<snapdata remixID="9883005"><project name="Number guesser" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Number guesser"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Check Guess" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="doSwitchToCostume"><l>smile</l></block><block s="doIfElse"><block s="reportEquals"><block var="User Guess"/><block var="Computer Number"/></block><script><block s="doSayFor"><l>You Guessed It You WIN!!!</l><l>5</l></block><block s="doForever"><script><block s="doSwitchToCostume"><l>Untitled(3)</l></block><block s="doWait"><l>.25</l></block><block s="doSwitchToCostume"><l>smile left</l></block><block s="doWait"><l>.25</l></block><block s="doSwitchToCostume"><l>Untitled(3)</l></block><block s="doWait"><l>.25</l></block><block s="doSwitchToCostume"><l>Smile right</l></block><block s="doWait"><l>.25</l></block></script></block></script><script><block s="doSwitchToCostume"><l>Untitled(5)</l></block><block s="doIfElse"><block s="reportGreaterThan"><block var="User Guess"/><block var="Largest possible number"/></block><script><block s="doSayFor"><l>That number is not in your range</l><l>2</l></block><block s="doSayFor"><l>Guess lower</l><l>2</l></block><block s="doSwitchToCostume"><l>Untitled(4)</l></block><block s="doSwitchToCostume"><l>smile</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Pick a number between 1 and </l><block var="Largest possible number"/></list></block></block><block s="doSetVar"><l>User Guess</l><block s="getLastAnswer"></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="User Guess"/><l>0</l></block><script><block s="doSayFor"><l>no negatives</l><l>2</l></block><block s="doSayFor"><l>try again</l><l>2</l></block><block s="doSwitchToCostume"><l>Untitled(4)</l></block><block s="doSwitchToCostume"><l>smile</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Pick a number between 1 and </l><block var="Largest possible number"/></list></block></block><block s="doSetVar"><l>User Guess</l><block s="getLastAnswer"></block></block></script><script><block s="doIfElse"><block s="reportGreaterThan"><block var="User Guess"/><block var="Computer Number"/></block><script><block s="doSayFor"><l>Not Correct</l><l>1</l></block><block s="doSayFor"><l>Guess lower</l><l>2</l></block></script><script><block s="doSayFor"><l>Not Correct</l><l>1</l></block><block s="doSayFor"><l>Guess Higher</l><l>2</l></block></script></block><block s="doSwitchToCostume"><l>smile</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Pick a number between 1 