<snapdata remixID="14072965"><project name="unit06_solution" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACBRJREFUeF7tnV1oU2cYx580sa2bUFFQ109r4nTWwryqUJAVhNkuOi9EnRPLbipssjkKs7q1o5srCJbhcPMDJgzBbcho0W6OrtTtYuJAcBcqOlJHZVXrmNK1fjRtzXaOy9EsJ+npP481Pf2fm2LyPu/J+3v//k6ek1Q9kUgkIjxSJuDxeDwpTzIJJ/AwgDq7zgBiHBlAjFtcFQOIgWQAMW4MoBY3XoJ1SNKAGEcaEONGA2pxowF1SNKAGEcaEONGA2pxowF1SNKAGEcaEONGA2pxowF1SNKAGEcaEONGA2pxc4MBu7q6lHA4m8bv9zOAzlCNOsoVBnwcAZx9sCIOXm/NSfMxBnDUXDke4JoAlpaWyt27d6W+vl6qq6tlcHBQsrKyTBCBQEBOnz4tS5cujQFTUFAg27dvl3379klNTY1UVlZaz0cDOG3XFRnYVmg+zgA6zpXjga4JoOMVKwykARUg/jeFKwKohwOfiV0wxo4BxLixCdHi5oYu2GCh3YhkXv01DnE493k2IUrBi07jGgMmC6DRhIRCoTGhizYh2Rv2yr0jW8za4Rnz5K81n7MLHhPJ5INdF8AzZ85If3+/HDp0SFatWiWtra2SkZFh/rmurk4uX74sLS0tFpXGxkYrnIcPH5a+vj7JycmRaACf3vGL3G4qYwAVQ/foVK4L4GPiFDMtu2A9yq4JoB4SbCZ2wSA3NzQh2g3IoyiLi4vNS/hoBwM4GiH7511hwFQDaPexm4HL+OSDAcSC5bTK9QG8deuWlJeXS0VFhflxnNFkzJkzR65fv24yMrpjBtBpXPTHuT6ATpDZBfDPjd/I/adm0IBOAKYwxhUBTGH9aqV8D4ihZAAxbnFVDCAGkgHEuDGAWtzccBtGiUVK09CAGD4aEONGA2pxowF1SNKAGEcaEONGA2pxowF1SNKAGMe0N2BPT4+cPfvwy6F5eXnmSo3Ho0dRUaEYv5T0JA8GEKOf9gE0ltXZeVLu3Llju0KfzycrVryIrV6xigHEYE6IAGJLG98qBhDjzQBi3NiEaHFL9yakre1bx0sNBl9yPFZ7IA2IEaUBMW40oBa3dDeg0jof+zQ0IIY4rQ2Y6PL76u5ux6vt+/F1x2NTGcgAYvTSOoCJlpTzwme2T5UU9cj57gf3CaMHA4gFY7yqJnwAm2u+ltqD6yxeB976QjbvqWYAxytBKZ4n7QMYDoelvf2HmGUmuwS/ubpDPmldzgCmGIzxKk/7AEbfB/p8XpkyJdP8FcnVjRcc8+El2DGqJzIw7QN47tx5Wby4JAZOoveAC/KvyaU/nuF7wCcSJeykaR9Au2UlCqDdWBoQC8Z4VU3IAI4XnLGch7dhxkLr4VgGEOMWV8UAYiAZQIwbA6jFjR/F6ZCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGONCDGjQbU4kYD6pCkATGOjgy4o7HJmr3p/R3YmVxexQBiG5wwgPU7d8mH722Tgdu3pWn3HvPfZt5ZX2eexQikEcToT+zU7qpiALH9jAng3/390t75k6x5OWjONjgYlmu9vTK3sMAM26IFz8qFS7+Z4Xs0iJFIRDweD/YKXFLFAGIbmfQSPFqwjFC+tnG9zPfPw87uoioGENtMK4Aff3pA3n5jszVLa9sJWR2sjJm1uOqrpGf5/bv12KtwQRUDiG1iUgO2fd8u84rnmpde42AAE0NmABUC+P/mwmhERkZG5IN33xGfz8cAJmHMACoE0JhiaGhIPP92vD6v12w8jGPBfL9Ub1hnG8ANyzvkSMeD/xqLl2BsEyZzVdJLcNSIg+GwZGVm0oA0oPrfFUc3otXP6sIJeQnGNpUBxLjFVTGAGEgGEOPGAGpx45cRdEjSgBhHTygUimClIrMPVsSV9tacNB/z+/3otBOyjgHEts0KYGlpqZw6dUqmTp0qHR0dsmzZMrl586bk5+eL8ZHcxYsX5ejRo9LQ0CDHjx+XlStXWgGctuuKDGwrNF8BA4htxGStogGVdp4GxECyCcG4sQnR4sYmRIckDYhxNA3Y1dU15mq7BiT6HnD69Okyc+bMMc85kQsYQGz3rAAGAgFpaWmRrVu3Snd3d9LZQqGQ1YBk5C6S+1cvWOONJoQBxDZjMlbRgEq7TgNiINmEYNzYhGhxYxOiQ5IGxDimdB8w0SmTNSjZ2dmSl5eHvdo0rmIAsc2xAmg0IbNmzZIbN27YzmQ0HsYYu2PJkiWyadMmqaqqEq/XazUo3kC5jIR+jmlQGEBso9xaRQMq7SwNiIFkE4JxYxOixY1NiA5JGhDjCN8HtDtdoubDbqzbvjXDAKYYQOO34UpKSiQYDMqxY8ekrKxMhoeHJTc31/z6lXHs379fFi5caDYqa9eulebmZqmtrTWfM5oUf1GBDDQ8JzIyJNM+Con4Ms3n7n25RbJf2Wu9QuOrWwwgtmFuq6IBlXaUBsRAsgnBuLEJ0eLGJkSHJA2IcaQBMW40oBY3GlCHJA2IcaQBMW40oBY3GlCHJA2IcaQBMW40oBY3GlCHJA2IcfwHp/yWplqsglkAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="unit06_solution"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="700" 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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="Parliament" idx="1" x="-178.00000000000205" y="-151" heading="90" scale="0.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="Parliament_cst_European_Parliament_logo"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables><variable name="yes"><l>0</l></variable><variable name="no"><l>0</l></variable><variable name="abstentions"><l>0</l></variable><variable name="majority typ"><list struct="atomic" id="18">simple majority,absolute majority,two-thirds majority</list></variable><variable name="decision"><l>no decision</l></variable><variable name="members"><l>720</l></variable></variables><scripts><script x="70.66666666666686" y="34.000000000000284"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>yes votes?</l></block><block s="doSetVar"><l>yes</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>no votes?</l></block><block s="doSetVar"><l>no</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>abstention votes?