Figures in Art: Difference between revisions
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<data table="Courses" template="Infobox class"> | <data table="Courses" template="Infobox class"> | ||
coursename = Figures in Art | coursename = Figures in Art | ||
description = | description = From the Renaissance to Modern Art, the human figure has long been a source of inspiration to artists. In this class we will explore how artists have approached their depictions of the human body. Using that inspiration, we will create 3-dimensional and 2-dimensional works that all depict some aspect of the figure. | ||
department = [[Visual Arts]] | department = [[Visual Arts]] | ||
teacher = [[Aubree Karner]] | teacher = [[Aubree Karner]] | ||
| Line 20: | Line 20: | ||
ST = y | ST = y | ||
</data> | </data> | ||
From the Renaissance to Modern Art, the human figure has long been a source of inspiration to artists. In this class we will explore how artists have approached their depictions of the human body. Using that inspiration, we will create 3-dimensional and 2-dimensional works that all depict some aspect of the figure. | |||
[[Category:Courses in Catalog]] | [[Category:Courses in Catalog]] | ||
Revision as of 13:35, 9 April 2020
coursename = Figures in Art
description = From the Renaissance to Modern Art, the human figure has long been a source of inspiration to artists. In this class we will explore how artists have approached their depictions of the human body. Using that inspiration, we will create 3-dimensional and 2-dimensional works that all depict some aspect of the figure.
department = Visual Arts
teacher = Aubree Karner
sessions = 1
prerequisites =
note =
grcode = FA
offered = 20-21
opento = Freshmen
Sophomores
Juniors
Seniors
requiredby = Career & College
Fine Arts
Liberal Arts
STEM
09 = y
10 = y
11 = y
12 = y
CC = y
FA = y
LA = y
ST = y
From the Renaissance to Modern Art, the human figure has long been a source of inspiration to artists. In this class we will explore how artists have approached their depictions of the human body. Using that inspiration, we will create 3-dimensional and 2-dimensional works that all depict some aspect of the figure.