and </l><block var="Largest possible number"/></list></block></block><block s="doSetVar"><l>User Guess</l><block s="getLastAnswer"></block></block></script></block></script></block></script></block></script></block><block s="doSwitchToCostume"><l>Untitled(5)</l></block><block s="doSayFor"><l>You lose!!! Play again</l><l>4</l></block></script></block-definition></blocks><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" id="145"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="146"></list></costumes><sounds><list struct="atomic" id="147"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="3" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="152"><costumes><list id="153"><item><ref mediaID="3_cst_Untitled(3)"></ref></item><item><ref mediaID="3_cst_smile"></ref></item><item><ref mediaID="3_cst_Untitled(5)"></ref></item><item><ref mediaID="3_cst_smile left"></ref></item><item><ref mediaID="3_cst_Smile right"></ref></item></list></costumes><sounds><list struct="atomic" id="154"></list></sounds><blocks></blocks><variables></variables><scripts><script x="429" y="10"><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="64" y="74.00000000000011"><block s="receiveGo"></block><block s="doSetVar"><l>Largest possible number</l><l>147000000000</l></block><block s="doSwitchToCostume"><l>smile</l></block><block s="doSetVar"><l>Computer Number</l><block s="reportRandom"><l>1</l><block var="Largest possible number"/></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>Pick a number between 1 and </l><block var="Largest possible number"/></list></block></block><block s="doSetVar"><l>User Guess</l><block s="getLastAnswer"></block></block><custom-block s="Check Guess"></custom-block></script></scripts></sprite><watcher var="Largest possible number" style="normal" x="2" y="330.000004" color="243,118,29"/><watcher var="User Guess" style="normal" x="3" y="304.000002" color="243,118,29"/><watcher var="Computer Number" style="normal" x="10" y="278" color="243,118,29"/></sprites></stage><variables><variable name="Computer Number"><l>95572275784</l></variable><variable name="User Guess"><l>95000000000</l></variable><variable name="Largest possible number"><l>147000000000</l></variable></variables></scene></scenes></project><media name="Number guesser" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled(3)" center-x="240" center-y="180" 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" mediaID="3_cst_Untitled(3)"/><costume name="smile" center-x="240" center-y="123" 