<snapdata remixID="12004850"><project name=" Lab 2.2 - Debugging Loops&#xD;" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name=" Lab 2.2 - Debugging Loops&#xD;"><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="true" hyperops="true" codify="false" inheritance="false" 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="100" y="150" heading="90" scale="0.25" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_images-removebg-preview "></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="420.041015625" y="98.99999999999997" w="275" collapsed="false">Have Alonzo Draw 20 steps that are 15 units long</comment><script x="104" y="59.16666666666666"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-200</l><l>-150</l></block><block s="down"></block><block s="doRepeat"><l>20</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>15</l></block><block s="turn"><l>90</l></block><block s="forward"><l>15</l></block></script></block><block s="doPlayNote"><l>60</l><l>0.5</l></block><block s="doPlayNote"><l>50</l><l>0.5</l></block><block s="doPlayNote"><l>40</l><l>0.5</l></block><block s="doPlayNote"><l>30</l><l>0.5</l></block><block s="doPlayNote"><l>20</l><l>0.5</l></block><block s="doPlayNote"><l>10</l><l>0.5</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name=" Lab 2.2 - Debugging Loops
" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="images-removebg-preview " center-x="94.5" center-y="133.5" 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" 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