<snapdata remixID="9171345"><project name="U1L3-AngleExperiments1" app="Snap! 5.4, http://snap.berkeley.edu" 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NHTEcGxL/AZil9koD9/S2FhERC7Bo0ePMGmiP5ZGR8vfHR141A2A8RvWw2/c+LKWDhg8CDuTkqts8Zq4tQgKCYGjoyOiIyPx8UdDqrRhA4QroBsAiSSefftgX+rel9QZ7euDmOgvubmIK1d9xc1FJB+t29raCleRjRStgK4A3LVnN/p796sg1u3bt9HLywv/PX9etJDMUJwCugKQSNTl/feRdeyYUbXOnTuHgOBgnPr+xXIc4mRlVkIV+D+219zzL/Ys/AAAAABJRU5ErkJggg==</thumbnail><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" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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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="-76" y="139.99999999999997" heading="261" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="16.666666666666657" y="16.66666666666667"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="107.00000000000003"><block s="clear"></block></script><script x="16.666666666666657" y="200.66666666666663"><block s="clear"></block></script><script x="16.666666666666657" y="337.66666666666674"><block s="clear"></block></script><script x="125.66666666666663" y="104.00000000000003"><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="162.66666666666663" y="217.66666666666663"><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</l></block></script><script x="31.666666666666657" y="378.66666666666674"><block s="doRepeat"><l>10</l><script><block s="forward"><l>25</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-90</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>36</l></block><block s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="false">D. 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