<snapdata remixID="12526458"><project name="Shapes" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Shapes"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-22.9999999999784" y="97.00000000000138" heading="89.99999999999784" scale="0.35" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="8.999999999999996,46.00000000000001,255,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_fountain-pen-cartoon-icon-vector-7217062-removebg-preview"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="87" y="31.333333333333343"><block s="receiveGo"></block><block s="up"></block><block s="doSwitchToCostume"><l>fountain-pen-cartoon-icon-vector-7217062-removebg-preview</l></block><block s="setScale"><l>35</l></block><block s="gotoXY"><l>-50</l><l>-100</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>9,46,255,1</color></block><block s="setSize"><l>5</l></block><block s="clear"></block><block s="doForever"><script><block s="doAsk"><l>Give me a shape in a number. For example if you mant a triangle then input 3.</l></block><block s="gotoXY"><block s="reportRandom"><l>-250</l><l>175</l></block><block s="reportRandom"><l>-200</l><l>175</l></block></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="down"></block><block s="forward"><l>50</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block s="getLastAnswer"></block></block></block></script></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>20</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Shapes" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="fountain-pen-cartoon-icon-vector-7217062-removebg-preview" center-x="6.5" center-y="149.51666666666665" image="data:image/png;base64,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" mediaID="Sprite_cst_fountain-pen-cartoon-icon-vector-7217062-removebg-preview"/></media></snapdata>