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s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSayFor"><l>hello world </l><l>2</l></block><block s="doSayFor"><l>today were going to learn about the internet </l><l>3</l></block><block s="doSayFor"><l>the internet runs a decenterlized system </l><l>5</l></block><block s="doSayFor"><l>a decenterlized system is the process of shifting control from one main group to several smaller ones.</l><l>8</l></block><block s="doSayFor"><l>there are multiple lines going to the same destination </l><l>5</l></block><block s="doSayFor"><l>if one line is cut the the message can still go through </l><l>5</l></block><block s="doSayFor"><l>but a message can go to multiplt different destiontions before reaching it&apos;s  final destination </l><l>8</l></block><block s="doSayFor"><l>one message from one place to another could look like this </l><l>8</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="project 3" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled(2)" center-x="240" center-y="180" 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gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" 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" 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