<snapdata remixID="12593920"><project name="Do_Now 2.2_Starter" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Do_Now 2.2_Starter"><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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lLy5BAgQIFAtIMDV63d5AgQIEEgJCHBK3lwCBAgQqBYQ4Or1uzwBAgQIpAQEOCVvLgECBAhUCwhw9fpdngABAgRSAgKckjeXAAECBKoFBLh6/S5PgAABAikBAU7Jm0uAAAEC1QICXL1+lydAgACBlIAAp+TNJUCAAIFqAQGuXr/LEyBAgEBKQIBT8uYSIECAQLWAAFev3+UJECBAICUgwCl5cwkQIECgWkCAq9fv8gQIECCQEhDglLy5BAgQIFAtIMDV63d5AgQIEEgJCHBK3lwCBAgQqBYQ4Or1uzwBAgQIpAQEOCVvLgECBAhUCwhw9fpdngABAgRSAgKckjeXAAECBKoFBLh6/S5PgAABAikBAU7Jm0uAAAEC1QICXL1+lydAgACBlIAAp+TNJUCAAIFqAQGuXr/LEyBAgEBKQIBT8uYSIECAQLWAAFev3+UJECBAICUgwCl5cwkQIECgWkCAq9fv8gQIECCQEhDglLy5BAgQIFAtIMDV63d5AgQIEEgJCHBK3lwCBAgQqBYQ4Or1uzwBAgQIpAQEOCVvLgECBAhUCwhw9fpdngABAgRSAgKckjeXAAECBKoFBLh6/S5PgAABAikBAU7Jm0uAAAEC1QICXL1+lydAgACBlIAAp+TNJUCAAIFqAQGuXr/LEyBAgEBKQIBT8uYSIECAQLWAAFev3+UJECBAICUgwCl5cwkQIECgWkCAq9fv8gQIECCQEhDglLy5BAgQIFAtIMDV63d5AgQIEEgJCHBK3lwCBAgQqBYQ4Or1uzwBAgQIpAQEOCVvLgECBAhUCwhw9fpdngABAgRSAgKckjeXAAECBKoFBLh6/S5PgAABAikBAU7Jm0uAAAEC1QICXL1+lydAgACBlIAAp+TNJUCAAIFqAQGuXr/LEyBAgEBKQIBT8uYSIECAQLWAAFev3+UJECBAICUgwCl5cwkQIECgWkCAq9fv8gQIECCQEhDglLy5BAgQIFAtIMDV63d5AgQIEEgJCHBK3lwCBAgQqBYQ4Or1uzwBAgQIpAQEOCVvLgECBAhUCwhw9fpdngABAgRSAgKckjeXAAECBKoFBLh6/S5PgAABAikBAU7Jm0uAAAEC1QICXL1+lydAgACBlIAAp+TNJUCAAIFqAQGuXr/LEyBAgEBKQIBT8uYSIECAQLWAAFev3+UJECBAICUgwCl5cwkQIECgWkCAq9fv8gQIECCQEhDglLy5BAgQIFAtIMDV63d5AgQIEEgJCHBK3lwCBAgQqBYQ4Or1uzwBAgQIpAQEOCVvLgECBAhUCwhw9fpdngABAgRSAgKckjeXAAECBKoFBLh6/S5PgAABAikBAU7Jm0uAAAEC1QICXL1+lydAgACBlIAAp+TNJUCAAIFqAQGuXr/LEyBAgEBKQIBT8uYSIECAQLWAAFev3+UJECBAICUgwCl5cwkQIECgWkCAq9fv8gQIECCQEhDglLy5BAgQIFAtIMDV63d5AgQIEEgJ/BuL6ot4T+26MAAAAABJRU5ErkJggg==</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="0" y="0" heading="90" scale="0.5000000000000003" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_Alonzo"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="444.7626953125" y="145" w="275" collapsed="false">Have Alonzo Draw 8 steps that are 10 units long</comment><script x="209" y="82"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>how many stairs should I draw</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="down"></block><block s="turn"><l>270</l></block><block s="forward"><l>10</l></block><block s="setHeading"><l>90</l></block><block s="forward"><l>10</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Do_Now 2.2_Starter" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" mediaID="Sprite_cst_Alonzo"/></media></snapdata>