<snapdata remixID="11555724"><project name="seatNumberChallengeVariables" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="seatNumberChallengeVariables"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="1" 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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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Seat Number Challenge"></ref></item></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="137" y="-132" heading="90" scale="0.4" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_butterfly1 a"></ref></item><item><ref mediaID="Sprite_cst_butterfly1 b"></ref></item><item><ref mediaID="Sprite_cst_butterfly1 a"></ref></item><item><ref mediaID="Sprite_cst_butterfly1 b"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="setScale"><l>40</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>Pick a number between 1 and 30</l></block><block s="doSetVar"><l>seat</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportLessThan"><block var="seat"/><l>1</l></block><script><block s="doSayFor"><l>That seat number is not there</l><l>2</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="seat"/><l>30</l></block><script><block s="doSayFor"><l>That seat number is not there</l><l>2</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>1</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-124</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>2</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-80</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>3</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-42</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>4</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>4</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>5</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>44</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>6</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>87</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>7</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-131</l><l>57</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>8</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-89</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>9</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-46</l><l>57</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>10</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-2</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>11</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>40</l><l>-24</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>12</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>85</l><l>57</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>13</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-176</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>14</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-132</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>15</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-89</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>15</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-44</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>16</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-45</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>17</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-5</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>18</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>38</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>19</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>83</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>20</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>128</l><l>124</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>21</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-190</l><l>-98</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>22</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-190</l><l>-61</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>23</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-190</l><l>-23</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>24</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-190</l><l>16</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>25</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-190</l><l>51</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>26</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-190</l><l>89</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>27</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>147</l><l>90</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>28</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>147</l><l>53</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>29</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>147</l><l>13</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>30</l></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>147</l><l>-22</l></block><block s="doWait"><l>0.5</l></block><block s="doGlide"><l>1</l><l>133</l><l>-128</l></block></script></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="28" y="8.000001999999995" color="74,108,212"/><watcher var="seat" style="normal" x="362" y="7" color="243,118,29"/><watcher scope="Sprite" s="yPosition" style="normal" x="196" y="7.00000399999999" color="74,108,212"/></sprites></stage><variables><variable name="seat"><l>31</l></variable></variables></scene></scenes></project><media name="seatNumberChallengeVariables" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Seat Number Challenge" center-x="236" center-y="180" 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