<snapdata remixID="8634994"><project name="SNAP Lab 1.2" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="false" 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="Sprite" idx="1" x="-74.58592285960617" y="96.06031039663478" heading="105" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,235,247,1" 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="10" y="47.83333433333337"><block s="doForever"><script><block s="doRest"><l>0.1</l></block><block s="doPlayNote"><l>57</l><l>0.2</l></block><block s="doPlayNote"><l>60</l><l>0.2</l></block><block s="doPlayNote"><l>62</l><l>0.3</l></block><block s="doPlayNote"><l>62</l><l>0.5</l></block><block s="doPlayNote"><l>62</l><l>0.2</l></block><block s="doPlayNote"><l>64</l><l>0.2</l></block><block s="doPlayNote"><l>65</l><l>0.3</l></block><block s="doPlayNote"><l>65</l><l>0.4</l></block><block s="doPlayNote"><l>65</l><l>0.2</l></block><block s="doPlayNote"><l>67</l><l>0.2</l></block><block s="doPlayNote"><l>64</l><l>0.3</l></block><block s="doPlayNote"><l>64</l><l>0.5</l></block><block s="doPlayNote"><l>62</l><l>0.2</l></block><block s="doPlayNote"><l>60</l><l>0.2</l></block><block s="doPlayNote"><l>60</l><l>0.2</l></block><block s="doPlayNote"><l>62</l><l>0.4</l></block><block s="doRest"><l>0.2</l></block><block s="doPlayNote"><l>57</l><l>0.2</l></block><block s="doPlayNote"><l>60</l><l>0.2</l></block><block s="doPlayNote"><l>62</l><l>0.3</l></block><block s="doPlayNote"><l>62</l><l>0.5</l></block><block s="doPlayNote"><l>62</l><l>0.2</l></block><block s="doPlayNote"><l>64</l><l>0.2</l></block><block s="doPlayNote"><l>65</l><l>0.3</l></block><block s="doPlayNote"><l>65</l><l>0.4</l></block><block s="doPlayNote"><l>65</l><l>0.2</l></block><block s="doPlayNote"><l>67</l><l>0.2</l></block><block s="doPlayNote"><l>64</l><l>0.3</l></block><block s="doPlayNote"><l>64</l><l>0.5</l></block><block s="doPlayNote"><l>62</l><l>0.2</l></block><block s="doPlayNote"><l>60</l><l>0.2</l></block><block s="doPlayNote"><l>62</l><l>0.4</l></block><block s="doRest"><l>0.4</l></block></script></block></script><script x="377.999999" y="30"><block s="doForever"><script><block s="gotoXY"><l>-20</l><l>10</l></block><block s="forward"><l>100</l></block><block s="down"></block><block s="setColor"><color>24,77,0,1</color></block><block s="setSize"><l>8</l></block><block s="turn"><l>90</l></block><block s="forward"><l>80</l></block><block s="changeSize"><l>-5</l></block><block s="setColor"><color>255,71,202,1</color></block><block s="gotoXY"><l>-20</l><l>10</l></block><block s="forward"><l>100</l></block><block s="down"></block><block s="setColor"><color>51,255,140,1</color></block><block s="setSize"><l>8</l></block><block s="turn"><l>90</l></block><block s="forward"><l>69</l></block><block s="changeSize"><l>-5</l></block><block s="setColor"><color>216,163,255,1</color></block><block s="turn"><l>90</l></block><block s="forward"><l>25</l></block><block s="changeSize"><l>9</l></block><block s="setColor"><color>255,235,247,1</color></block></script></block></script><script x="280.999999" y="43"><block s="doForever"><script><block s="doWait"><l>1</l></block><block s="clear"></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="SNAP Lab 1.2" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>