<snapdata remixID="14944327"><project name="Somanna - Modern Art With Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Somanna - Modern Art With Polygons"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="Somanna - Modern Art With Polygons_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="0"><sprite name="Sprite" idx="1" x="11" y="12" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="43,255,189,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="42" y="10"><block s="receiveGo"></block><block s="hide"></block><block s="setColor"><color>255,35,71,1</color></block><block s="setHeading"><l>120</l></block><block s="gotoXY"><l>0</l><l>157</l></block><block s="doSetVar"><l>Number of Sides</l><l>6</l></block><block s="doSetVar"><l>Side Length</l><l>146</l></block><block s="doSetVar"><l>Angle</l><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>20</l><l>125</l></block><block s="floodFill"></block><block s="doBroadcast"><l>Second Step</l><list></list></block><block s="doBroadcast"><l>8th Step</l><list></list></block></script><script x="173" y="16"><block s="clear"></block></script><script x="399" y="28.00000000000003"><block s="receiveMessage"><l>Second Step</l><list></list></block><block s="gotoXY"><l>0</l><l>135</l></block><block s="setColor"><color>255,171,51,1</color></block><block s="doSetVar"><l>Side Length</l><l>125</l></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>14</l><l>101</l></block><block s="floodFill"></block><block s="doBroadcast"><l>Third Step</l><list></list></block></script><script x="622" y="17.00000000000003"><block s="receiveMessage"><l>Third Step</l><list></list></block><block s="setColor"><color>255,248,46,1</color></block><block s="gotoXY"><l>0</l><l>110</l></block><block s="doSetVar"><l>Side Length</l><l>100</l></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-1</l><l>74</l></block><block s="floodFill"></block><block s="doBroadcast"><l>4th step</l><list></list></block></script><script x="229" y="371.4999999999999"><block s="receiveMessage"><l>5th step</l><list></list></block><block s="setColor"><color>27,196,0,1</color></block><block s="gotoXY"><l>0</l><l>75</l></block><block s="doSetVar"><l>Side Length</l><l>65</l></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>14</l><l>48</l></block><block s="floodFill"></block><block s="doBroadcast"><l>6th Step</l><list></list></block></script><script x="442" y="372.16666666666663"><block s="receiveMessage"><l>6th Step</l><list></list></block><block s="setColor"><color>0,159,98,1</color></block><block s="gotoXY"><l>0</l><l>60</l></block><block s="doSetVar"><l>Side Length</l><l>50</l></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>8</l><l>23</l></block><block s="floodFill"></block><block s="doBroadcast"><l>7th Step</l><list></list></block><block s="doBroadcast"><l>15th step</l><list></list></block></script><script x="640" y="370.5"><block s="receiveMessage"><l>7th Step</l><list></list></block><block s="setColor"><color>43,255,189,1</color></block><block s="gotoXY"><l>0</l><l>45</l></block><block s="doSetVar"><l>Side Length</l><l>35</l></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>11</l><l>12</l></block><block s="floodFill"></block></script><script x="34" y="411"><block s="receiveMessage"><l>4th step</l><list></list></block><block s="gotoXY"><l>0</l><l>90</l></block><block s="setColor"><color>192,255,128,1</color></block><block s="doSetVar"><l>Side Length</l><l>80</l></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-1</l><l>60</l></block><block s="floodFill"></block><block s="doBroadcast"><l>5th step</l><list></list></block><block s="doBroadcast"><l>14th step</l><list></list></block></script><script x="375" y="11.333333333333258"><block s="show"></block></script><script x="94" y="759.3333333333333"><block s="receiveMessage"><l>Go Again</l><list></list></block><block s="hide"></block><block s="setColor"><color>251,53,0,1</color></block><block s="setHeading"><l>120</l></block><block s="gotoXY"><l>0</l><l>157</l></block><block s="doSetVar"><l>Number of Sides</l><l>6</l></block><block s="doSetVar"><l>Side Length</l><l>146</l></block><block s="doSetVar"><l>Angle</l><block s="reportQuotient"><l>360</l><block var="Number of Sides"/></block></block><block s="down"></block><block s="doRepeat"><block var="Number of Sides"/><script><block s="forward"><block var="Side Length"/></block><block s="turn"><block var="Angle"/></block></script></block><block s="up"></block><block s="gotoXY"><l>20</l><l>125</l></block><block s="floodFill"></block><block s="doBroadcast"><l>Second Step</l><list></list></block><block s="doBroadcast"><l>8th Step</l><list></list></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="16" y="-113.25" heading="180" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="255,20,217,1" pen="tip" id="294"><costumes><list id="295"><item><ref mediaID="Somanna - Modern Art With Polygons_Sprite(2)_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="296"></list></sounds><blocks></blocks><variables></variables><scripts><script x="224" y="245"><block s="receiveGo"></block><block s="hide"></block></script><script x="250" y="107.5"><block s="setScale"><l>50</l></block></script><script x="435" y="77"><block s="receiveMessage"><l>9th step</l><list></list></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-64</l><l>-89</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="setColor"><color>44,141,255,1</color></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>10th step</l><list></list></block></script><script x="268" y="157.33333333333326"><block s="show"></block></script><script x="628" y="90.66666666666663"><block s="receiveMessage"><l>10th