<snapdata remixID="9686561"><project name="1.3 Austin Shapes revised" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" 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="2.2737367544323206e-13" y="2.842170943040401e-14" heading="306" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="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="20" y="10"><block s="receiveKey"><l><option>7</option></l><comment w="90" collapsed="false">The shape that I draw is a hexagon because the exterior angles of a  hexagon is 60 degrees so the pen needs to only turn 60 degrees because that is the exterior angle. Then the same line of code of move 50 turn 60 and wait 0.5 is repeated 6 times because a hexagon has 6 sides. Then the pen is pulled up and the sprite says hexagon and hides.</comment></block><block s="show"></block><block s="down"></block><block s="setSize"><l>3</l></block><block s="setColor"><color>0,34,143,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>60</l></block><block s="doWait"><l>0.5</l></block><block s="up"></block><block s="doSayFor"><l>Hexagon</l><l>2</l></block><block s="hide"></block></script><script x="20" y="673.9999999999997"><block s="receiveKey"><l><option>6</option></l><comment w="90" collapsed="false">When 6 is pressed the pen is put down so we can start drawing then the pen size is changed as well as the color of the pen lines, then we move 50 steps in one direction and turn 72 degrees because that is the exterior angle and the pen draws from the exterior, we repeat this step 5 times because the pentagon has 5 sides.</comment></block><block s="show"></block><block s="down"></block><block s="setSize"><l>2</l></block><block s="setColor"><color>10,92,0,1</color></block><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block><block s="doWait"><l>0.5</l></block><block s="up"></block><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="hide"></block></script><script x="20" y="1185.3333333333326"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">The properties of a parallelogram is that it has 2 pairs of parallel lines and has 2 different exterior angles that add up to 180 degrees so the steepness of a parallelgram could be anything as long as it is equal to 180 degrees.Where opposite angles are the same and opposite sides lengths are the same. In total there are 4 sides so 4 move blocks but there are 2 different lengths and also 2 different angles.</comment></block><block s="show"></block><block s="down"></block><block s="setSize"><l>1</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>80</l></block><block s="turn"><l>65</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>115</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>80</l></block><block s="turn"><l>65</l></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>50</l></block><block s="turn"><l>115</l></block><block s="up"></block><block s="doSayFor"><l>Paralleogram</l><l>2</l></block><block s="hide"></block></script><script x="15" y="577.333333333333"><block s="receiveKey"><l><option>space</option></l></block><block s="up"></block><block s="doGlide"><l>0</l><l>0</l><l>0</l></block><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="1.3 Austin Shapes revised" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>