</l></block><block s="doSetVar"><l>abstentions</l><block s="getLastAnswer"></block></block><block s="doAsk"><block var="majority typ"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="reportListItem"><l>1</l><block var="majority typ"/></block></list></block><script><block s="doSetVar"><l>decision</l><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block var="yes"/><block var="no"/></list></block><l>accepted</l><l>rejected</l></block></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="reportListItem"><l>2</l><block var="majority typ"/></block></list></block><script><block s="doSetVar"><l>decision</l><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block var="yes"/><block s="reportQuotient"><block var="members"/><l>2</l></block></list></block><l>accepted</l><l>rejected</l></block></block></script><l><bool>true</bool></l><script><block s="doSetVar"><l>decision</l><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block var="yes"/><block s="reportVariadicProduct"><list><block s="reportQuotient"><l>2</l><l>3</l></block><block var="members"/></list></block></list></block><l>accepted</l><l>rejected</l></block></block></script></list></block><block s="doSayFor"><block var="decision"/><l>2</l></block></script><script x="424.6666666666671" y="21.33333333333333"><block s="receiveGo"></block><block s="setScale"><l>20</l></block><block s="doSetVar"><l>members</l><l>720</l></block><block s="doSetVar"><l>decision</l><l>no decision</l></block><block s="doSetVar"><l>yes</l><l>0</l></block><block s="doSetVar"><l>no</l><l>0</l></block><block s="doSetVar"><l>abstentions</l><l>0</l></block><block s="doSetVar"><l>majority typ</l><block s="reportNewList"><list><l>simple majority</l><l>absolute majority</l><l>two-thirds majority</l></list></block></block></script></scripts></sprite><sprite name="council" idx="2" x="36.00000000000068" y="103.99999999999994" heading="90" scale="0.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="191.25,91.8,0,1" pen="tip" id="149"><costumes><list id="150"><item><ref mediaID="council_cst_Council_of_the_EU_and_European_Council"></ref></item></list></costumes><sounds><list struct="atomic" id="151"></list></sounds><blocks></blocks><variables><variable name="yes countries"><l>0</l></variable><variable name="yes population"><l>0</l></variable><variable name="population"><l>447.00000000000006</l></variable><variable name="decision"><l>0</l></variable><variable name="countries_list"><list id="154"><item><list struct="atomic" id="155">Country,Answer,Population (in millions)</list></item><item><list struct="atomic" id="156">Austria,no,9.0</list></item><item><list struct="atomic" id="157">Belgium,no,11.7</list></item><item><list struct="atomic" id="158">Bulgaria,no,6.9</list></item><item><list struct="atomic" id="159">Croatia,no,4.0</list></item><item><list struct="atomic" id="160">Cyprus,no,1.2</list></item><item><list struct="atomic" id="161">Czech Republic,no,10.7</list></item><item><list struct="atomic" id="162">Denmark,no,5.9</list></item><item><list struct="atomic" id="163">Estonia,no,1.3</list></item><item><list struct="atomic" id="164">Finland,no,5.6</list></item><item><list struct="atomic" id="165">France,no,67.8</list></item><item><list struct="atomic" id="166">Germany,no,83.2</list></item><item><list struct="atomic" id="167">Greece,no,10.3</list></item><item><list struct="atomic" id="168">Hungary,no,9.7</list></item><item><list struct="atomic" id="169">Ireland,no,5.1</list></item><item><list struct="atomic" id="170">Italy,no,59.0</list></item><item><list struct="atomic" id="171">Latvia,no,1.8</list></item><item><list struct="atomic" id="172">Lithuania,no,2.8</list></item><item><list struct="atomic" id="173">Luxembourg,no,0.6</list></item><item><list struct="atomic" id="174">Malta,no,0.5</list></item><item><list struct="atomic" id="175">Netherlands,no,17.6</list></item><item><list