<snapdata remixID="12563494"><project name="seatNumberChallengeVariables" 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="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" id="5"><pentrails>data:image/png;base64,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</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="119" y="-25" heading="90" scale="0.25" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_fish1"></ref></item><item><ref mediaID="Sprite_cst_fish1"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables><variable name="seat"><l></l></variable></variables><scripts><script x="93" y="10"><block s="receiveGo"></block><block s="setScale"><l>25</l></block><block s="doSetVar"><l>seat</l><l>-2</l></block><block s="doAsk"><l>what&apos;s your seat?</l></block><block s="doSetVar"><l>seat</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><block var="seat"/><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><block var="seat"/><l>31</l></list></block></list></block><script><block s="doSayFor"><l>Sorry Pick Another Seat Please!</l><l>2</l></block></script><script><block s="doSayFor"><l>Cool!</l><l>2</l></block><block s="doWait"><l>2</l></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>1</l></list></block><script><block s="gotoXY"><l>-46</l><l>-122</l></block><block s="doGlide"><l>2</l><l>121</l><l>-48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>2</l></list></block><script><block s="gotoXY"><l>-46</l><l>-79</l></block><block s="doGlide"><l>2</l><l>121</l><l>-48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>3</l></list></block><script><block s="gotoXY"><l>-46</l><l>-37</l></block><block s="doGlide"><l>2</l><l>121</l><l>-48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>4</l></list></block><script><block s="gotoXY"><l>-46</l><l>6</l></block><block s="doGlide"><l>2</l><l>121</l><l>-48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>5</l></list></block><script><block s="gotoXY"><l>-46</l><l>48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>6</l></list></block><script><block s="gotoXY"><l>-46</l><l>92</l></block><block s="doGlide"><l>2</l><l>121</l><l>-48</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>7</l></list></block><script><block s="gotoXY"><l>34</l><l>-123</l></block><block s="doGlide"><l>2</l><l>117</l><l>32</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>8</l></list></block><script><block s="gotoXY"><l>34</l><l>-86</l></block><block s="doGlide"><l>2</l><l>117</l><l>32</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>9</l></list></block><script><block s="gotoXY"><l>34</l><l>-41</l></block><block s="doGlide"><l>2</l><l>117</l><l>32</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>10</l></list></block><script><block