step</l><list></list></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>116</l><l>-61</l></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="setColor"><color>43,90,255,1</color></block><block s="forward"><l>40</l></block><block s="setSize"><l>4</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>2</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>11th step</l><list></list></block></script><script x="180" y="10"><block s="clear"></block></script><script x="348" y="146"><block s="up"></block></script><script x="170" y="342.66666666666663"><block s="receiveMessage"><l>11th step</l><list></list></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>64</l><l>-89</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="setColor"><color>43,0,191,1</color></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>12th step</l><list></list></block></script><script x="373" y="449.66666666666674"><block s="receiveMessage"><l>12th step</l><list></list></block><block s="setColor"><color>197,171,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-93</l><l>-46.25</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block></script><script x="19" y="185.66666666666663"><block s="receiveMessage"><l>8th Step</l><list></list></block><block s="up"></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-116</l><l>-61</l></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="setColor"><color>73,182,255,1</color></block><block s="forward"><l>40</l></block><block s="setSize"><l>4</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>2</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>9th step</l><list></list></block></script><script x="587" y="471.33333333333337"><block s="receiveMessage"><l>12th step</l><list></list></block><block s="setColor"><color>203,94,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>93</l><l>-46.25</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>13th step</l><list></list></block></script><script x="13" y="723.6666666666669"><block s="receiveMessage"><l>13th step</l><list></list></block><block s="setColor"><color>187,85,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-35</l><l>-59.25</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block></script><script x="188" y="758.3333333333335"><block s="receiveMessage"><l>13th step</l><list></list></block><block s="setColor"><color>151,0,252,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>35</l><l>-59.25</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block></script><script x="401" y="824"><block s="receiveMessage"><l>14th step</l><list></list></block><block s="setColor"><color>221,97,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-47</l><l>-33.25</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block></script><script x="605" y="856.666666666667"><block s="receiveMessage"><l>14th step</l><list></list></block><block s="setColor"><color>245,156,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>47</l><l>-33.25</l></block><block s="setSize"><l>11</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>9</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block></script><script x="20" y="1120.3333333333335"><block s="receiveMessage"><l>15th step</l><list></list></block><block s="setColor"><color>233,94,255,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>-16</l><l>-23.25</l></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>6</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>2</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>16th step</l><list></list></block></script><script x="211" y="1171"><block s="receiveMessage"><l>15th step</l><list></list></block><block s="setColor"><color>255,20,217,1</color></block><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>16</l><l>-23.25</l></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="forward"><l>40</l></block><block s="setSize"><l>6</l></block><block s="forward"><l>20</l></block><block s="setSize"><l>3</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>2</l></block><block s="forward"><l>10</l></block><block s="setSize"><l>1</l></block><block s="forward"><l>10</l></block><block s="up"></block><block s="doBroadcast"><l>16th step</l><list></list></block></script><script x="469" y="1219"><block s="receiveMessage"><l>16th step</l><list></list></block><block s="doWait"><l>8</l></block><block s="clear"></block><block s="doBroadcast"><l>Go Again</l><list></list></block></script></scripts></sprite><watcher var="Angle" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="Side Length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Number of Sides" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="-2" y="6.000005999999985" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="-3" y="28.00000799999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="xPosition" style="normal" x="10" y="94.00000799999998" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="10" y="115.00000999999997" color="74,108,212" hidden="true"/></sprites></stage><variables><variable name="Angle"><l>60</l></variable><variable name="Side Length"><l>35</l></variable><variable name="Number of Sides"><l>6</l></variable></variables></scene></scenes></project><media name="Somanna - Modern Art With Polygons" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Somanna - Modern Art With Polygons_Stage_cst_Untitled"/><costume name="costume1" center-x="19.5" center-y="17.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACcAAAAjCAYAAAAXMhMjAAAAaElEQVR4AezSwQkAIQxE0RDY+5aw/Te13mxDa/ggjPCFHAfMy/R860udfqr+1OkKfn6OHkc55agAzdk55agAzdk55agAzdk55agAzdk55agAzV3UObrioZxyFFY55agAzcV3buzNImcBAAD//yls3r0AAAAGSURBVAMApdRvpHWJDywAAAAASUVORK5CYII=" mediaID="Somanna - Modern Art With Polygons_Sprite(2)_cst_costume1"/></media></snapdata>