struct="atomic" id="176">Poland,no,37.6</list></item><item><list struct="atomic" id="177">Portugal,no,10.2</list></item><item><list struct="atomic" id="178">Romania,no,19.1</list></item><item><list struct="atomic" id="179">Slovakia,no,5.4</list></item><item><list struct="atomic" id="180">Slovenia,no,2.1</list></item><item><list struct="atomic" id="181">Spain,no,47.4</list></item><item><list struct="atomic" id="182">Sweden,no,10.5</list></item><item><list struct="atomic" id="183">done</list></item></list></variable><variable name="members"><l>27</l></variable></variables><scripts><script x="90.9241536458344" y="10"><block s="receiveGo"></block><block s="setScale"><l>20</l></block><block s="doSetVar"><l>decision</l><l>no decision</l></block><block s="doSetVar"><l>countries_list</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Country</l><l>Answer</l><l>Population (in millions)</l></list></block><block s="reportNewList"><list><l>Austria</l><l>no</l><l>9.0</l></list></block><block s="reportNewList"><list><l>Belgium</l><l>no</l><l>11.7</l></list></block><block s="reportNewList"><list><l>Bulgaria</l><l>no</l><l>6.9</l></list></block><block s="reportNewList"><list><l>Croatia</l><l>no</l><l>4.0</l></list></block><block s="reportNewList"><list><l>Cyprus</l><l>no</l><l>1.2</l></list></block><block s="reportNewList"><list><l>Czech Republic</l><l>no</l><l>10.7</l></list></block><block s="reportNewList"><list><l>Denmark</l><l>no</l><l>5.9</l></list></block><block s="reportNewList"><list><l>Estonia</l><l>no</l><l>1.3</l></list></block><block s="reportNewList"><list><l>Finland</l><l>no</l><l>5.6</l></list></block><block s="reportNewList"><list><l>France</l><l>no</l><l>67.8</l></list></block><block s="reportNewList"><list><l>Germany</l><l>no</l><l>83.2</l></list></block><block s="reportNewList"><list><l>Greece</l><l>no</l><l>10.3</l></list></block><block s="reportNewList"><list><l>Hungary</l><l>no</l><l>9.7</l></list></block><block s="reportNewList"><list><l>Ireland</l><l>no</l><l>5.1</l></list></block><block s="reportNewList"><list><l>Italy</l><l>no</l><l>59.0</l></list></block><block s="reportNewList"><list><l>Latvia</l><l>no</l><l>1.8</l></list></block><block s="reportNewList"><list><l>Lithuania</l><l>no</l><l>2.8</l></list></block><block s="reportNewList"><list><l>Luxembourg</l><l>no</l><l>0.6</l></list></block><block s="reportNewList"><list><l>Malta</l><l>no</l><l>0.5</l></list></block><block s="reportNewList"><list><l>Netherlands</l><l>no</l><l>17.6</l></list></block><block s="reportNewList"><list><l>Poland</l><l>no</l><l>37.6</l></list></block><block s="reportNewList"><list><l>Portugal</l><l>no</l><l>10.2</l></list></block><block s="reportNewList"><list><l>Romania</l><l>no</l><l>19.1</l></list></block><block s="reportNewList"><list><l>Slovakia</l><l>no</l><l>5.4</l></list></block><block s="reportNewList"><list><l>Slovenia</l><l>no</l><l>2.1</l></list></block><block s="reportNewList"><list><l>Spain</l><l>no</l><l>47.4</l></list></block><block s="reportNewList"><list><l>Sweden</l><l>no</l><l>10.5</l></list></block><block s="reportNewList"><list><l>done</l></list></block></list></block></block><block s="doSetVar"><l>members</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="countries_list"/></block><l>2</l></block></block><block s="doSetVar"><l>population</l><l>0</l></block><block s="doForEach"><l>item</l><block var="countries_list"/><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>3</l><block var="item"/></block><l><option>number</option></l></block><script><block s="doChangeVar"><l>population</l><block s="reportListItem"><l>3</l><block var="item"/></block></block></script><list></list></block></script></block></script><script x="90.92415364583428" y="476.3333333333336"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doDeclareVariables"><list><l>votes</l><l>index</l><l>done</l></list></block><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doUntil"><block