s="gotoXY"><l>34</l><l>0</l></block><block s="doGlide"><l>2</l><l>117</l><l>32</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>11</l></list></block><script><block s="gotoXY"><l>34</l><l>45</l></block><block s="doGlide"><l>2</l><l>117</l><l>32</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>12</l></list></block><script><block s="gotoXY"><l>34</l><l>89</l></block><block s="doGlide"><l>2</l><l>117</l><l>32</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>13</l></list></block><script><block s="gotoXY"><l>-171</l><l>109</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>14</l></list></block><script><block s="gotoXY"><l>-127</l><l>109</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>15</l></list></block><script><block s="gotoXY"><l>-84</l><l>109</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>16</l></list></block><script><block s="gotoXY"><l>-41</l><l>109</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>17</l></list></block><script><block s="gotoXY"><l>3</l><l>109</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>18</l></list></block><script><block s="gotoXY"><l>45</l><l>109</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>19</l></list></block><script><block s="setYPosition"><l>109</l></block><block s="setXPosition"><l>89</l></block><block s="doGlide"><l>2</l><l>132</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>20</l></list></block><script><block s="gotoXY"><l>123</l><l>132</l></block><block s="doGlide"><l>2</l><l>117</l><l>105</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>21</l></list></block><script><block s="gotoXY"><l>-157</l><l>-99</l></block><block s="doGlide"><l>2</l><l>-155</l><l>-96</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>22</l></list></block><script><block s="gotoXY"><l>-157</l><l>-63</l></block><block s="doGlide"><l>2</l><l>-155</l><l>-96</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>23</l></list></block><script><block s="gotoXY"><l>-157</l><l>-25</l></block><block s="doGlide"><l>2</l><l>-155</l><l>-96</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>24</l></list></block><script><block s="gotoXY"><l>-157</l><l>14</l></block><block s="doGlide"><l>2</l><l>-155</l><l>-96</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>25</l></list></block><script><block s="gotoXY"><l>-157</l><l>-53</l></block><block s="doGlide"><l>2</l><l>-155</l><l>-96</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>26</l></list></block><script><block s="gotoXY"><l>-157</l><l>89</l></block><block s="doGlide"><l>2</l><l>-155</l><l>-96</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>27</l></list></block><script><block s="gotoXY"><l>119</l><l>89</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>28</l></list></block><script><block