<snapdata remixID="15121693"><project name="Network Redundancy Simulation" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Network Redundancy Simulation"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw Connections" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="setColor"><color>0,15,245,1</color></block><block s="setSize"><l>2</l></block><block s="gotoXY"><l>0</l><l>158</l></block><block s="down"></block><block s="gotoXY"><l>-90</l><l>75</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="connectionBCdown"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="setColor"><color>250,19,0,1</color></block><block s="setSize"><l>1</l></block></script><list></list></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="setColor"><color>0,15,245,1</color></block><block s="setSize"><l>2</l></block><block s="gotoXY"><l>90</l><l>75</l></block><block s="gotoXY"><l>0</l><l>158</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>-126</l></block><block s="up"></block></script></block-definition><block-definition s="send message from start to end" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doGotoObject"><l>A</l></block><block s="doWait"><l>1</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="connectionBCdown"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><script><block s="doGotoObject"><l>B</l></block></script><script><block s="doGotoObject"><l>D</l></block></script></block><block s="doWait"><l>1</l></block><block s="doGotoObject"><l>C</l></block><block s="doWait"><l>1</l></block><block s="doGotoObject"><l>E</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" 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" 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