<snapdata remixID="11157958"><project name="Recurtion. " 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="Recurtion. "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle %&apos;Size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="hide"></block><block s="clear"></block><block s="setSize"><block var="Size"/></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>242,24,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>44,0,231,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,229,38,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="Square %&apos;Size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="hide"></block><block s="clear"></block><block s="setSize"><block var="Size"/></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>242,24,0,1</color></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>44,0,231,1</color></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>4</l><script><block s="setColor"><color>0,229,38,1</color></block><block s="forward"><l>25</l></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block><block s="doWait"><l>2</l></block></script></block-definition><block-definition s="Nested Triangle, size: %&apos;Size #&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="getScale"></block><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="Size #"/></block><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportQuotient"><block var="Size #"/><l>2</l></block></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Nested Square, size: %&apos;Size #&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="getScale"></block><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="Size #"/></block><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportQuotient"><block var="Size #"/><l>2</l></block></block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="Nested Polygons, size: %&apos;Size #&apos; Sides: %&apos;Sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block s="getScale"></block><l>9</l></block><script><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block var="Size #"/></block><block s="doRepeat"><block var="Sides"/><script><block s="forward"><block s="reportQuotient"><block var="Size #"/><l>2</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Sides"/></block></block></script></block></script></block></script></block-definition></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" 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</pentrails><costumes><list 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s="down"></block><custom-block s="Nested Square, size: %s"><l>100</l></custom-block><block s="doWait"><l>1</l></block><block s="hide"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="Nested Polygons, size: %s Sides: %s"><l>50</l><l>12</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Recurtion. 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