<snapdata remixID="10050215"><project name="Automated Fortune Teller" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="10"/></item><item><costume name="magic ball 1" center-x="240" center-y="180" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSwitchToCostume"><l>magic ball 1</l></block><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><l>20</l></block></block><block s="doAsk"><l>Hello! Would you like to take a peek into the future? Well, ask me a yes or no question and see what the future will bring you.</l></block><block s="doRepeat"><l>10</l><script><block s="doSwitchToCostume"><l>magic ball 2</l></block><block s="doWait"><l>0.1</l></block><block s="doSwitchToCostume"><l>magic ball 1</l></block></script></block><block s="doSwitchToCostume"><l>magic ball 2</l></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>1</l></block><script><block s="bubble"><l>Doubtful</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>2</l></block><script><block s="bubble"><l>From here it&apos;s a yes.</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>3</l></block><script><block s="bubble"><l>Yes, without a doubt</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>4</l></block><script><block s="bubble"><l>Positive outlook</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>5</l></block><script><block s="bubble"><l>Yes, for sure</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>6</l></block><script><block s="bubble"><l>This here says NO</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>7</l></block><script><block s="bubble"><l>Concentrate and ask again</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>8</l></block><script><block s="bubble"><l>Most likely</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>9</l></block><script><block s="bubble"><l>Looking like a yes</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>10</l></block><script><block s="bubble"><l>Error! Try again.</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>11</l></block><script><block s="bubble"><l>It is certain.</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>12</l></block><script><block s="bubble"><l>Not the best look</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>13</l></block><script><block s="bubble"><l>You may rely on it</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>14</l></block><script><block s="bubble"><l>Do not count on it</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>15</l></block><script><block s="bubble"><l>Ask later!</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>16</l></block><script><block s="bubble"><l>Obviously so</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>17</l></block><script><block s="bubble"><l>Cannot tell fortune right now</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>18</l></block><script><block s="bubble"><l>Not looking so good</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>19</l></block><script><block s="bubble"><l>Absolutely not</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="random number"/><l>20</l></block><script><block s="bubble"><l>Yep</l></block></script></block></script></scripts></sprite><watcher var="Random Answer" style="normal" x="11.416666666666515" y="11.416666666666671" color="243,118,29" hidden="true"/><watcher var="random number" style="normal" x="11.416666666666515" y="35.391668949999996" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Random Answer %&apos;answer&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="Random %&apos;Answer&apos; from %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><scripts><script x="85.83333333333337" y="93.53333333333336"><block s="getLastAnswer"></block></script></scripts></block-definition><block-definition s="%&apos;Random&apos; %&apos;answer&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportRandom"><l>1</l><l>20</l></block></block></script></block-definition><block-definition s="jkglv/kv./l %&apos;hv.jkg&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportRandom"><block var="Random Answer"/><l>20</l></block></block></script></block-definition></blocks><variables><variable name="Random Answer"><list struct="atomic" id="244">Yes,t is decidedly so,It is certain.,Without a doubt,You may rely on it,&quot;As I see it, yes&quot;,Most likely,Outlook good,&quot;Yes, definitely&quot;,Signs point to yes,&quot;Reply hazy, try again&quot;,Ask again later,Better not tell you now,Cannot predict now,Concentrate and ask again,Don&apos;t count on it,My reply is no,My sources say no,Outlook not so good,Very doubtful</list></variable><variable name="random number"><l>17</l></variable></variables></project><media name="Automated Fortune Teller" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>