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jT78+MCopRublX1BCbovgdlSlzuLmHCFzjzAdDThC+GGn1g0N01Ah/4jzpwYLYdq0MI3ksc9mp4wcMSC7IUddbUUhIWI9lgYcenvTAN4vNan5oWdmwkgI0IAjwR5NUm1L3gZw9dtLv7PTxcRpz+DFl9/O/qt/3HEI3n9cXTTNMTArDTiSptwuNakzI8nMpKEToAGHjjyahNraOAWiDwKoiUaBmVnPOf81/PxXWzYimj1rHC7+2l5mCo1AFQ04AuhAG1SOk9r5CyPJzqShEqABh4o7umTalrwFAJ+y3K4FNJmdn5NkE9nv661Skzo7suxMHBoBGnBoqKNLpOkph0IrHgGwR3QqzMxMk6EBG3hmvgXpOUaqFz5noDZK8pEADdhHmKaG0rb67wLO/5qqL0pd3JKSBhzl+bfz3O7/SU3zN8zURlV+EaAB+0XS0Di6vn4MBsijgOxrqMRIZXFLShpwpCfgTpPrUlToe2RI80oz9VGVHwRowH5QNDiGphu/BNWfGiwxUmnckpIGHOkJuKvkIl+W6vk/M1YfhZVMgAZcMkJzA+jSGYOwW9djEEw2V2X0yrglZf894P3xiM9NxSJsqDxa9p3TGbESpg+IAA04ILAmhNV043ugOgcA+7yLhtBoaMAm/L72o0EhMkOq5z9qqD7KKpEA/8NcIkCTp2u64RdQ+ZzJGk3QRgOmAZtwHvarQfSXUt30eWP1UVhJBGjAJeEzd7KuS+6FSjRDwZ0lcrSJBkwDNvY3WfAGulAvu6feMFYjhRVNgAZcNDqzJ2pb46cB/ZXZKs1QRwOmAZtxJu5MhXxGaub/2myNVFcMARpwMdQsmKOtyfsheJ8FUiOXSAOmAUd+Eu5KgOIBqU2dYLRGiiuKAA24KGxmT9KWxv0h+iQE1WYrNUMdDZgGbMaZuBMVijRUjpS6+a8arZPiCiZAAy4YmfkTtDV5HgTXm6/UDIU0YBqwGWfiLlQozpfa1A3G66TAggjQgAvCZcdgbUt6rx5Nt0Nt9CppwDTg6M/CnArmSk1qRs5RHGAVARqwVe3KLVZbpu4LcRZDZGju0RzhEaAB04CN/01Q3QR1J0jdgqXGa6XAvAnQgPNGZcdAbWk4B45w+7oC2kUDpgEXcLpEN9TVL0ld043RCWBmvwnQgP0mGnE8bUveDeDkiGVYlZ4GTAO25IS9R2pSp1iilTLzIEADzgOSLUN09ZF7YGjlEkB2t0WzCTppwDRgE87D3Bp0HTZ1jZdRT76VeyxH2ECABmxDl/LUqK1TT4Ik7s1zOIdtJUAD7v9U+O71b+Ciby3P/uF3rhyHb5zPTdUi/6XRzAeldsHfI9dBAb4QoAH7gtGMINrW8ANALjBDjT0qzjn/Nfz8V2uzgi+fOQazZo61R3yAShcsasf3bliVzXDheaMxdXJVgNkYOj8Cep3UNH0tv7EcZToBGrDpHSpAn6YbnobK4QVMKfuhTQvTOPucV/Hiy29nWfzsun1xzmdHlj2XXgDPPd+R/cdDDxlCJiYQEH1GqpuOMEEKNZROgAZcOkMjIuj6+jEYIK8CMtAIQZaIuPYHb2DmrC2XWeuPqsItNx6Agw8cbIl6yiw/AtqNzbq/DG9eWX61x69iGnBMeqrp5JlQ/CUm5YRWRt/7vxddMBrXXrF3aLmZiASKIiA4S6pTtxU1l5OMIkADNqodxYvRdPI6KM4vPkJ5zrzx5jX40gVb9jbg5efyPAesq1pwvVSn+KyHdY3bUTANOAZN9ErQtuQCAFNiUk5oZbzw0tu4/qers/nO//IoXn4OjTwTlUBgodSkppYwn1MNIUADNqQRpcjQlqOHwcl4NzL5mGoRINes7c7OGjmCt8+LwMcp4RNoh5sYJ3WPbQw/NTP6SYAG7CfNiGJpW8M0QB6LKD3TkgAJhE5Aj5aapnmhp2VCXwnQgH3FGU0wTSf/B4ofR5OdWUmABEInIPiKVKd+EnpeJvSVAA3YV5zRBNO2hl8C8tlosjMrCZBA+AT0Zqlp+lz4eZnRTwI0YD9pRhRLWxsWQWRSROmZlgRIIGwCqk9IbdPksNMyn78EaMD+8gw9mq6aPARVA9cAqA49OROSAAlERSCN9u6RMnrRlq3KeFhJgAZsZdv+I1pb698FcV6yvAzKJwESKJSAugdKbfPLhU7jeHMI0IDN6UVRSrQ9+X64+EdRkzmJBEjAXgIOPiBVqX/aWwCV04AtPwe0NfkVCH5keRmUTwIkUCgBxVelNsW3HwrlZtB4GrBBzShGCregLIYa55BADAhwS0rrm0gDtryF2pa8G8DJlpdB+SRAAoUTuEdqUqcUPo0zTCFAAzalE0Xq0LbkEgCHFDmd00iABOwl8LzUpMbbK5/KacCWnwPalkxzD2jLm0j5JFAcgXapSfH1w+LYGTGLBmxEG4oXoW1JLX42Z5IACdhMQGpS/G+4xQ1k8yxuniedBmx5AymfBEogQAMuAZ4BU2nABjShFAk04FLocS4J2E2ABmx5/+yWT/U0YJ4DJFC+BGjAdveeK2C7+8dL0Jb3j/JJoBQCNOBS6EU/lwYcfQ9KUsAVcEn4OJkErCZAA7a6faAB290/roAt7x/lk0ApBGjApdCLfi4NOPoelKSAK+CS8HEyCVhNgAZsdfu4Ara7fXwNyfb+UX9+BJoXprFseRfe7vT3tfexew3EsTNq8xNh4CgasIFNKUASV8AFwDJxKFfAJnaFmvojsHxFF55a3IENG3vyAtSW7kE6nUFPj6JpYXvWgDs73bzm5jtozF4DcdIJwzByxMDsFNsMmQacb6fNHEcDNrMveauiAeeNigP7IdDS2oMXX3ob7ZtcrHijOxBGnpG2tGaw7PUuPL14UwEGnEHbVgMORNjWoIMqHYwcMSD7/3oNecqkKitWxjTgIM+M4GPTgINnHGgGGnCgeEsK7pnbo/PSeRtOScnynNzV5WJjSw8yGc2uLD1jfCFrwBmsDMyAM/BYuP4uXvOsuPBhniEfNWlodmV8zmdHoK62ovAgIc2gAYcEOqA0NOCAwIYVlgbsH+lnl3Rg06YMnn+ps+Sg6zdszhrao/PajDLgzi4XLS0Z9Gw14JILjXEAz4i/cs5IXHrhXsaaMA3Y7hOQBmx3//gaUp796+/+Y+9qsHuzQl2FZ8DepVhvRVjqsW5DD9rbM6WG4fyICVRUCC48dzRmzxoXsZL+09OAjWxL3qJowHmjMnMgV8D996X38u+y5Z07vf/Yuxrs3uxac3nUzLMw3qq8lfAj941HwxTzvvxHA7b73KMB290/roC39q/v/da+l3+9J2dtuv9o+ekYW/mnnrQb7vzjQcbVRwM2riUFCaIBF4TLvMHluAK++76N77ivuv39Vl7+Ne88tV2RqatgGrDdZxYN2O7+lcUK2Lt/u3pNd/bhqOUru3DXvRveYcA0XMtP4jzkn4oheYzKf8hd6Mh/8NaR5315FK6/dp+C5wU5gQYcJN3gY9OAg2ccaIa4rYD73rvt6HDhPSj1+orurAF7D0d5BmzL6yyBNt7S4MUa6WkY6mvFd2LTtnj5mvHECUPx5LzDfdVRajAacKkEo51PA46Wf8nZ42DAvdsMrlzVve3VHe/erWfA3oNSPIIjUKwhFqvIbyMtVkffeZ4ZPzS0K/su9K4OEy9D04D9OAOii0EDjo69L5ltMuC+l5L722bQM+A4vroTtskVcmKZaIiF6Pdr7INDO/H7Temc4Uy7DE0DztkyowfQgI1uT25xYRrwQ3Nat21XmM+eud74517oyK5kt7+U7G0xGMY2g7kJbhkRpEnS5PLtQrTjPo23cgo44bg6/POOQ3KOC2sADTgs0sHkoQEHwzW0qGEYsHdf9sab1+Lv92/ctl2ht2fu+46tw0HvGoyBA7acRomEYK/RA7HfPpX4yU1r8M8HW7DkhbeNuZS8K5OlSYZ2yhqbyLsUnet+8PSjazDnvkONqYEGbEwrihJCAy4KmzmTwjDgmbOW4/qfrN7hfqxnuAe9a9AOBrz/voPwo5+vye41HPXR13RpslF3w/z8uVbBNGDze2iTQhqwTd3qR2vQBty0MI1jTlxS0MNQIoBG5L3br3Jpupaf4CHLpwGHDLzM09GALT8BtC25EUBdUGWcf/Ey3PDT1UGFLyluf5eUabglIS37yZYZcIvUpIaVfdMsBkADtrh5nnRNJxdBMSmoMt5/xvO4/8GWoMLnFXdn925ptnnh46ACCFhlwIInpDo1uYDyONQwAjRgwxpSqBxtTf4FgjMLnZfv+BknPoe5j7XlO9y3cbx36xtKBiqAgFUGrLhNalNnFVAehxpGgAZsWEMKlaPtyWvgYmah8/IdH4YB81Jyvt3guKAJWGXADmZLVeqSoJkwfnAEaMDBsQ0lsrYlPwvgl0ElK9aAPVPd/pUOXkoOqkuM6xcBqwwY+JzUpG72q3bGCZ8ADTh85r5m1HRyOhRzfA3aJ1gxBuwZrXd/tu9+u15I3rMNqkuM6xcBqwxYMEOqU3P9qp1xwidAAw6fua8ZtaN+DHqcFb4GLdCAEwng2Om1GPzw5uxMGm1Q3WDcoAnkMuAvfmYEbrx+v6Bl5Be/wh0rQ5pX5jeYo0wkQAM2sSsFaFKdPADpgd57QsMLmJb30HxWwJ4B/3D6aAzZasB5B+dAEjCMQC4D/sWP9sPnPjXCBNXrUd09SmTRlr/18rCSAA3Yyra9U7Smk3OgmB5EKWd8/EX87Z4NOUP3XnbOOZADSMBgArkMeHHTEThsvL/fJi4Kh2CuVKdmFDWXk4whQAM2phXFC9F08noozis+ws5nXvO9lbj0yvyucP8aewQhgTFJIBQCufaCdhwg05IMRUvOJIIbpDp1fs5xHGA0ARqw0e3JT5y2N3wKrtyS3+jCRj27pAPHn7oEa9bmvtJFAy6MLUebRSDX6nfIYAeb1tabIdrRs6Wq6VYzxFBFsQRowMWSM2iettcfDtd5OihJX71wKX5805qc4XkZOiciDjCYQC4D3mdcJZY+G9imc4WRcdwjpKr5mcImcbRpBGjApnWkCD265vChGDL09aAexCpkFfzhiqE4qceAe2RFcOSU8iaQy4Drp1Sh6aEJJkBaj45Ne8vIZzaZIIYaiidAAy6enVEzNZ38FxTHBSXqxl+txQUXLUVn164/c1RRITgNQ2jCQTWCcQMhkOv+r5fUmE8RCh6U6tTxgYBg0FAJ0IBDxR1cMm2tvwLifCu4DEDjcYuRWtCeMwVNOCciDjCIwN8rOnB7T+7F5Okn74Y7fn9Q9MrVvVJqmy+PXggVlEqABlwqQUPma3v9++A69wcpp5Anoj0T/kXP7kHKYWwSKJmAZ753ogM9Pbk/YH31t8bikgvHlJyz5ACOe4JUNT9QchwGiJwADTjyFvgjQNsm7w4MfAVArT8Rd4xSyL1gbzYfygqqE4zrB4FCzHfkiAH4113jTXgHuBXoPkBqFq3zgwFjREuABhwtf1+zB7khR6/QfJ+I7h1/ujMUp7h8KMvXRjNYyQQKMV8v2Ve+MBI/+t6+JectOQA34CgZoUkBaMAmdaNELZpOXgbFlSWG2eX0QlfB3uYFN7vcoCPInjB2YQQKNV+DVr+A4FtSnfp2YRVztKkEaMCmdqYIXdqWbAQwr4ipBU3xnoi+5Irl2LixJ695vBSdFyYOCoHA3U4H7nHyu+fryRk2rALXXD4O53zGiP2fPUnTpCY1PwRUTBECARpwCJDDSqFvzqhCZecSiIwNOucPb1yNWbNX5m3C3qtJp2Jo0LIYnwR2SsB71cgzX9fND5JnvrNmjsG554zKb0LQo1RXoGvQeNlzTu5XEYLWwvi+EKAB+4LRnCDa2nALRD4VhiLPhH/w49V4fXlXXum4Es4LEwf5TMBb9bqu4i505B3ZOPP1lKveKrVNZ+ddBAcaT4AGbHyLChOoLckz4eAvhc0qfvQtv38TX71wGdo3ZfIK4pnwgArhRh150eKgUgkUuur18hlpvp4wF2dJXeq2UplwvjkEaMDm9MIXJfrmlJEYVOHtERvak0+XXbUC3jvC+V5YHwONAAAZiUlEQVTa40YdvrSaQXZB4C5sgvdmbyGrXqPNF3gLnT2Hy54Lc2/KzjPDGgI0YGtalb9QbWu4HZAP5T+jtJEtrT344rmv4S9/W593IM+ET+oZjNN4XzhvZhyYm4C34vWOQo3XcPP1rj//VWqaPpybAEfYRIAGbFO38tSqrQ0fh8jv8hzuyzDv9aQzP/kSXnjp7YLi8b5wQbg4eCcESjFe8803e//3E1Lb9HueAPEiQAOOVz+z1eimyaOQGfAEICPDLO9Pf12HL39tad5PRvdqowmH2aV45SrVeD0a3nu+M7++lzlPO+/QIl2DxOZJMnTR6nh1j9XQgGN6Dmhrw28h8omwy/OejJ79/TewZu3mglLThAvCVdaDe0232EvNvfCqhiZw5unDMfWoKpPe892xt6q/k9qm/y7rpse0eBpwTBurrY0nQfTeKMrzNupY8Hg7bvvb+ryfjvZ00oSj6Jb5Ofsabqmm21utt+r9+ldH46zTh2Pc2EqzIah8UGrn/91skVRXDAEacDHULJijGyfWITGoGZADo5C7fEVX9qGsa77/RkGXpD0T9g4+nBVF18zK6cfl5e0rsmbVu024voRMZ70Me6rFrO5QjR8EaMB+UDQ0hrY2XAWRS6OUV8olaccRfsghyuaFmHv7Va5fK92+JVi16u0Vrnq11DZ9M8RWMFWIBGjAIcIOO5Wun3IoBlR4+8bWhJ27bz7vkvSd927Avx5uyftdYW++9yGHk90hXA1H2byAcwexyt1esme8Hzh+mPn3endk3YbNPY0yfOFzAbeB4SMiQAOOCHxYabUteQ+AD4aVb2d5mhamceV3VuIfDxR+JY2XpaPunv/5gzZe7y9vR0wYiulH1+Cgdw3GicfXmX+vd0fM90pN6mT/6TOiKQRowKZ0IiAdujF5OhK4I6DwBYX1TPj0j71Y8BPSvUloxAXhNnJw0Mbr3eOdlqxGY301Jk4YgvdMq0FdbYWRLHKKyuAMGZb6W85xHGAtARqwta3LT/iWh7EGzwVweH4zgh3lXY6+YvaKok3YU+cZMe8PB9snv6IH8QRzf9q8/ZtPO2k3jD94MI5OVqNhSrVfJUQV5xlk3p7Oh6+iwh9OXhpwOJwjzaKtyfMhuC5SEX2S976mdOffNxT0hHRf/bw/bEo3d9Th13u6uSr0tjM9YL9BSE6txsTDh2QN2PhXinIV1fvnigukNnV9vsM5zk4CNGA7+1aQat0wbRwS7iMQ7FfQxAAHe68peQb81DMdBb8v3FeWtxr2TmJ+azjAZuUROgzT9Va5NdUJHHzgYIweORD771uJ/fcbhMap1fExXo+14jVknGNkt3nL80DPIRYToAFb3LxCpGtb49WAXlLInDDG9r4v/P0frSr5srSnl+8Ph9G1/+QI+p6ul6n38rK3yu1rwLFZ7e7QMrlGauZH+vpguGdR+WajAZdJ77Vt2kGA+yCAMSaW7Mdlaa8uPqgVTneDNN7tV7qxu7y86xatBJzjpGbei+F0klmiJEADjpJ+yLm1NXkdBOeHnDbvdH0vS5dyf5hGnDfyggcGZbzb388tj5VuP/gV10tt6oKCG8MJVhKgAVvZtuJEa3rKodCK+wHsVVyEcGb5dX+4rxHz8nRpvQvKeHsvL8f2fm5h2N+A9Jwg1dx4ozBs9o6mAdvbu6KUa1vyBwCs+Bu2X/eHe0Hx8nRhp0yQD1b1va8bq6eXC0O8/ejrpCb1tdJCcLZNBGjANnXLB62arh8Pdbwvq+zjQ7hQQvRuZfnQnFb09GjJOfke8a4R+r3a9V4Z23OPAaisdLY9wVxm93XzOWeXQdyTpLp5ST6DOSYeBGjA8ehjQVVouuHbULFqg3dvFy3PgH/353V44aW3C6q3v8F8j/g/VILaLMPblcoz2uPfW5c14EGVss2A4/sEc5GnpuhVUt10WZGzOc1SAjRgSxtXimztbNwf3e7dgIwvJU4Uc//013Vofrwdt/7hraI38eiru/eytPfvyukVpqAuL/d9mMrblWri4UNx3IzaKE4Vi3LqEgx0TpFB81+1SDSl+kCABuwDRBtDaGvDuRC5wUbtLa09+M0f38pu4pFakMYrr3X6dmm6Px5xMeagTNdjxoepSvhNUj1Papt+WEIETrWUAA3Y0saVKlvfnDISgyq8jzQkS40V1XzvIa35C9J49bVO/PimNSVt5LGrGmxcJYfxfd2+xst7ukX/FqTQ2XOG7LlwTdERONFaAjRga1tXunBtazgFwB8AGVp6tGgj9G7k4eeKuL+K+ppx75+bskIOcoW7PQvv/u6Zpw+P3x7MoZ7GugnAx6Sm6e5Q0zKZMQRowMa0InwhqgdUom33WyHykfCz+5+x74r41aVdvl6ezneFvKtxpRp1f6vavvnuQof/UPuJuPe4SnzlCyNx1unD47UHcyj0+iRR/TNq1n1K5JWusFMznxkEaMBm9CEyFdpSPxni/MWkDzX4ASOsy9OFaO1v9VzI/LAMdntN3hPjY8dUZp9gPuTAwThiwhCc/fE9C5HOsdsT8D64oO5ZUte8iHDKlwANuHx7v61ybWu8CNBr44rCr32m48pnV3WNHDEAHztzd0w4dEjWgL0faz9wb1QD5WKpmf8doyRRTOgEaMChIzcvob41bTQq3T8AmG6eOn8U+bnPtD+KzIvivUK01+iBWWG9n/ybelQV/utDw2m6/rZrLrqcj8ke81b5G5bRbCNAA7atYwHp1XTDDKj8HsDogFIYEbavEa9a040Fi9p9eZ/YiOKKENH3vV1vP+btDZgbZhQBdddTVkH041LdNMf3yAxoHQEasHUtC06wphuugkpZfIfUM+JeA/beJ/b+ue8OW2+s6vbl3eLgulVcZG83qrq6CowaORATJwyN70fti8MT/CzRq6W6yapd6IKHUr4ZaMDl2/sdKteNjXsjobfG+VJ0f+3uNePtDdh7kvqpxZuwek03Wlp60NlV+j7UYZ9uvSvcww4ZjMPGD8nux+wZ8OiRA7IGzBVuqB2Zi4x8SobNfz3UrExmLAEasLGtiUZY9lK0K7dAsHc0CszJ6hmzZ8Cr1mzOGnBXl4tnl3Tg1WVdWLa8C62tPXBdc/R6Sna2wj3skCFZA+YREQHF63D0bF56joi/oWlpwIY2JkpZ2tZwEYDZgPD82K4RngG/tqwza8AtrRkse33LpeydfSDCM20/V8+9BuutZHsP74Gp6qEOV7hR/tLsMrd6l05mSk0Tn3o2tkfRCON/YKPhbnRWTTfuCXV/AYi3UxaPXRDo7/J13+HeZeu+q+f0Jrfgrzn1Z7CeEfc1YG9nKq5wTT1V9W6I83mpnv+mqQqpKxoCNOBouBufdesGHTdBMMl4sZYI9FbP7ZsyRRkwDdaSJm8vU/EE1P0CN9ywtH8By6YBBwzY5vDZvaJFfgaN96tJNveI2g0mIFgF1S9xr2eDexSxNBpwxA0wOb0qBO3Jy6D4FoCEyVqpjQQMI5CB4EpUpb4tAvsenzcMZlzl0IDj2lmf6tL2KSORqfghBGf6FJJhSCD+BBS3IdFzrlTxM4Pxb3bxFdKAi2dXNjO1PTkBLn5Ubu8Hl02DWajfBObCwVelKrXY78CMFy8CNOB49TOwarLvB0NugOLwwJIwMAnYTkDwDKDn8X1f2xsZjn4acDicY5FF0w1nQOUHADfpiEVDWYTfBF6H6NekuukOvwMzXjwJ0IDj2dfAqtLW+vMA53IIhgWWhIFJwDYCio2Ae4XUNt9gm3TqjY4ADTg69lZm1vX1NRgglwC4AJAt367jQQJlTUC7AVyHzXqNDG9uK2sULL4gAjTggnBxsEdgy/eDM1cB8mkSIQES0F8jkfimDOX3fXkuFEaABlwYL47eSkBbkwdA9FpAPkQoJFC+BPSvULlYalOvlC8DVl4sARpwseQ4D5puPAzqXs09o3kylCeB7B7Pl0r1/GfLs35WXSoBGnCpBMt8vrY0TIKDbwNyYpmjYPllRUDvg4vLpK7pibIqm8X6SoAG7CvO8gymrcmpEFwB4P3lSYBVlxmBf0JxudSmFpRZ3SzXZwI0YJ+Blms4ba1vgDiX04TL9Qwom