<snapdata remixID="11747735"><project name="Graphing mc pencilton" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Graphing mc pencilton"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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" 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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="pencil" idx="1" x="0" y="80" heading="90" scale="0.32" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="8,17,255,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="pencil_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="312" y="10"><block s="receiveGo"></block><block s="setColor"><color>8,17,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>hi, I&apos;m Mr. pencil! but you can just call me pencil. and I&apos;m going to draw then erase a small little creative graph and i am excited to show you !</l><l>3</l></block><block s="setScale"><l>32</l></block><block s="down"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="up"></block><block s="doSayFor"><l>Ok! i have made the graph, now its time to erase then maybe try another shape :)</l><l>8</l></block><block s="clear"></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="up"></block><block s="down"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>-80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>80</l><l>80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>-80</l><l>-80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>80</l><l>-80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>80</l><l>-80</l></block><block s="gotoXY"><l>-80</l><l>80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="gotoXY"><l>80</l><l>-80</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Oh look! the shape looks like a star!! thats nice :D</l><l>2</l></block><block s="gotoXY"><l>-80</l><l>-80</l></block><block s="gotoXY"><l>80</l><l>80</l></block><block s="gotoXY"><l>-80</l><l>80</l></block><block s="gotoXY"><l>80</l><l>-80</l></block><block s="gotoXY"><l>-80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>80</l></block><block s="gotoXY"><l>80</l><l>0</l></block><block s="gotoXY"><l>0</l><l>-80</l></block><block s="gotoXY"><l>0</l><l>80</l></block><block s="doSayFor"><l>Aw.. this don&apos;t look so well. well "Game Over My Friend"</l><l>2</l></block></script><script x="227" y="686.9999999999998"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Graphing mc pencilton" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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