data:image/png;base64,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data:image/png;base64,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you want a secound one? press space bar2

-40,70-32.499999999999545,57.00961894323365-30.932073050984286,42.09179051270959-35.56732796660799,27.825942768282147-45.604287061990476,16.678770386120902-59.307468926629326,10.577720739983477-74.30746892662933,10.577720739983477-88.01065079126852,16.67877038612005-98.0476098866518,27.82594276828064-102.68286480227641,42.0917905127078-101.11493785326206,57.00961894323194-93.61493785326252,69.99999999999875-81.47968293763859,78.81677878438623-66.8074689266316,81.93545414665309-52.13525491562439,78.816778784387170