<snapdata remixID="8658630"><project name="Eleventh Project: What Shape is That" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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id="2"><item><costume name="circus-tent-engraving-style-vector-15068543" center-x="240" center-y="180" 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id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="The Shape Guesser" idx="1" x="-86" y="-85" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="alonzo" center-x="45" center-y="60" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFoAAAB4CAYAAAByzOU/AAASX0lEQVR4Xu1de4wV1Rn/5q6UZXm4cFdLQ6GoLGKtuhCji2LZppGoTerSpFFp1IuS2GhQTCzaasuuqS1aE3mkpk0wXEmKpG1kTVul2MRFRVb/4KE2RUErGBKie3EXeVm9e5vfuffMPfPNmZkzL3b3svMPYe+ZM+f85pvvfb7PopBXrrVxOtFZ0ylj9eXf+HR3yNvP2OGWyc7L4NZ1EFE7EZ2t3NNPFuWpVFyV7+n7yGSuM3VMINC5uZOWUckCyCrAGrysznxPL8aNXDp0/FDJtWbzRHS7OmbMmDqaNqWeDh46RSdPFtntpT1UP9CW7+7rG0HbiYAnRXOQs5NGUft159K8KxvtGV5/s4+6tnxChSNfqrP2UybTNsK/DYCusIun5NALZ4yle5dMpYYxdS5CPXGySBufP0zb33IQ8QjYDCkXReeuOqeFBgZ2yXFTp9TTQ0una0FW5wJ1P7Px0Ahle/BMN9Ct2W4imo/x4MdPrmgWIHe99Am9/lafYBMAf9aMsbSgLUtNk0bZU+/df5zWrPtY5d0jlF1BxwF0rjWbI6L1ErkHl04XgK770yHOGmxwwVaW/GSKDTiE5Mq1H42A7cc6cq1Z6MLfwpirr2gUAPqBrM5143XnUPv154o/jYDt5h82RavUDJbx6PILBGBr1x1U73qWqNhBVl0LlWiZZDE6oTkCtofWoVIzqHPOpRM4C9iW7ym0qbfnWpvaiErQtcVXgAusBMJzhLI1QHNqhirnEmr1xek6QyTX1thIX9TlqUQ3yqk5G1nxxAdObcRjLg+BXRN/FqxDpWb9rqzv5Xt6oY14XqqBA9bz9MpZ9li36nfmWZAS6JIPhovzPQWwB99LUPapOnjzBBuRGou8SQd2vudIS9C8tfJ7BeimDqLSCrapbURWRxAlO3j23OwqKtF9+JvKPuSYrd0Fem7zYfWWZ/M9BaiUNX9VtY652XYqWS1klXZTqbg7ittTZUGcoiWSbnXxzPD6BbpJTUlN9Y+oFqXu/jXrDtKudz5XfzJiT6ZrGYrjEgG64h+BsBQ+ax3bUDcPRxSsx48Pnar+OZOZXcsev9hAcyEIdyqMHZ2nj4P9QOc+p6lOxZYoLGsoUjBfUyygK5TcJTUNsAwYKwgMmFxu67F21b7IQFesQoBsh7juXDTFERgwAdul9ln0Qn5HAbHJmroiAZ1rdauDUUCWSMIF+8KWT6vAWrQ6v6MAX0rNXKGArkTDYbwIfzUusAt4+eZcMj4WKBovYU1pIsZAV/whq1RWAcF375JpWp4M/guBqAYG/N5ErWsigUDrnEYAbPYl4wUlq9oF+O3Od446dGRQPKgdvuog0AG2SxOpEQeUL9Bcq5CsYtHCyQ6h13vkSxEgeG//cU+iBeD8Pt3gWtVE/NINHGEtgMLDVvibxsFfwa+0h8iCY9qReGMiNDWB3mHvE9ECnVOcQ5LqdNbeznc+F5TsSKSxaDWNLnZI37WOt3v5QVQKRwrDy9sKyp+Gt0/EHQVnIHsJPA3VARStpsBN9CBfiES3lnwivlFwr5wOl95L1E9ktfu5VDnYEKbQWEJqIsM2fUEJzoqMUTjuBU/lIEPg7Xz7KG3dVoicAsbTGZYumRaof+O5v3rig0R9IhX/DFRVyJC8SWAjlpFARKo/2nbaSw2h98j/CBtFYgzLr1ME3kB7GEdQbm62S8YXTVlI0ppIrnXSbiLrMhs8q3R/fscRAJ/apaYb2BlKBk8Dq1gVJU23Yl3aX47MHwl6ZlKhsJwIcNBm9rx+SllfZxEW1wLYekp7ROL56IG8V2ougAyicM5CfrdiZqAxg4UkEQrTaVSVTaZq8jNhiDwNaiOrhASZRrJoN5UspIl2U/1Xu/3ynrmwI4teoFJxmRfouqyoIKrG7y6fSEgHVE7JLYQcsoMPKXsNA01wk827QK7e1E9Ey3TCJipVY+o4al+uNWtH/KHPP762eiIk31NIBA8dZolMrHObsofp9Wsl1y8o/KXOp3VAWbQwv6MA/7jnVZEP/5UD1q++mB7ofF8R9MH5KyaElyLQ1VRfmNhN2VE80wnPdoHNM6TUpJugDQFsqH2KNhSoY1eCFa9gbpm65mRF6VmfiVP0tfOztOhHk40ySiv6LL5dobub+EHUF6BNpPTRHtRIvTSYHAI2RT6dENDVvGoIGARncZlklKpagJogGUTR8nc8w5nb5x13VFmcZFWwERQ+fSDfUyhnaCZ8JQN0OR3sM7m2zuUX2MEADdgHqL7YUnU6CYvU5pumqp6Kg6m3T9U41K9n8X3/rk5XX5yYxqmyRIDGKlWLT7IPuXpGNUTkpDrVUgsjFFWwXd4+pvZxNqV6EMHrqzkm6QjE5IBWjmXwbFIAos0ozdTlkDSjCkV4C59cMTPSh+ul9pWF4MAqaXbz9TnuS8kcTwxoQdWtWRg3noJNe3LLKnVQaaBLZR8q6wmDuFbtw9ej+jU0mVQOb2RIA8h0fQkDXU1D8BJsHn5sx3qjsg9Moge7Oj1na/gFAQzlCInrZIMpmH7jIgEtLEH4F1l1A24QeAk2bWRGWWVUilY1EXYyTOjN7defI06Z8Qseyp91vm//OQ0LMRTQFVMb7kSZ13GAyMpT/VerlNCV7QW8ZeFkcRZRd4HyoMPKs4vgm7NmNNjnF+NSkfSfI0o/q3lsoNPKYSEaWJlh1xcOaMWXzB4k3KYAnE7VIZ1LnFWMoheH3UBS4x0WYgp8OhzQiufLY4Oo39EtHfvDCWjGpxM3XMIBXa7dIQ7j41NfMH+S/enrgI8j1JKiVNN5wMrueWivMrx4XpBf3XRujAsHdLkSjW3FSesKvLZry6eOtAPTMFWYxaY91mG4JKxPhwIaG1WPuXHjAqob4owQQDgQGpQCljZwYedP08EUAWhntHw4sYcg4F0OqgT9HqGBLlN11TAZjizCD/C01LxoQLPDm6aR7CCKGgq/M+dUYjl/kYCu8GpHEmQU9+ZQAJavgXka+/M9hWoRqRgLjgx0GexqIspw0pmD8Lr7ob1VDSohKzEm0KKMhIjB4TLJEg3a5FD4PQ0rMRbQFRZi+zZMEheHApBBa2BWIlECh00TANpJ1bXCq51pCOQIvwW9KN3vsYHmvFrn742ysMG+x6VTx4yQJwR0NQoeJxQ12ODy57ty/WIIxmSAZlHwWmEfAJ7FISNnnSYCNBeKtaJ9YF+uI3kRWUhyQAdUnxlqbCHMetxxzvApCckBrQQFTI5MhNnoUBiLGKRyjjJ0ADcRoHnNjlri0fIlu1PP9CfQvIgiGaCZNy9MVuhQoFbTNbAk+FDhrthA8zLIteSf5i+ApyUQmfPqWECXWUamW2YC1ZIO7UXlzA9iXMQlHtDslG3cxBfTT3gwx7l5tVkQNzLQavY8Nl7LLIO/2ChB3BhAV33RavL5YFLb6Xq20zQv7TEp/RkJaH6i6kxgGepLdAlFgyBuVKBdldNPFzUNlec42UfwibDQQPMjvrVonJi8TGcQN/g0VxSg7UPzptFvBDx16bImGxJj6sYRTbyGaOI8orPGER3fT9T3GtHRBHuiTWgharyGaOwMoi8Ol+fufclzicz/EWiShwdaOXmq480Ade++47R3/wlXmycITdToCJXB1DCDqPk3RKO/LjZ9cN+71DBuAjV9YxpR7xaiD39r/L60A/ESz/95+SUS0d6d28W/DePPLh94wvwn9rtuVaPlJaJjVn1xqt8ho1BAqyqdapwgxoZaHvjX3T/LucZQcUWA0PJnorqxtPPVF2nrpj/Qe7veEBNeOPsqWnDzT2nOzBNEB9dGB7v5MQEyXuCa5bdS4fDH9lxX33AzLVn+S6J37yAqHnM9w3Gai+gAZTLtXoVswwJtF/S+/LIJNLFxlMgmDQJXPdweShWcsphoSo5OHOunBxbOppPHjjo2m508lZ7cvItoz03lzz3sha/lO8+IuzC/CrKc6sY7l1P7ggaiw38JAhq/e57eDQe0dyK6vQhZ5w48WWbaq4IjFEUDhIYZ9Po/nqNnfr1UC+Odj6yleRcd8OWnnvhXXiTYxeP32L0gHMPHjJtATz//PNF/RKF3x8UoWv6mjcIYAy2cR8WBV8giV+aOBBcZpLx0Jj9jGOoY8hXbxOLXPHgr7XpVL5iuvekuWvTjZqJDdkMkc7quAO33IjHZ+q3/CgQaGChftks4GgHtVb0AbGDB/CzNuXS8tl40r4cUim1ghxetJhrfIvjz2gdv0wLYuaGbptX9PRZFgz+vuM3RYsZ+lmBPG9a7gOaJ6yAgR1M2Fsj1Bbri0EdpBrvoqxBEPiec5Ar5MbSwtaXFPBWK8+KhU5svpkc3bEuER6+8+4e2oFXf6NLHN9Cc6R+6eLT6pUoCYoFch7/aE2juAsXDMSEqFwTpxLqzfqFYhtyponVAIG7d9EfBr3EtuPkumveDW6jh2MvxtA6odk3XCYG78amHafuLm8T8oORF9z9Gcy6fWaZmpnWoerTMO3QHcqtFsbyBZoLP1DjRgRzLs8f0aAf/OPzXeCBjMqZHO+aH/rzvYa1Gowp4dX+sJqBN1VqgeYGnOCCb3hsowZquJ4L1Nnpy2Wr77DWtIRE4j9cA1TKE5QmQfSxD1dehBqM16QmiMo4LaO5nNgVKR8mm90YGZ5Bu5N6736+c5VAGWGxRJLM7gObRbFMt4UwCGe9WZQ86jFg2qkhmdwLNaveb+JkT58mDRKVhHqtmmnoJeUcyeyYz2waaFw4xEWCJaRdhdjnIY1Vtw++gFK8BUgU65EmrMxFkoc8r5dvg77nnjqnaV+/UPqxOBehqv1m/qgRyVl5R0eSeQSbG2I/n5Zybz2+gX9x3nnZe7q8WQPMkGC5F+Uy8ftFQ0y6gFYTyeRu8Ak1KmLjLi8CYj2dbGWiFbQSBxjMr6+osWvlIc+IbM9i77yer60cQdU5ezLBEVq9FpSbMJxs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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="102" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-86</l><l>-85</l></block><block s="doSayFor"><l>Hello!</l><l>2</l><comment w="90" collapsed="false">Opening Monologue</comment></block><block s="doSayFor"><l>I am the Shape Guesser</l><l>3</l></block><block s="doSayFor"><l>Answer these few questions</l><l>3</l></block><block s="doSayFor"><l>And I will tell you shape</l><l>3</l></block><block s="doAsk"><l>What is the number of sides it has?</l><comment w="90" collapsed="false">Question</comment></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Three</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>three</l></block></block><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><comment w="90" collapsed="false">If the answer was a triangle</comment></block><script><block s="doSayFor"><l>Easy, that is a Triangle!