<snapdata remixID="11318292"><project name="Conditional Blocks Programming" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Conditional Blocks Programming"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="penUp" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block></script></block-definition><block-definition s="penUp (2)" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block></script></block-definition><block-definition s="makeLetter" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="doWait"><l>5</l></block><block s="doAsk"><l>Write a letter?</l></block><block s="doWait"><l>3</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>Okay. Move to your starting position.</l><l>2</l></block><block s="doWait"><l>3</l></block><block s="up"></block><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doAsk"><l>Are you ready for your letter?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><script><block s="doUntil"><block s="reportKeyPressed"><l><option>any key</option></l></block><script><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="down"></block><block s="forward"><block s="reportMouseDown"></block></block><block s="doIfElse"><block s="reportGreaterThan"><block s="direction"></block><l>50</l></block><script><block s="setColor"><color>230,29,255,1</color></block></script><script><block s="setColor"><color>255,152,12,1</color></block></script></block></script></block></script></block></script><script><block s="doSayFor"><l>Okay.</l><l>2</l></block><block s="up"></block></script></block></script></block-definition></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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