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ZyWREgAVlhokZCESABhSJLuawIkICsMFEjoQiQgEKRpVxWBEhAVpiokVAESEChyFIuKwIkICtM1EgoAiSgUGQplxUBEpAVJmokFAESUCiylMuKAAnIChM1EooACSgUWcplRYAEZIWJGglFgAQUiizlsiLwf8mmePO2omC5AAAAAElFTkSuQmCCdata:image/png;base64,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Updated by Dion Suarez and Geraardo Martinez 8-26-18 U1l3p6-Modern Arts with polygons

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