var="done"/><script><block s="doWarp"><script><block s="doSetVar"><l>votes</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="countries_list"/><script><block s="doAddToList"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="item"/></block><l>: </l><block s="reportListItem"><l>2</l><block var="item"/></block></list></block><block var="votes"/></block></script></block></script></block><block s="doAsk"><block var="votes"/></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="reportListItem"><l><option>last</option></l><block var="votes"/></block></list></block><script><block s="doSetVar"><l>done</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="doSetVar"><l>index</l><block s="reportListIndex"><block s="getLastAnswer"></block><block var="votes"/></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="index"/><block var="countries_list"/></block></block><l>no</l></list></block><script><block s="doReplaceInList"><l>2</l><block s="reportListItem"><block var="index"/><block var="countries_list"/></block><l>yes</l></block></script><script><block s="doReplaceInList"><l>2</l><block s="reportListItem"><block var="index"/><block var="countries_list"/></block><l>no</l></block></script></block></script></block><block s="doSetVar"><l>yes countries</l><l>0</l></block><block s="doSetVar"><l>yes population</l><l>0</l></block><block s="doForEach"><l>item</l><block var="countries_list"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>2</l><block var="item"/></block><l>yes</l></list></block><script><block s="doChangeVar"><l>yes countries</l><l>1</l></block><block s="doChangeVar"><l>yes population</l><block s="reportListItem"><l>3</l><block var="item"/></block></block></script><list></list></block></script></block><block s="doSetVar"><l>decision</l><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block var="yes countries"/><block s="reportVariadicProduct"><list><l>0.55</l><block var="members"/></list></block></list></block><block s="reportVariadicGreaterThan"><list><block var="yes population"/><block s="reportVariadicProduct"><list><l>0.65</l><block var="population"/></list></block></list></block></list></block><l>accepted</l><l>rejected</l></block></block></script></scripts></sprite><watcher scope="Parliament" var="majority typ" style="normal" x="2.999999999999318" y="232.00000600000004" color="243,118,29" hidden="true"/><watcher scope="council" var="population" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher scope="Parliament" var="decision" style="normal" x="3" y="635.0000079999998" color="243,118,29"/><watcher scope="Parliament" var="abstentions" style="normal" x="-6.821210263296962e-13" y="605.0000059999998" color="243,118,29"/><watcher scope="Parliament" var="no" style="normal" x="3.000000000000682" y="575.000004" color="243,118,29"/><watcher scope="Parliament" var="yes" style="normal" x="1.9999999999993179" y="546.0000019999999" color="243,118,29"/><watcher scope="council" var="yes countries" style="normal" x="293" y="105.00000599999998" color="243,118,29"/><watcher scope="council" var="yes population" style="normal" x="285" y="72" color="243,118,29"/><watcher scope="council" var="decision" style="normal" x="288" y="137.00000799999998" color="243,118,29"/></sprites></stage><variables></variables></scene></scenes></project><media name="unit06_solution" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="European_Parliament_logo" center-x="240" center-y="165.5" image="data:image/png;base64,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" mediaID="Parliament_cst_European_Parliament_logo"/><costume name="Council_of_the_EU_and_European_Council" center-x="240" center-y="206" image="data:image/png;base64,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" mediaID="council_cst_Council_of_the_EU_and_European_Council"/></media></snapdata>