<snapdata remixID="13522085"><project name="Geburtstagsparadoxon" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Geburtstagsparadoxon"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Geburtstagsparadoxon mit %&apos;n&apos; Personen" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>2</l><l/></block><l>1</l></list></block></autolambda><list></list></block><block s="reportListAttribute"><l><option>distribution</option></l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRandom"><l>1</l><l>365</l></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block var="n"/></block></block></block></block></block><l>1</l></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></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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