s="gotoXY"><l>-119</l><l>53</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>29</l></list></block><script><block s="gotoXY"><l>119</l><l>14</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="seat"/><l>30</l></list></block><script><block s="gotoXY"><l>119</l><l>-25</l></block><block s="doGlide"><l>2</l><l>121</l><l>-127</l></block></script><list></list></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" var="seat" style="normal" x="6" y="5.00000399999999" color="243,118,29"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="375" y="7.000005999999985" color="4,148,220"/></sprites></stage><variables></variables></scene></scenes></project><media name="seatNumberChallengeVariables" app="Snap! 9.0, 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"/><costume name="fish1" center-x="75" center-y="75" image="data:image/svg+xml;base64,PHN2ZyB2ZXJzaW9uPSIxLjEiIGlkPSJmaXNoMiIgeD0iMHB4IiB5PSIwcHgiIHdpZHRoPSIxNTBweCIgaGVpZ2h0PSIxNTBweCIgdmlld0JveD0iMCAwIDE1MCAxNTAiIGVuYWJsZS1iYWNrZ3JvdW5kPSJuZXcgMCAwIDE1MCAxNTAiIHhtbDpzcGFjZT0icHJlc2VydmUiIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8yMDAwL3N2ZyIgeG1sbnM6eGxpbms9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkveGxpbmsiPgogIDxnPgogICAgPGcgaWQ9IlRhaWxfRmluIj4KICAgICAgPHBhdGggaWQ9IkZpbGxfM18iIGZpbGw9IiMyQjhFOTEiIGQ9Ik0yOC43MjcsNzYuNTY4YzAsMC0xNS41MjQtNC4zOTYtMTcuMzQ0LDMuMDkzQzkuNDAxLDg3LjgxNCwyMy45Nyw4OS4zNjQsMjYuMjUsOTAuNTk2JiN4RDsmI3hBOyYjeDk7JiN4OTtjLTEuMDc4LDIuNjE5LTkuNzEzLDEwLjY1Ny01LjUyNywxNC4yNDZjMy40NCwyLjk0OSw4LjY1NC0xLjY2Niw5LjgxNS0xLjc2N2MtMC42NTgsNC4wMjYtMS40OTYsNy45NzItMC4xOTEsMTIuMzY4JiN4RDsmI3hBOyYjeDk7JiN4OTtjMC41OSwxLjk4OCwyLjAwOSwzLjM1MSwzLjkwNiwzLjIwM2M1LjkwNy0wLjQ2MSw5Ljg0Ny0xMS4yNDQsMTEuMTQ5LTE2Ljg5NmMxLjg3LTguMTExLDEuOTA3LTE4LjkwOCwwLjI4Ny0yNy4wNiYjeEQ7JiN4QTsmI3g5OyYjeDk7QzM5Ljc1OSw0NC44NjMsMTcuODY3LDQ4LjQsMjguNzI3LDc2LjU2OHoiLz4KICAgICAgPHBhdGggaWQ9Ik91dGxpbmVfM18iIGZpbGw9IiMyNzI1MjUiIGQ9Ik0zNy44NzUsNTAuODM0Yy0yLjk3OS0zLjIxMy04Ljk0MS01LjQwNC0xMi43NjktMi42NSYjeEQ7JiN4QTsmI3g5OyYjeDk7Yy03LjMzMyw1LjI3Ni0zLjMyOSwyMS43NC0zLjkwOCwyMy4zMDRDNS40MzMsNzAuNjUxLTEuNDQxLDg0LjI3OSwxNy4yOTIsOTQuMjM5Yy01LjI5OSw4LjYzMy0xLjU3LDE3LjMwNCw3LjUyOCwxNy43ODImI3hEOyYjeEE7JiN4OTsmI3g5O2MtMC44MjQsMTkuMTYsMjIuMjI4LDIyLjI3OCwyNS40NDQtMTQuNThDNTEuNzYxLDgwLjI2NCw0OS4yMTcsNjMuMDYzLDM3Ljg3NSw1MC44MzR6IE00NS40MDIsMTAxLjc1JiN4RDsmI3hBOyYjeDk7JiN4OTtjLTEuMzAyLDUuNjUyLTUuMjQyLDE2LjQzNi0xMS4xNDksMTYuODk2Yy0xLjg5NywwLjE0Ni0zLjMxNi0xLjIxNS0zLjkwNi0zLjIwM2MtMS4zMDUtNC4zOTYtMC40NjctOC4zNDIsMC4xOTEtMTIuMzY4JiN4RDsmI3hBOyYjeDk7JiN4OTtjLTEuMTYxLDAuMTAxLTYuMzc1LDQuNzE2LTkuODE1LDEuNzY3Yy00LjE4Ni0zLjU4OSw0LjQ0OS0xMS42MjcsNS41MjctMTQuMjQ2Yy0yLjI4LTEuMjMtMTYuODQ5LTIuNzgxLTE0Ljg2Ny0xMC45MzUmI3hEOyYjeEE7JiN4OTsmI3g5O2MxLjgyLTcuNDg5LDE3LjM0NC0zLjA5MywxNy4zNDQtMy4wOTNDMTcuODY3LDQ4LjQsMzkuNzU5LDQ0Ljg2Myw0NS42ODksNzQuNjlDNDcuMzA5LDgyLjg0Miw0Ny4yNzIsOTMuNjM5LDQ1LjQwMiwxMDEuNzV6Ii8+CiAgICA8L2c+CiAgICA8ZyBpZD0iVG9wX0ZpbiI+CiAgICAgIDxwYXRoIGlkPSJGaWxsIiBmaWxsPSIjMkI4RTkxIiBkPSJNMTAzLjU3OCw1Mi40OTdjMC4yMDQtNy4wOTktMi4wMjktMjcuNDU3LTguNjYxLTI1LjcxMmMtNi42MzMsMS43NDUtMi45NjMsMTguODY0LTIuOTYzLDE4Ljg2NCYjeEQ7JiN4QTsmI3g5OyYjeDk7Yy0yLjg3NC01Ljg4Ni04LjAzNC0xOS4yODMtMTUuMzgxLTE1LjU1Yy03LjM0OCwzLjczMy0xLjczLDE0Ljk5MywwLjAzNiwyMS40MDRjLTIuNDE5LTAuOTcyLTkuMzY2LTQuNDUyLTExLjU2NiwxLjg5OSYjeEQ7JiN4QTsmI3g5OyYjeDk7Yy0xLjE0NiwzLjMxLDIuMTMxLDEwLjcxLDMuNDMsMTMuNjk2Qzc4LjM1NCw1OC45MTgsOTEuNjAyLDUzLjc4NywxMDMuNTc4LDUyLjQ5N3oiLz4KICAgICAgPHBhdGggaWQ9Ik91dGxpbmUiIGZpbGw9IiMyNzI1MjUiIGQ9Ik02OC40NDMsNjcuMDNjLTEuNDY3LTMuNDAxLTQuNDM0LTEwLjY0NS0zLjQtMTMuNjI4YzIuMi02LjM1MSw5LjE0Ny0yLjg3MSwxMS41NjYtMS44OTkmI3hEOyYjeEE7JiN4OTsmI3g5O2MtMS43NjgtNi40MTEtNy4zODQtMTcuNjcxLTAuMDM2LTIxLjQwNGM3LjM0Ny0zLjczMywxMi41MDcsOS42NjQsMTUuMzgxLDE1LjU1YzAsMC0zLjY3LTE3LjExOSwyLjk2My0xOC44NjQmI3hEOyYjeEE7JiN4OTsmI3g5O2M2LjM2NC0xLjY3NSw4LjY2NSwxNy45MjcsOC42NjEsMjUuNzEyYzEuNDU5LTAuMTYzLDIuOTIxLTAuMTQ4LDQuMzg2LTAuMTgyYzAuMDM0LTguMDk0LTEuNzkyLTIxLjAyNC02LjE5Ni0yNy4wOTkmI3hEOyYjeEE7JiN4OTsmI3g5O2MtMi4yNDYtMy4wOTYtNi43OTMtNS41MzUtMTAuMTAxLTMuNDIzYy0yLjY1NSwxLjY5OC0zLjI0Myw0Ljc5OC0zLjkwNSw3Ljk1MWMtMi42MTMtNC44OTItOC40MjItNy42NDQtMTMuMjQ4LTQuNzQ4JiN4RDsmI3hBOyYjeDk7JiN4OTtjLTUuOTM0LDMuNTYyLTcuNDcxLDEyLjAwNS00Ljc2NCwxOS44OGMtMy4xODMtMi4zNTItNi4yNzktMi4wNzYtOC42NzIsMC43NzNjLTMuNTIzLDQuMTk3LDEuNjYyLDE1Ljc4LDQuOTQzLDIzLjA5JiN4RDsmI3hBOyYjeDk7JiN4OTtDNjYuODEyLDY4LjEzOSw2Ny42ODUsNjcuNjc0LDY4LjQ0Myw2Ny4wM3oiLz4KICAgIDwvZz4KICAgIDxnIGlkPSJCb2R5Ij4KICAgICAgPHBhdGggaWQ9IkZpbGxfMV8iIGZpbGw9IiNCQzhFRkYiIGQ9Ik04OC4yNDcsNTkuNzQ3Yy0xMi43ODIsNS4xOTgtMjguMjQ0LDE4LjY2LTM1LjQ5NywyNi43ODImI3hEOyYjeEE7JiN4OTsmI3g5O2MxMC45MzgsMTMuNzI3LDMwLjYxMywzNi43MjIsNTIuODg3LDI5LjQwNmM0LjIzNi0xLjM5MiwxMC4xMjEtOC44MjIsMTAuMzI5LTE0LjA3NmMtOS4wMjQsMC4wMjYtMTYuMjktMC40NzktMjQuNDg5LTUuNTIxJiN4RDsmI3hBOyYjeDk7JiN4OTtjMjAuMjM1LDIuODkzLDM1LjMxOCwwLjYxNiw0My43LTguNzA0YzMuNjMtNC4wMzIsNC4xNzEtMTIuMjIzLDIuMzg0LTE3LjY3MUMxMzEuNzQ4LDUyLjI0NCwxMDAuMDIzLDU0Ljk1OCw4OC4yNDcsNTkuNzQ3eiIvPgogICAgICA8cGF0aCBpZD0iT3V0bGluZV8xXyIgZmlsbD0iIzI3MjUyNSIgZD0iTTEzOS4yMTgsNjQuNzVjLTQuMzAyLTcuODc4LTE4Ljg0My0xMi4yNS0yOS40NjgtMTMuMjUzJiN4RDsmI3hBOyYjeDk7JiN4OTtjLTAuMDYtMC4wMDUtMjEuMjUtMi4zNzItNDMuNjU5LDE2LjM5NWMtNy4yOTUsNi4xMDktMTUuMzY2LDEzLjI1Mi0xOS4wNTksMTkuMDQ5YzUuMTIyLDYuOTA0LDIxLjMzOCwyMS44NzEsMjMuOTQyLDI0LjE2JiN4RDsmI3hBOyYjeDk7JiN4OTtjMTMuNTEyLDExLjg3OSwzNC4zNzQsMTYuNTMsNDUuODUsMC41ODZjMi42OTktMy43NSwzLjM0NS02LjM4NSwzLjcxNi0xMC44MjJDMTM2LjI2Miw5Ny4xODksMTQ5Ljg2MSw4NC4yMzQsMTM5LjIxOCw2NC43NXomI3hEOyYjeEE7JiN4OTsmI3g5OyBNMTM1LjE3Nyw4Ny42MzRjLTguMzgyLDkuMzItMjMuNDY1LDExLjU5Ny00My43LDguNzA0YzguMTk5LDUuMDQyLDE1LjQ2NSw1LjU0OSwyNC40ODksNS41MjEmI3hEOyYjeEE7JiN4OTsmI3g5O2MtMC4yMDgsNS4yNTQtNi4wOTMsMTIuNjg2LTEwLjMyOSwxNC4wNzZjLTIyLjI3Miw3LjMxNC00MS45NDktMTUuNjgxLTUyLjg4Ny0yOS40MDZjNy4yNTMtOC4xMjIsMjIuNzE1LTIxLjU4NCwzNS40OTctMjYuNzgyJiN4RDsmI3hBOyYjeDk7JiN4OTtjMTEuNzc2LTQuNzg5LDQzLjUwMS03LjUwMyw0OS4zMTMsMTAuMjE2QzEzOS4zNDgsNzUuNDExLDEzOC44MDcsODMuNjAyLDEzNS4xNzcsODcuNjM0eiIvPgogICAgPC9nPgogICAgPGcgaWQ9IkxpdHRsZV9GaW4iPgogICAgICA8cGF0aCBpZD0iRmlsbF8yXyIgZmlsbD0iIzJCOEU5MSIgZD0iTTY0LjM1NiwxMjMuOTUxYzEwLjkwNSwyLjc1MywxNi41NzYtMTIuMDQ0LDE3Ljg3Ni0yMC4xNTgmI3hEOyYjeEE7JiN4OTsmI3g5O0M3My44MzMsMTA3LjEwMiw2Ni4zMzQsMTE0LjAwNyw2NC4zNTYsMTIzLjk1MXoiLz4KICAgICAgPHBhdGggaWQ9Ik91dGxpbmVfMl8iIGZpbGw9IiMyNzI1MjUiIGQ9Ik04My41NjYsMTAxLjE0M2MtMTEuNjM4LDAuMjk3LTIyLjMwOCwxMi40NDItMjEuNzI3LDI1Ljk1MyYjeEQ7JiN4QTsmI3g5OyYjeDk7Qzc4LjgwOSwxMzQuNzQxLDg1LjUwNywxMDkuNzI1LDgzLjU2NiwxMDEuMTQzeiBNNjQuMzU2LDEyMy45NTFjMS45NzgtOS45NDQsOS40NzctMTYuODUsMTcuODc2LTIwLjE1OCYjeEQ7JiN4QTsmI3g5OyYjeDk7QzgwLjkzMiwxMTEuOTA3LDc1LjI2MSwxMjYuNzA0LDY0LjM1NiwxMjMuOTUxeiIvPgogICAgPC9nPgogICAgPGcgaWQ9IkxfRXllIj4KICAgICAgPHBhdGggaWQ9IldoaXRlXzFfIiBmaWxsPSIjRkZGRkZGIiBkPSJNODYuNjY1LDgyLjMxMWM0Ljc5LDQuMzI1LDE4LjIwMS0xLjE5OSwxNC44NjQtNy45NTMmI3hEOyYjeEE7JiN4OTsmI3g5O0M5Ny43MDEsNjYuNjA3LDgwLjEzNyw3Ni40MTcsODYuNjY1LDgyLjMxMXoiLz4KICAgICAgPGVsbGlwc2UgaWQ9IlB1cGlsXzFfIiBmaWxsPSIjMjcyNTI1IiBjeD0iOTkuMzI0IiBjeT0iNzYuNDUyIiByeD0iMy4yMTYiIHJ5PSIzLjcyOCIvPgogICAgICA8cGF0aCBpZD0iT3V0bGluZV81XyIgZmlsbD0iIzI3MjUyNSIgZD0iTTEwNS41NjIsNzIuODc5Yy0zLjA3LTEwLjIyNS0yNC4zNzctNi4xMTQtMjMuODQ5LDcuMTEzJiN4RDsmI3hBOyYjeDk7JiN4OTtDODIuMjk4LDk0LjQ5NSwxMDkuNzA5LDg2LjY4OSwxMDUuNTYyLDcyLjg3OXogTTg2LjY2NSw4Mi4zMTFjLTYuNTI4LTUuODk0LDExLjAzNi0xNS43MDQsMTQuODY0LTcuOTUzJiN4RDsmI3hBOyYjeDk7JiN4OTtDMTA0Ljg2Niw4MS4xMTEsOTEuNDU1LDg2LjYzNiw4Ni42NjUsODIuMzExeiIvPgogICAgPC9nPgogICAgPGcgaWQ9IlJfRXllIj4KICAgICAgPHBhdGggaWQ9IldoaXRlIiBmaWxsPSIjRkZGRkZGIiBkPSJNMTIyLjQwMiw3Ni4wMjNjMS4zMDksNC43OTUsMTAuODY3LDUuODgxLDExLjIwOS0wLjA3MiYjeEQ7JiN4QTsmI3g5OyYjeDk7QzEzNC4wMDIsNjkuMTE1LDEyMC42Miw2OS40ODcsMTIyLjQwMiw3Ni4wMjN6Ii8+CiAgICAgIDxlbGxpcHNlIGlkPSJQdXBpbCIgZmlsbD0iIzI3MjUyNSIgY3g9IjEzMi4wODEiIGN5PSI3NS4yMDkiIHJ4PSIyLjM4MiIgcnk9IjIuNzYxIi8+CiAgICAgIDxwYXRoIGlkPSJPdXRsaW5lXzRfIiBmaWxsPSIjMjcyNTI1IiBkPSJNMTE5LjEzNyw3My4xMTRjLTQuNTE2LDEwLjM2LDEzLjg1NywxNS4wMjgsMTYuMDksMy44MzQmI3hEOyYjeEE7JiN4OTsmI3g5O0MxMzYuODgzLDY4LjY2MiwxMjMuMjU1LDYzLjY2NiwxMTkuMTM3LDczLjExNHogTTEyMi40MDIsNzYuMDIzYy0xLjc4Mi02LjUzOCwxMS42LTYuOTA4LDExLjIwOS0wLjA3MiYjeEQ7JiN4QTsmI3g5OyYjeDk7QzEzMy4yNyw4MS45MDQsMTIzLjcxMSw4MC44MTgsMTIyLjQwMiw3Ni4wMjN6Ii8+CiAgICA8L2c+CiAgPC9nPgo8L3N2Zz4=" mediaID="Sprite_cst_fish1"/></media></snapdata>