<snapdata remixID="10681160"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACKlJREFUeF7tnXlQVVUcx78PzDTSUswMNcklTRMzrHFpRkrAKTFzS8xA0cpKwUyTNJqaxhbGtALK0hStRIesUXLGBqWhMk1F2xRaLLcyKjJzi1GE5j69dMGl++459767fP2HkTm/7++87/cz5567PXw1NTU14D/bOVCckYOY2ZP988pqHef/mfbLOtvNU3RCPgIoaqH8ehW4qJQhfghPnTiJ0IYXyW9kA0UCaIMQtFNQ4VN/1yNlCPqfWQltNlUp0yGAUmyUI1IfPrcedrVuEUA57EhRUfZ9X+eurtVy456vvlEEUAo6YiKFaZmIz0r3i6gQegE+5fMSQDF2hKv3fbodqxJPw+cV6HgIFsZGnkD9fZ/XIOQKKI+lgJVU+HwhPtRU13AFDNhBFgg5kJ+Qim5j7kDR9HkYmDMTnYfeJqTnxGKugEFI7fuCYoRFd8KM/sPRtzocrXt3x115LwRhJsFvSQCDkMHLj2bAl78ZiVvewpURVwVhBvZpSQAtzmJG5wFoczQEu6r+RrfmEZhYtsriGdirHQG0KI+Vb+dhX/oiNPCF+Dv2y80AdpUj+uFRFs3Anm0IoAW5PBU3GuGlFbWdDoWeQkTzFrjvy3wLutu7BQE0MZ81a9agNDULjU7UfeKt19In0Dc2xsTOzpEmgBZk9XHGq+g/e5L/ub6qhiGYUlqA0MYXW9DZ/i0IoAUZKeA163g1ynftRuTsFIxMSbKgqzNaEECTc9LeaqsKa4gpZQUIDQ01uatz5AmgyVlpAYwtmIOu0TeY3NFZ8gTQxLy8/qCBHmsJoB6XBMZUlP6EvLiJ6D19LG6eeq+AkjtLCaBJuSqrn9cerTJiJQE04pqOGu3hN3nDElx+TWsdVd4bQgBNyJx7P/2mEkD9XukeqQWwfXwfJOQ+o7vWawMJoOTEs9vEQ/tlE9wHXthgAigZQFVOWQUvaxeBsRuXmtTBHbIEUGKOW7OW46a00RIV3S9FACVmrN37hXe5BmOKFkhUd6cUAZSYa53bbvOmo+uogRLV3SlFACXlmp+QhvIvymrVePKhz1gCqM+n/x3Fa3//a9E5BxBAY76dVVV56AgWdBvm/z1XP/2mEkD9XnGkCQ4QQAmmqoffRs2a4oEd70lQ9I4EAZSQtXb/Fz05Ef1mTpCg6g0JAighZy2A3P8FZigBDMyvs0Yv6Z2Ew/vLefnFoI8E0KBxapl29QtpEIrJez8UVPRWOQGUlHd1VTUqSnehZdS1khS9IUMABXP+duV6dBkRK6ji3XICKJD9ryU78e6QR7j/E/CQAAqYl9v7XhzZ/xsBFPCQAAqYx/u/AuadKSWAAh7Wefcjrg8SlvDdj0DtJICBOqYZ/96Iafhl09f+3/ACtDEjCaAx31glyQECKGCkcgj2hYQgrFU4xm/NE1DybikBNJh9VeUJvNZhEM+ADfqnlhFAgwaWZK/AxhcWEUCD/hFAQeP4DoiggbwMI2bg/E6DcfJ4JVdAMRv551oF/fNfhild8SHiXpkhKuXJeu4BPRm7fT40ATSYBW/DGTSuXhkBNOgjATRoHAGUYxwBlOMjV0CDPhJAg8ZxBZRjHAGU4yNXQDk+UsWgAwTQoHFq2ZEDf2D/hi/Q9e54QSVvlhNAg7krLyMVTsnknRCD/qllBNCggcd++xOLbkwkgAb9I4CCxinl/EoOcRO5Agp4SAAFzDtTSgAFPFQAbNjkErS9pScGvfm0gJJ3Swmgd7O3xScngAIxfLV4FTZl5uLE0eNoGdUJiWtfE1DzZikBFMg9L+5BVJT+yDNhAQ8JoIB5e4o2oyA5gwAKeEgABczjpRhB8wA+ki9qIS/FiDnIFVDMP+wtLkG7mF6CKt4tJ4ASs18/bS5i506TqOh+KQIomPHhfeVY0ieJJyIGfSSABo3Tlmn3gRPLVuHipmESVL0hQQAl5Fzn7wR3jsSYjxZKUPWGBAGUkPMH457E7nWf8zBswEsCaMC0c5Uoq+ClrVpgZMEraNK6pSRV98sQQPdnbOtPSAAlxrNy6FQc2LLDr8iv7NVnLAHU55OuUbwrosumOoMIYOCenbdCC2DYleGYsH2FRHV3ShFAibmumzoHZfmFPBsOwFMCGIBZeoaqq6ByJpyyZZmeEk+PIYCS4z964A9cGnGFZFX3yhFAk7LNH5yG8u1lmLRnLUIvamBSF+fLEkATMuQXF+k3lQDq90r3yL0fbcXqpFk8GdHhGAHUYZKRIVwF9blGAPX5FPCokpwV2Pj86T9kE/3Q3eiXcX/AGl4oIIAmpvzd+0XoPGyAiR2cL00ALchwwfXDUfnXYYwufB1XdOtgQUfntCCAJmfFveCFDSaAJgNYfbIKOZG313bpnjwYtz6fZnJX58gTQAuy4ip4fpMJoAUAKi1UCO9Z/wZaXNfeoq72b0MALcqoeFY2Yp5L9Xc7+MM+7P9kG3pMGGpRd/u2IYAWZ7Oo5ygc+/2gvyufmuZ3w1iMX93vlSaEBNByADe/9A42v7i0tm+HO27BoIVPWT4PuzTkITgISWjPipt1bIukjxcHYRb2aEkAg5SDAuGEbcsR1qpFkGZgj7YEMMg5aC9Ue/GkhAAGEcCdeWtR9Ni8OjPwGoQEMIgAKq3f7DkKx89cllH+77XXOQlgkAHU3iVRp+KlVZAA2gBAFUKfz4fUn0+/V1yYlon4rHSbzM68aRBA87w1rKxeplEeZh2Y/bhhHScUEkCbpVT/yRm3Q0gAbQbgufaEboaQANoQwPoQuvmkhADaFEAVQhW+z2YvxLb5+a57goYA2hhAdWp/frsHywb891qnm1ZEAugAAOufmChTvv+blWjc/DIHzP7CUySADolwYY+R+KfiUO1s+6aPR6+00Q6Z/fmnSQAdFKG6D7y8fRskf5rrn7myOjr5kEwAHQSgMlVlPxjeJbIWPnX6Mc+mImrcnQ77NHwi2nGBqROe32kwTh6vPGv+TlsN/wUdufbGbk4h3QAAAABJRU5ErkJggg==</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="flat" ternary="true" hyperops="true" codify="false" inheritance="false" 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="47.156756138690525" y="149.56212266578024" heading="40" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="10"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="44.00000000000003"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="78.00000000000003"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-10</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="348" y="80.00000000000003"><block s="clear"><comment w="68.5" collapsed="true">Script A.</comment></block><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="498" y="161.66666666666677"><block s="forward"><l>-10</l></block></script><script x="12.666666666666657" y="283.33333333333326"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="true">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="495" y="245.33333333333334"><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>10</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>15</l></block><block s="up"></block><block s="forward"><l>5</l></block><block s="turn"><l>5</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>