7r/Cc2+btRUNhWz0MAI0IADQ1t+gbeYsFzGy9Hl1/vyqFjvg+q3ab7l0e0wqqQBh0G5jHJsuRytl/LBrDJqelmUqndD5Wpedi6LZodWJA04NNTlk0g3JY9EBt5mHR8un6pZaYwJ3I4ErpGhqSdjXCNLi4AADTgC6OWQUtNTDoWbuBgi3mcMK8uhZtYYOwJdUL0NTuZaqV74XOyqY0GRE6ABR96C+ArQlsb9kXDPhSufgGC3+FbKymJHQLEBjv4OGeeHUjf/1djVx4KMIEADNqIN8RWhmyaPQmbApwH5PIB94lspK4sRgWWA/gKJzb+WoYtWx6gulmIYARqwYQ2Joxx9a1o1KjPelpXnA3JEHGtkTXEhoE8DuB5dib/KHvPScamKdZhJgAZsZl9iqUrbkqd5HysHZEYsC2RRlhPQOYDcIDWpOy0vhPItIUADtqRRcZGp6eR0AF+B4jQAFXGpi3VYTaAHAs90fyzVqblWV0LxVhGgAVvVrniIzX7EwXW/AEfOgGKveFTFKqwkIHgD0DsA5yZ+VMHKDlotmgZsdfvsFa9r60dgsJwCxRchMtneSqjcWgKqiyD4ORy9W6qa11pbB4VbS4AGbG3r4iFc25IfBPQLAE4CxIlHVazCbALqAvg7IDdJTepes7VSXZwJ0IDj3F1LatNNDZPgyqeh+CBfVbKkafbKXAbBvXD01zKUnxK0t43xUE4Djkcfra9C0417Qt0TATkbgPegFg8S8JvAXEBvgTj3SfX8N/0OzngkUCgBGnChxDg+UAK6sf4YJOSTgJwAYFSgyRi8XAisBvR+ZPQ3Mqz5kXIpmnWaT4AGbH6Pyk6hbmzYByInwMHHAby77ACwYD8J/Bsufg/V+2VY0zI/AzMWCZRKgAZcKkHOD4yAtiSPhYOPAjgOwN6BJWLgOBJ4HcCDcPFHqUs9FMcCWZP9BGjA9vcw1hVoR/0YuHIcMvIRiL4XkIGxLpjFlUhAu6HyMBL6Zzj6oAxpXlliQE4ngcAI0IADQ8vAfhLQ1oZ6JORUZHACBJP8jM1YMSGgeAIJePd675LapuaYVMUyYkyABhzj5satNNUZVUh3HgPgDEC8J6X3jVuNrKcoAksB9baQvAPVgx4RmdNeVBROIoGQCdCAQwbOdKUTyD6klfBeVZJTAH0PILuXHpUR7COg6wB5FNC7kcFcPmRlXwfjoPiSSy6Z6LruqcXUsksDnjlz5nVeUNd15wwaNGjuFVdc0VJMEs4hgSAI6Ib6wzHAeTdcfBCCaQCqg8jDmMYRSEMxDw7uxWb337Jb8zPGKaSg2BDYmcGKSB2Q/ahM0d85l4svvniWR0pEXp09e/Zve6nNnDnzfABZA+5zPAVgDg05NudWLArJ3h8WeTcEJ8BFIwRDYlEYi3gnAUUHHMyH4n6o/pv3eXmCBEHAM1xV9b5bPrFUg82lT2bOnKl9Bt2mqku2/n8v+TuW1SI7LJizhqyqLSIyR0Rar7nmGu/f8SCBUAmoQpCunwbX8Yz4vRDUc0UcaguCTOateJuheBiO+29UN88TQd//bgWZm7FjSmCr0daq6oytq1nP88L4Vvm/AByfXfhuZ8B+ofZeePd+nhKRW2nKfmFlnFwEVJFAuqEB0AaoHAvBFN4jzkXN1D/XdVAshOhDgDShuqlJBBlT1VKXuQQuv/zyuq6urvNExDNY75Jx0ZeN/awyKAPeXqNnxnd6K+XeP3Acp+Waa665wc9iGIsE+hLQ1uRUAFPhYDoUR5nyS8cu5STgfTDhcbjwnmxeILWpBTlncAAJ9CHgGW53d/cRIuJdTvbM1ttj3rtna9QRlgHvrGjPlLddsvb+mQ97GXV+xEKMphsPg7iT4cp7IDgSiiNjUVjcihA8CcWTcPRRqLNIquc/G7cSo6hnV0/p2rIQ8gx18+bNn3Jdd6cm2ucysncp2Tiz7a/3URvwzs7H7L1lXr6O4tc1vjm1Y8pY9DiTAGmEykSIHg7IyPhWbENlugYqz0C8v4jrfFS4T8iQhStsUG6CRs+YOjs7p3srve31FPCU7jsWQn2vUg4YMODWYt9+6X2YaesKtGhcW+swcgVbdFFbJ5pqwH3ryl6+phmX2mrO7yWgqyYPQVXlEXDdI+BgKiATABwGYBAphUKgE8CzgC6GiwVwnKfR3vW0jF7UEUp2C5Lsylg9+VtNybufuYPx+lyed9vwlr63D3cVP+SHmXwuNfxwNhjwDma83b3ku/iQV/gnTlwyase0cVCdgIx7GEQmQTEewCEAEnGp0ZA6vIennodgCVSfQMJ5FiKLZci85Yboi0TG9kYborFGUi+TvpOAbQa8s/5xlcwzu2QCmq4fj0xiPEQnwMF4KA6C4EAoKksOXo4BBF1QvATBi3A945XFSGSWSHVz76uOZUdlu3dMw1jBlh1jmwqOiwHvsErmZiE2nYZmaVWdUYH27oORyRwExzkQqodCcACA/flKU65eedtD4lUoXoHIc3Ddl5BIvIiqgS+IzOnJNTsOf76TVW1Y75jGAWHZ1BBHA96+eds2C+