<snapdata remixID="13566750"><project name="SeatNumberChallengeVariables" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="SeatNumberChallengeVariables"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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" id="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="7"><item><ref mediaID="Stage_cst_Seat Number Challenge"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="188" y="-131" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,38.76000000000003,96.9,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="73" y="10"><block s="receiveGo"></block><block s="doAsk"><l>What seat number do you want to start at (1 to 30)?</l></block><block s="doSetVar"><l>seat</l><block s="getLastAnswer"></block></block><block s="setScale"><l>50</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>1</l></list></block><script><block s="gotoXY"><l>-113</l><l>-44</l></block><block s="doGlide"><l>1</l><l>121</l><l>-128</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><list><block s="reportVariadicEquals"><list><block var="seat"/><l>2</l></list></block><script><block s="gotoXY"><l>-71</l><l>-47</l></block><block s="doGlide"><l>1</l><l>121</l><l>-128</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>3</l></list></block><script><block s="gotoXY"><l>-26</l><l>-49</l></block><block s="doGlide"><l>1</l><l>121</l><l>-128</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>4</l></list></block><script><block s="gotoXY"><l>11</l><l>-47</l></block><block s="doGlide"><l>1</l><l>121</l><l>-128</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>5</l></list></block><script><block s="gotoXY"><l>55</l><l>-46</l></block><block s="doGlide"><l>1</l><l>121</l><l>-128</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>6</l></list></block><script><block s="gotoXY"><l>101</l><l>-48</l></block><block s="doGlide"><l>1</l><l>121</l><l>-128</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>7</l></list></block><script><block s="gotoXY"><l>-122</l><l>30</l></block><block s="doGlide"><l>1</l><l>127</l><l>9</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>8</l></list></block><script><block s="gotoXY"><l>-75</l><l>30</l></block><block s="doGlide"><l>1</l><l>127</l><l>9</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>9</l></list></block><script><block s="gotoXY"><l>-34</l><l>30</l></block><block s="doGlide"><l>1</l><l>127</l><l>9</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>10</l></list></block><script><block s="gotoXY"><l>9</l><l>30</l></block><block s="doGlide"><l>1</l><l>127</l><l>9</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>11</l></list></block><script><block s="gotoXY"><l>50</l><l>30</l></block><block s="doGlide"><l>1</l><l>127</l><l>9</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>12</l></list></block><script><block s="gotoXY"><l>94</l><l>30</l></block><block s="doGlide"><l>1</l><l>127</l><l>9</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>13</l></list></block><script><block s="gotoXY"><l>-164</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>14</l></list></block><script><block s="gotoXY"><l>-119</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>15</l></list></block><script><block s="gotoXY"><l>-74</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>16</l></list></block><script><block s="gotoXY"><l>-33</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>17</l></list></block><script><block s="gotoXY"><l>6</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>18</l></list></block><script><block s="gotoXY"><l>52</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>19</l></list></block><script><block s="gotoXY"><l>93</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>20</l></list></block><script><block s="gotoXY"><l>137</l><l>109</l></block><block s="doGlide"><l>1</l><l>122</l><l>102</l></block><block s="doGlide"><l>1</l><l>131</l><l>-127</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>21</l></list></block><script><block s="gotoXY"><l>-151</l><l>-97</l></block><block s="doGlide"><l>1</l><l>-145</l><l>-98</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>22</l></list></block><script><block s="gotoXY"><l>-147</l><l>-61</l></block><block s="doGlide"><l>1</l><l>-145</l><l>-98</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>23</l></list></block><script><block s="gotoXY"><l>-147</l><l>-23</l></block><block s="doGlide"><l>1</l><l>-145</l><l>-98</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>24</l></list></block><script><block s="gotoXY"><l>-147</l><l>15</l></block><block s="doGlide"><l>1</l><l>-145</l><l>-98</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>25</l></list></block><script><block s="gotoXY"><l>-147</l><l>52</l></block><block s="doGlide"><l>1</l><l>-145</l><l>-98</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>26</l></list></block><script><block s="gotoXY"><l>-147</l><l>89</l></block><block s="doGlide"><l>1</l><l>-145</l><l>-98</l></block><block s="doGlide"><l>1</l><l>216</l><l>-132</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>27</l></list></block><script><block s="gotoXY"><l>124</l><l>88</l></block><block s="doGlide"><l>1</l><l>128</l><l>-131</l></block><block s="doGlide"><l>1</l><l>188</l><l>-131</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>28</l></list></block><script><block s="gotoXY"><l>124</l><l>51</l></block><block s="doGlide"><l>1</l><l>128</l><l>-131</l></block><block s="doGlide"><l>1</l><l>188</l><l>-131</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>29</l></list></block><script><block s="gotoXY"><l>124</l><l>13</l></block><block s="doGlide"><l>1</l><l>128</l><l>-131</l></block><block s="doGlide"><l>1</l><l>188</l><l>-131</l></block></script><block s="reportVariadicEquals"><list><block var="seat"/><l>30</l></list></block><script><block s="gotoXY"><l>124</l><l>-23</l></block><block s="doGlide"><l>1</l><l>128</l><l>-131</l></block><block s="doGlide"><l>1</l><l>188</l><l>-131</l></block></script></list></block></script></scripts></sprite><watcher var="seat" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="167" y="325.000002" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="161" y="296" color="74,108,212" hidden="true"/></sprites></stage><variables><variable name="seat"><l>30</l></variable></variables></scene></scenes></project><media name="SeatNumberChallengeVariables" app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="Seat Number Challenge" center-x="236" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Seat Number Challenge"/></media></snapdata>