<snapdata remixID="11703930"><project name="aiguessesshape" app="Snap! 7, https://snap.berkeley.edu" 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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-71" y="-4" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_lorenz02"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-71</l><l>-4</l></block><block s="doSayFor"><l>Hi</l><l>2</l></block><block s="doSayFor"><l>I will guess your shape for you I guess</l><l>3</l></block><block s="doAsk"><l>anyway, how many sides does your shape have.</l></block><block s="doIfElse"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>text</option></l></block><script><block s="doSayFor"><l>You want to talk to me? Why? I am here to guess your shape not talk.</l><l>4</l></block><block s="doBroadcast"><l>irrelevant</l><list></list></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>Some kind of polygon, I cannot comprehend those type shapes so go search it up on the web</l><l>4.8</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>Hey that is an octagon.</l><l>2.4</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>That is a...</l><l>2</l></block><block s="doSayFor"><l>Yeah it is called a heptagon!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Hexagon bro, 6 sides, 6 verticals, 9 diagonals</l><l>4</l></block><block s="doSayFor"><l>Oh yeah the sum angles is 720</l><l>2.4</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>That is a pentagon, dude</l><l>2</l></block><block s="doSayFor"><l>You know, the satanic shape or something like that</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doBroadcast"><l>4 sided shape</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Triangle bro, my favorite.</l><l>2</l></block><block s="doSayFor"><l>3D triangle is call a pyramid, just so you know.</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Now this number is the 1st dimension</l><l>2</l></block><block s="doSayFor"><l>The first dimension is a line. Below the 1st dimension is a  single dot.</l><l>3</l></block></script><script><block s="bubble"><l>ERROR CANNOTCOMPREHENDSHAPE ERRORCODE 921111110_DDEJP</l></block><block s="doWait"><l>1</l></block><block s="bubble"><l></l></block><block s="doBroadcast"><l>glitch</l><list></list></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script><script x="512.9999999999998" y="20"><block s="receiveMessage"><l>irrelevant</l><list></list></block><block s="doAsk"><l>Whatever, how is your day then.</l></block><block s="doIfElse"><block s="reportIsA"><block s="getLastAnswer"></block><l><option>number</option></l></block><script><block s="doSayFor"><l>Okay dude, are you doing this just to annoy me or something?</l><l>2</l></block><block s="doAsk"><l>Do you want to talk or do you want to know your shape?</l></block><block s="doBroadcast"><l>wayirrelevant</l><list></list></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>good</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>fine</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>okay</l></block></block></block><script><block s="doSayFor"><l>Cool, anyways see you later I guess.</l><l>2</l></block><block s="doGlide"><l>1</l><l>-300</l><l>-4</l></block></script><script><block s="doSayFor"><l>That sucks, whatever, just reset me and actually say a number</l><l>2</l></block></script></block></script></block></script><script x="584.8876953125" y="370.0000000000001"><block s="receiveMessage"><l>wayirrelevant</l><list></list></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>shape</l></block><script><block s="doBroadcast"><l>backtoshape</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>talk</l></block><script><block s="doSayFor"><l>Actually please reset me because I do not want to talk, sorry</l><l>4</l></block></script><script><block s="doSayFor"><l>I give up</l><l>1.2</l></block><block s="doBroadcast"><l>glitch</l><list></list></block></script></block></script></block></script><script x="73" y="1033.8333333333337"><block s="receiveMessage"><l>backtoshape</l><list></list></block><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>Some kind of polygon, I cannot comprehend those type shapes so go search it up on the web</l><l>4.8</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>8</l></block><script><block s="doSayFor"><l>Hey that is an octagon.</l><l>2.4</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>7</l></block><script><block s="doSayFor"><l>That is a...</l><l>2</l></block><block s="doSayFor"><l>Yeah it is called a heptagon!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>Hexagon bro, 6 sides, 6 verticals, 9 diagonals</l><l>4</l></block><block s="doSayFor"><l>Oh yeah the sum angles is 720</l><l>2.4</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>That is a pentagon, dude</l><l>2</l></block><block s="doSayFor"><l>You know, the satanic shape or something like that</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doBroadcast"><l>4 sided shape</l><list></list></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Triangle bro, my favorite.</l><l>2</l></block><block s="doSayFor"><l>3D triangle is call a pyramid, just so you know.</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>Now this number is the 1st dimension</l><l>2</l></block><block s="doSayFor"><l>The first dimension is a line. Below the 1st dimension is a  single dot.</l><l>3</l></block><block s="doSayFor"><l>I am only programed  to tell you shapes and bodies that exist in the 2nd dimension so sorry</l><l>5</l></block></script><script><block s="bubble"><l>ERROR CANNOTCOMPREHENDSHAPE ERRORCODE 921111110_DDEJP</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>glitch</l><list></list></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script><script x="527.9999999999998" y="628.9999999999998"><block s="receiveMessage"><l>4 sided shape</l><list></list></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="doSayFor"><l>So you like quadrilaterals? They are called quadrilaterals.</l><l>4</l></block><block s="doAsk"><l>Speaking of that, does your shape have 4 equal sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doBroadcast"><l>possibletrapeoid</l><list></list></block></script><script><block s="doSayFor"><l>That would be a square.</l><l>2</l></block><block s="doSayFor"><l>No offense, but literally everyone nows what a square is</l><l>3</l></block></script></block></script><script x="1132.6074218749998" y="724.4999999999995"><block s="receiveMessage"><l>glitch</l><list></list></block><block s="doForever"><script><block s="createClone"><l><option>myself</option></l></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doWait"><l>1.844</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block></script><script x="571.8212890625002" y="865.8333333333342"><block s="receiveMessage"><l>possibletrapeoid</l><list></list></block><block s="doAsk"><l>Dang, does it have any. parrelle sides?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>It has to be a trapezoid then, right? Yeah of course</l><l>4</l></block></script><script><block s="doBroadcast"><l>possibleparallelogram</l><list></list></block></script></block></script><script x="612" y="1051.3333333333335"><block s="receiveMessage"><l>possibleparallelogram</l><list></list></block><block s="doStopThis"><l><option>other scripts in sprite</option></l></block><block s="doAsk"><l>Alright, then your shape probably has adjacent sides perpendicular to each other, yeah?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block><script><block s="doSayFor"><l>Sweet, that means your shape is a parrelogram.</l><l>2</l></block></script><script><block s="doSayFor"><l>Then that totally is a rectangle bro!</l><l>2</l></block></script></block></script><script x="584" y="1362.3333333333335"><block s="doAsk"><l>Fine, then is the shape</l></block></script><script x="1208.5703124999998" y="880.4999999999997"><block s="receiveMessage"><l>glitch</l><list></list></block><block s="doForever"><script><block s="doBroadcast"><l>glitch</l><list></list></block></script></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="10" color="4,148,220" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="aiguessesshape" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="lorenz02" center-x="52" center-y="125" 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" 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