<snapdata remixID="10613754"><project name="name writing thingy" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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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="-895" y="-28" heading="138" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,56,25,1" 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="25" y="273.16666666666674"><block s="doForever"><script><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="direction"></block><l>180</l></block><block s="reportLessThan"><block s="direction"></block><l>270</l></block></block><script><block s="setColor"><color>233,23,0,1</color><comment w="90" collapsed="false">causes the sprite to move in a bigger circle and if the direction is greater than 180 or less than 270 the sprite will turn green.</comment></block></script><script><block s="setColor"><color>3,255,26,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="356" y="19.166666666666714"><block s="doForever"><script><block s="doIfElse"><block s="reportLessThan"><block s="direction"></block><l>90</l></block><script><block s="setSize"><l>5</l><comment w="90" collapsed="false">makes the script move in a circle and increases the pen size.</comment></block></script><script><block s="setSize"><l>1</l></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block></script><script x="35" y="475.66666666666674"><block s="doForever"><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="direction"></block><l>30</l></block><block s="reportEquals"><block s="direction"></block><l>60</l></block></block><script><block s="setSize"><l>10</l></block><block s="setColor"><color>23,49,255,1</color></block></script><script><block s="setSize"><l>1</l></block><block s="setColor"><color>253,16,0,1</color></block></script></block><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script><comment w="90" collapsed="false">This also causes the sprite to spin in a circle however if the direction equals 30 or 60 than the sprite will be blue if not then it is red. The size also increase if its blue, and drops to 1 if it&apos;s red </comment></block></script><script x="24" y="12.500000000000028"><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"><comment w="90" collapsed="false">makes the sprite folow ur mouse, and depending where it changes the sprites color</comment></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportLessThan"><block s="reportMouseX"></block><l>0</l></block><script><block s="setColor"><color>255,56,25,1</color></block></script><script><block s="setColor"><color>3,255,26,1</color><comment w="90" collapsed="false">I choose this script to be able to write my name. use the clear button to erase things on stage</comment></block></script></block><block s="down"></block></script></block></script><script x="37" y="192.16666666666666"><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="name writing thingy" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>