</l><l>3</l></block><block s="doSayFor"><l>Once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Four</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>four</l></block></block><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><comment w="90" collapsed="false">If the answer was a quadrilateral</comment></block><script><block s="doAsk"><l>Hmmm... Okay. Are all the sides equal?</l></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><comment w="90" collapsed="false">If the answer was a Square</comment></block><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Si</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>si</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>y</l></block></block></block></block><script><block s="doSayFor"><l>Ahha! It has to be a square!</l><l>3</l></block><block s="doSayFor"><l>Once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>n</l></block></block><comment w="90" collapsed="false">Answer was negative</comment></block><script><block s="doAsk"><l>Really? Hmmm... are the angles equal at least?</l></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><comment w="90" collapsed="false">If the answer was a rectangle</comment></block><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Si</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>si</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>y</l></block></block></block></block><script><block s="doSayFor"><l>Ohhh, so it has to be a rectangle</l><l>3</l></block><block s="doSayFor"><l>Once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>n</l></block></block><comment w="90" collapsed="false">Answer was negative</comment></block><script><block s="doAsk"><l>Intresting, are the sides parallel?</l></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><comment w="90" collapsed="false">If the answer is Parallelogram</comment></block><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Si</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>si</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>y</l></block></block></block></block><script><block s="doSayFor"><l>Ahh, the trickly parallelogram</l><l>3</l></block><block s="doSayFor"><l>Good one!</l><l>2</l></block><block s="doSayFor"><l>But once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doIf"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>No</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>no</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>N</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>n</l></block></block><comment w="90" collapsed="false">Answer was negative</comment></block><script><block s="doAsk"><l>What? Is it a trapezoid</l></block><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Yes</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><comment w="90" collapsed="false">If the answer is Trapezoid</comment></block><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Si</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>si</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Y</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>y</l></block></block></block></block><script><block s="doSayFor"><l>Ah, I hate trapezoid</l><l>3</l></block><block s="doSayFor"><l>They are never what you think they are</l><l>4</l></block><block s="doSayFor"><l>Yet once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block><block s="doStopThis"><l><option>this script</option></l></block></script><script><block s="doSayFor"><l>Ohhhhh, nice try</l><l>4</l><comment w="90" collapsed="false">If the answer doesn&apos;t exsit</comment></block><block s="doSayFor"><l>I&apos;m not that easy to fool, for that shape donen&apos;t exsit!