<snapdata remixID="11517058"><project name="Hudsons Scavenger Hunt" 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="Hudsons Scavenger Hunt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-20" y="9.999999999999659" heading="93.59000000000003" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,255,59,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="122" y="297.16666666666674"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doRepeat"><l>10</l><script><block s="doPlayNote"><l>60</l><l>1</l></block><block s="doRest"><l>.10</l></block><block s="doPlayNote"><l>62</l><l>1</l></block><block s="doRest"><l>.10</l></block></script></block><block s="doPlayNote"><l>68</l><l>1</l></block><block s="doRest"><l>.10</l></block><block s="doPlayNote"><l>67</l><l>1</l></block></script><script x="343" y="287.16666666666686"><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>5</l></block><block s="down"></block><block s="forward"><l>70</l></block><block s="turn"><l>90</l></block><block s="forward"><l>70</l></block><block s="setSize"><l>10</l></block><block s="setColor"><color>31,255,59,1</color></block><block s="forward"><l>70</l></block><block s="turn"><l>90</l></block><block s="forward"><l>70</l></block><block s="turn"><l>90</l></block></script><script x="245" y="251.16666666666674"><block s="gotoXY"><l>-20</l><l>10</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Hudsons Scavenger Hunt" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>