<snapdata remixID="11535809"><project name="Seat Number Challenge Variables" app="Snap! 7, https://snap.berkeley.edu" 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s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>60</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>191.68</l><l>116</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>390</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</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>188.68</l><l>85</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>390</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>70</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>189.68</l><l>42</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>70</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>180</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>350</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</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>192.68</l><l>0</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>180</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>350</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>70</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>191.68</l><l>-36</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>110</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>180</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>350</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>90</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>191.68</l><l>-36</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>110</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>180</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>350</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>90</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>191.68</l><l>-74</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>270</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>160</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>180</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>350</l></block><block 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var="seat"/><l>17</l></block><script><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>128.68</l><l>-109</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>0</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>230</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>180</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>320</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>50</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="seat"/><l>18</l></block><script><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>95.68</l><l>-105</l></block><block s="doWait"><l>.5</l></block><block s="setHeading"><l>0</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>230</l></block><block s="doWait"><l>.5</l></block><block 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s="doWait"><l>.5</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>40</l></block></script><script x="431" y="10246.166666666662"><block s="doWait"><l>.5</l></block></script></scripts></sprite></sprites></stage><variables><variable name="seat"><l>1</l></variable></variables></scene></scenes></project><media name="Seat Number Challenge Variables" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Capture" center-x="240" center-y="180" 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" mediaID="Stage_cst_Capture"/></media></snapdata>