<snapdata remixID="11877639"><project name="Geometic Flowers" 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="Geometic Flowers"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Rhombus with Acute Angle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>70</l></block><block s="turn"><l>40</l></block><block s="forward"><l>70</l></block><block s="turn"><l>140</l></block></script></block></script></block-definition><block-definition s="Rhombus 2" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>70</l></block><block s="turn"><l>100</l></block><block s="forward"><l>70</l></block><block s="turn"><l>80</l></block></script></block></script></block-definition><block-definition s="Rectangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block></script></block></script></block-definition><block-definition s="Shape" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>50</l></block><block s="turn"><l>20</l></block><block s="forward"><l>50</l></block><block s="turn"><l>160</l></block></script></block-definition><block-definition s="Fill flower #1" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>13</l><l>-97</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-51</l><l>-76</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-82</l><l>-27</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-90</l><l>27</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-70</l><l>78</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-13</l><l>110</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>53</l><l>90</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>88</l><l>44</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>94</l><l>-14</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>65</l><l>-70</l></block><block s="setColor"><color>109,175,255,1</color></block><block s="floodFill"></block><block s="doWait"><l>3</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="gotoXY"><l>-65</l><l>-37</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-77</l><l>8</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-58</l><l>55</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-15</l><l>74</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>33</l><l>71</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>64</l><l>41</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>75</l><l>-14</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>61</l><l>-48</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>47</l><l>-59</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>19</l><l>-76</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-32</l><l>-70</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-67</l><l>-39</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-67</l><l>-39</l></block><block s="setColor"><color>195,169,255,1</color></block><block s="floodFill"></block><block s="doWait"><l>3</l></block><block s="gotoXY"><l>-46</l><l>-28</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-55</l><l>8</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-39</l><l>44</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-7</l><l>55</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>20</l><l>51</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>47</l><l>27</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>41</l><l>-36</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>11</l><l>-54</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-19</l><l>-45</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>-48</l><l>-24</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="gotoXY"><l>54</l><l>-5</l></block><block s="setColor"><color>255,216,108,1</color></block><block s="floodFill"></block><block s="doWait"><l>3</l></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" id="270"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="271"></list></costumes><sounds><list struct="atomic" id="272"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><sprite name="Sprite" idx="1" x="0" y="0" heading="346" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,232,42,1" pen="tip" id="279"><costumes><list struct="atomic" id="280"></list></costumes><sounds><list struct="atomic" id="281"></list></sounds><blocks></blocks><variables></variables><scripts><script x="50" y="26"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>18,17,0,1</color></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Rhombus with Acute Angle"></custom-block><block s="turn"><l>36</l></block></script></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Rhombus 2"></custom-block><block s="turn"><l>36</l></block></script></block><block s="doWait"><l>3</l></block><custom-block s="Fill flower #1"></custom-block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="up"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>20</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Rectangle"></custom-block><block s="turn"><l>30</l></block></script></block><block s="doWait"><l>3</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>255,232,42,1</color></block><block s="doRepeat"><l>20</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Shape"></custom-block><block s="turn"><l>30</l></block></script></block><block s="doRepeat"><l>10</l><script><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="Rhombus 2"></custom-block><block s="turn"><l>36</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Geometic Flowers" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>