction of form, the artist finally constructed this 'monster' with a huge volume that exceeds the human visual reading scale, like an alien object flying in from another dimension of time and space. Viewers could feel the association between the Pop Star and transcendental theory that Ralph Waldo Emerson said: The world globes itself in a drop of dew.
- ᱢᱟᱯ ᱟᱨ ᱯᱮᱠᱮᱡᱤᱝ
- 15000mm x15000mm x15000mm
- ᱴᱮᱜ ᱠᱚ
- installation, art, view platform, color, light, space, geometric
- ᱛᱮᱭᱟᱨ ᱛᱮᱠᱱᱚᱞᱚᱡᱤ
- Steel structure.
- ᱯᱨᱮᱨᱚᱱᱟ
- Is the world we see reliable?
The human visual system has only three types of cones, so we are like colour blindness when we look at the world, compared with other creatures; While the unique visual system of bird contains four types of cones that allow them to distinguish a lot more colour; Many insects have compound eyes. It consists of a variable number of ommatidia, which is generally hexagonal. - ᱯᱨᱚᱡᱮᱠᱴ ᱥᱚᱢᱚᱭ
- The installation is designed in December 2019 in Beijing and finished in August 2020 in Shanghai.
- ᱠᱟᱹᱢᱤ ᱦᱚᱨ
- Pop Star is based on the geometric shape of the icosahedron. Through the deconstruction of space and the reconstruction of form, the artist finally constructed this 'monster' with a huge volume that exceeds the human visual reading scale, like an alien object flying in from another dimension of time and space. Viewers could feel the association between the Pop Star and transcendental theory that Ralph Waldo Emerson said: The world globes itself in a drop of dew, while the artist enlarges a tiny compound eye into a behemoth.
Spectators can enter the central area to look around the fields. In her abdomen, she is quiet, dependent, and maternal. While from the outside he is extremely oppressive, power-hungry, and fatherly. In different spatial relationships, it not only feels like water but also conveys an ambitious desire at the same time. Among the two contradictory tensions, the dialectical relationship between motion and static is lost, and the visual senses become a fraud and illusion.
"POP STAR" is in this paradoxical state of perception, which expresses a pure form of original power: It is a kind of amplification and extension from instinct. This power is freed from text and narrative, which view the unknown unbounded universe in transcendentalism way. - ᱴᱤᱢ ᱥᱮᱫᱟᱭ ᱠᱚ
- Ai Song, Nan Xueqian
- ᱪᱤᱛᱟᱹᱨ ᱥᱟᱹᱦᱟ
- Li Wei, Ai Song, Li Hao
ᱥᱯᱚᱱᱥᱚᱨᱰ
Designers.org ᱠᱷᱚᱱ ᱯᱟᱨᱚᱢ ᱛᱟᱞᱟᱥ
ᱟᱞᱮᱭᱟᱜ ᱵᱤᱜᱽᱭᱟᱯᱚᱱ ᱥᱟᱹᱜᱟᱹᱭ ᱠᱚ ᱠᱷᱚᱱ ᱯᱨᱚᱰᱟᱠᱴ, ᱥᱮᱵᱟ ᱟᱨ ᱢᱚᱠᱟ ᱩᱫᱩᱜ ᱢᱮ᱾
ᱟᱨᱦᱚᱸ ᱠᱷᱚᱡ ᱢᱮ
ᱥᱟᱹᱜᱟᱹᱭ ᱰᱤᱡᱟᱭᱤᱱ ᱠᱚ
ᱢᱤᱫ ᱞᱮᱠᱟ ᱠᱮᱴᱮᱜᱚᱨᱤ ᱠᱷᱚᱱ ᱟᱨᱦᱚᱸ ᱯᱩᱨᱥᱠᱟᱨ ᱧᱟᱢᱟᱠᱟᱱ ᱰᱤᱡᱟᱭᱤᱱ ᱠᱚ ᱧᱮᱞ ᱢᱮ, ᱡᱚᱜᱭᱟᱛᱟ ᱧᱮᱞ ᱛᱮ ᱵᱟᱪᱷᱟᱣ ᱟᱠᱟᱱᱟ᱾