FT1mVzXvtaqLYmD0ACByCDA+CIZ8jeRyC8H+8bxVW+JrMvmPfhA+/bu0shshSuvoQEXkEGr0ht6pWwyillP16/NPLysV8kyydOORhwf93kU9blc477Wqm2TR0OF/siUbEPvPcLVfeDyFhAxwLYK/4r5OwK9w1AVkB1BUReg8gyZHqWwcFSqVmw3i/gBbx6UtJ+vH7pZRwSKJRAuRrwDpes+z7Y5W2rOXv2bG8TAB4ksEsCmm7cE5mecXASY6AYA9GxUIyGIyOh8F5xGgFgD0sxvgVgLQRr4OoaCFZBZQUEK+FmViJRsVyq57/pV219DTfOr574xYtx7CdAA955D73H7+ds3cFr7rXXXus96MWDBHZtyJocjFYZDSczCi5GIpHYE9CRcLEHBLsDOhzAblAZBsluFlATMdI2KFoguhHABkDWQ+Gtct+CI2uQybwJxzPgxGp0dK3281WhSy655LzejRVouBGfBUwfCQEacP7Y+SWo/FlxZB8C2f2pN9XvDnV3BwYMh+pugAyD49YhI8OyJiyohqAKrlZt+ZqTDAZ08JZ3k2UgAO9nABQV2VekBN6XUXq/jqLw/gdkIPAedNoMoBvQbgCdgLwN6NvIfk1I2qHwftIA2pDQjXCdFkA3QmQDsHk9xFmH+5rXyVn+7rvc9z7t1o0jvEvHPEigbAnQgItv/baHu/oL4TgO308unm3ZzFSdPACtiTFwnNEQZxRcHQHoHnCc3aDuMCD7zdFqKDxjHgzFIEjWjL33lJ2toNys+Sq6IeiE4m0IvIej0oC2QJyNcF1vdeutatdC3dVw3VWozawUWbQ5n3utvQ3xti7suztSPg8/FbAjU9n0nYWSgEeABhzsebDDRyi8dDTnYKEz+n8I5LmjUkHb/KnqLSLi3aLhw0882UigBAI04BLglTi1X3MuMWZe07dfxeQ1iYOMJ9DXbPlKjPHtokAS4Aq4jM+BgvZ4zYcTV/b5UCp8TK7LvDTbwplyBgmYQIArYBO6EC8Nea3suSkKkOveK++dxusXg9WQwPYEaMA8J6ImsMPDbCKyTESetukjG7lWqTv84kn24aqC7r1G3SjmJwES8JcADdhfnozmP4E5qjqnsrLyhmK/S1qspFwrVC8uV6nF0uU8EiABGjDPAVsI+H7PeleFc2MIW04L6iQBewnQgO3tHZWTAAmQAAlYTIAGbHHzKJ0ESIAESMBeAjRge3tH5SRAAiRAAhYToAFb3DxKJwESIAESsJcADdje3lE5CZAACZCAxQRowBY3j9JJgARIgATsJUADtrd3VE4CJEACJGAxARqwxc2jdBIgARIgAXsJ0IDt7R2VkwAJkAAJWEyABmxx8yidBEiABEjAXgI0YHt7R+UkQAIkQAIWE6ABW9w8SicBEiABErCXAA3Y3t5ROQmQAAmQgMUEaMAWN4/SSYAESIAE7CVAA7a3d1ROAiRAAiRgMQEasMXNo3QSIAESIAF7CdCA7e0dlZMACZAACVhMgAZscfMonQRIgARIwF4CNGB7e0flJEACJEACFhOgAVvcPEonARIgARKwlwAN2N7eUTkJkAAJkIDFBGjAFjeP0kmABEiABOwlQAO2t3dUTgIkQAIkYDEBGrDFzaN0EiABEiABewnQgO3tHZWTAAmQAAlYTIAGbHHzKJ0ESIAESMBeAjRge3tH5SRAAiRAAhYToAFb3DxKJwESIAESsJcADdje3lE5CZAACZCAxQRowBY3j9JJgARIgATsJUADtrd3VE4CJEACJGAxARqwxc2jdBIgARIgAXsJ0IDt7R2VkwAJkAAJWEyABmxx8yidBEiABEjAXgI0YHt7R+UkQAIkQAIWE6ABW9w8SicBEiABErCXAA3Y3t5ROQmQAAmQgMUEaMAWN4/SSYAESIAE7CVAA7a3d1ROAiRAAiRgMQEasMXNo3QSIAESIAF7CdCA7e0dlZMACZAACVhMgAZscfMonQRIgARIwF4CNGB7e0flJEACJEACFhOgAVvcPEonARIgARKwlwAN2N7eUTkJkAAJkIDFBGjAFjeP0kmABEiABOwlQAO2t3dUTgIkQAIkYDEBGrDFzaN0EiABEiABewnQgO3tHZWTAAmQAAlYTOD/AYsSAG61GwJZAAAAAElFTkSuQmCC" 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" mediaID="3_cst_Untitled(5)"/><costume name="smile left" center-x="240" center-y="122.5" 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" mediaID="3_cst_smile left"/><costume name="Smile right" center-x="240" center-y="122.5" 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" mediaID="3_cst_Smile right"/></media></snapdata>