<snapdata remixID="10759162"><project name="Lab 10/12/21 Squares and Triangles and Stars" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Arrow" idx="1" x="-44.30743440390097" y="-117.12374344213544" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="46,0,244,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27" y="44"><block s="receiveKey"><l><option>1</option></l></block><custom-block s="Square %n"><l>4</l></custom-block></script><script x="219" y="45.66666666666666"><block s="receiveKey"><l><option>2</option></l></block><custom-block s="Triangle %s"><l>3</l></custom-block></script><script x="431" y="45.66666666666666"><block s="receiveKey"><l><option>3</option></l></block><custom-block s="Diamond %s"><l>2</l></custom-block></script><script x="23" y="120.66666666666666"><block s="receiveKey"><l><option>4</option></l></block><custom-block s="Pentagon %s"><l>5</l></custom-block></script><script x="211" y="120.66666666666666"><block s="receiveKey"><l><option>5</option></l></block><custom-block s="Parallelogram %s"><l>2</l></custom-block></script><script x="428" y="112.66666666666666"><block s="receiveKey"><l><option>6</option></l></block><custom-block s="Star %s"><l>5 </l></custom-block></script><script x="23" y="212.00000000000003"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Square %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Square</l><l>2</l></block><block s="down"></block><block s="setColor"><color>225,31,0,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Triangle %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Triangle</l><l>2</l></block><block s="down"></block><block s="setColor"><color>63,218,0,1</color></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Diamond %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Diamond</l><l>2</l></block><block s="down"></block><block s="setColor"><color>0,213,203,1</color></block><block s="setSize"><l>3</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block><block s="turn"><l>60</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Pentagon %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="down"></block><block s="setColor"><color>46,0,244,1</color></block><block s="setSize"><l>4</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>100</l></block><block s="turn"><l>72</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Parallelogram %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Parallelogram</l><l>2</l></block><block s="down"></block><block s="setColor"><color>149,0,198,1</color></block><block s="setSize"><l>5</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>150</l></block><block s="turn"><l>80</l></block><block s="forward"><l>100</l></block><block s="turn"><l>100</l></block></script></block><block s="hide"></block></script></block-definition><block-definition s="Star %&apos;Sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="show"></block><block s="doSayFor"><l>Star</l><l>2</l></block><block s="down"></block><block s="setColor"><color>233,216,0,1</color></block><block s="setSize"><l>6</l></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>130</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>58</l></block></script></block><block s="hide"></block></script></block-definition></blocks><variables></variables></project><media name="Lab 10/12/21 Squares and Triangles and Stars" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>