</l><l>5</l></block><block s="doSayFor"><l>Despite your trickery, I pervail once more!</l><l>4</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block><block s="doStopThis"><l><option>this script</option></l></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block><block s="doSayFor"><l>Look if you&apos;re not going to take this seriously</l><l>4</l><comment w="90" collapsed="false">Invalid Answer</comment></block><block s="doSayFor"><l>Then you don&apos;t deserve my services!</l><l>3</l></block><block s="doSayFor"><l>Don&apos;t worry, Its to hard to stay mad at you</l><l>4</l></block><block s="doSayFor"><l>Till next time, Thanks for Playing</l><l>4</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Five</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>five</l></block></block><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><comment w="90" collapsed="false">If the answer was a pentagon</comment></block><script><block s="doSayFor"><l>Pentagon</l><l>2</l></block><block s="doSayFor"><l>Phhh, obivously</l><l>3</l></block><block s="doSayFor"><l>Once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>Six</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>six</l></block></block><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><comment w="90" collapsed="false">If the answer was a hexagon</comment></block><script><block s="doSayFor"><l>I hex you!</l><l>2</l></block><block s="doSayFor"><l>For thinking that I wouldn&apos;t guess hexagon</l><l>5</l></block><block s="doSayFor"><l>Once again, I pervail!</l><l>3</l></block><block s="doSayFor"><l>Thanks for Playing</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block s="getLastAnswer"><comment w="90" collapsed="false">If the number supprases the current limit</comment></block><l>6</l></block><script><block s="doSayFor"><l>Oh!</l><l>2</l></block><block s="doSayFor"><l>Thats a big number!</l><l>2</l></block><block s="doSayFor"><l>I&apos;m not that good of a Shape guesser</l><l>4</l></block><block s="doSayFor"><l>I admit defeat</l><l>2</l></block><block s="doSayFor"><l>But Thanks Forr Playing anyways!</l><l>2</l></block></script><script><block s="doSayFor"><l>Silly</l><l>2</l><comment w="90" collapsed="false">If the shape does not exsits, than this is backup Dialogue</comment></block><block s="doSayFor"><l>Thats not a real shape</l><l>2</l></block><block s="doSayFor"><l>Huh, I geuss you are going to try again</l><l>4</l></block><block s="doSayFor"><l>Well, Thanks for Playing</l><l>3</l></block></script></block></script></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="The Shape Guesser" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="The Shape Guesser" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Eleventh Project: What Shape is That" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>