data:image/png;base64,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data:image/png;base64,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Updated by Tayler Holcomb on 9/15/19
U2L2p5 Making Art by Using Data Structures
Unit 2 Lab 2: Making Art by Using Data Structures > Mandala DesignLABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121cont3catchtagcontcatchtagSpriteSprite-161.8033988749903,-117.5570504584939-111.80339887499031,-117.5570504584939-71.35254915624296,-146.94631307311772-55.901699437495836,-194.49913888787546-71.35254915624341,-242.0519647026331-111.80339887499099,-271.44122731725656-161.803398874991,-271.44122731725656-202.25424859373834,-242.05196470263274-217.70509831248546,-194.499138887875-202.25424859373788,-146.94631307311738