<snapdata remixID="14115907"><project name="FINAL APP CHALLENGE" app="Snap! 10.3.6, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="FINAL APP CHALLENGE"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="variableReset" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>dailyCalories</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>weeklyCalories</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>monthlyCalories</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>listOfWeeklyAvg&apos;s</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>listOfMonthlyAvg&apos;s</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>monthlyTotal</l><l>0</l></block><block s="doSetVar"><l>monthlyAverage</l><l>0</l></block><block s="doSetVar"><l>weeklyTotal</l><l>0</l></block><block s="doSetVar"><l>weeklyAverage</l><l>0</l></block><block s="doSetVar"><l>totalCalories</l><l>0</l></block><block s="doSetVar"><l>i</l><l>1</l></block></script></block-definition></blocks><primitives></primitives><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" 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id="57"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="58"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-68.63468634686247" y="-10.40590405904064" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="63"><costumes><list id="64"><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="10"><block s="receiveGo"></block><custom-block s="variableReset"></custom-block><block s="doSayFor"><l>Hi,welcome to Daily Calorie Tracker! Please answer the following questions as accurate as possible.</l><l>4</l></block><block s="doAsk"><l>What is your gender?</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>male</l></list></block><script><block s="doSayFor"><l>The daily caloric intake for the avreage male is  betwwen 2,200 to 3,200 calories.</l><l>2</l></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>female</l></list></block><script><block s="doSayFor"><l>The daily caloric intake for the average female is between 1,600 to 2,400 calories.</l><l>2</l></block></script></list></block><block s="doAsk"><l>Are you looking for ways to gain or lose weight?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>gain</l></list></block><script><block s="doSayFor"><l>Some good ways to gain weight are to increase your protein intake and reduce the amount of trans fats that you eat.</l><l>5</l></block></script><script><block s="doSayFor"><l>A good way to lose weight is by finding alternatives or new cooking methods. Some examples would be the following</l><l>5</l></block><block s="doSayFor"><l>A healither option for ranch would be greek yogurt with lemon and homemade seasoning.</l><l>4</l></block><block s="doSayFor"><l>Try airfrying your food for a healtier low calorie bite while still getting that crunch you love</l><l>4</l></block></script></block><block s="doAsk"><l>How many calories are in today&apos;s food item?</l></block><block s="doInsertInList"><block s="getLastAnswer"></block><block var="i"/><block var="dailyCalories"/></block><block s="doAsk"><l>Do you have another food item you would like to add? Y/N?</l></block><block s="doIf"><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Y</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>N</l></list></block></list></block></block><script><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Y</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>N</l></list></block></list></block><script><block s="doSayFor"><l>Invalid Response. Please try again</l><l>2</l></block><block s="doAsk"><l>Do you have another food item you would like to add? Y/N?</l></block></script></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Y</l></list></block><script><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>N</l></list></block><script><block s="doSetVar"><l>i</l><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block></block><block s="doAsk"><l>How many calories are in this food item?</l></block><block s="doInsertInList"><block s="getLastAnswer"></block><block var="i"/><block var="dailyCalories"/></block><block s="doAsk"><l>Do you have another food item you would like to add? Y/N?</l></block></script></block></script><list></list></block><block s="doSetVar"><l>totalCalories</l><block s="reportVariadicSum"><block s="reportListItem"><l>1</l><block var="dailyCalories"/></block></block></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>N</l></list></block><script><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block var="i"/><block s="reportListAttribute"><l><option>length</option></l><block var="dailyCalories"/></block></list></block><script><block s="doSetVar"><l>i</l><block s="reportVariadicSum"><list><block var="i"/><l>1</l></list></block></block><block s="doSetVar"><l>totalCalories</l><block s="reportVariadicSum"><list><block var="totalCalories"/><block s="reportListItem"><block var="i"/><block var="dailyCalories"/></block></list></block></block></script></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="totalCalories"/><l>2000</l></list></block><script><block s="doSayFor"><l>Congratulations! You have reached the daily recommended calorie limit. Be sure to watch what you eat</l><l>3</l></block></script><list><block s="reportVariadicLessThan"><list><block var="totalCalories"/><l>2000</l></list></block><script><block s="doSayFor"><l>You&apos;re still below the daily recommended calorie limit. Feel free to enjoy a nice snack, but remember to keep your count going!</l><l>3</l></block></script><block s="reportVariadicGreaterThan"><list><block var="totalCalories"/><l>2000</l></list></block><script><block s="doSayFor"><l>You went over the daily recommended calorie limit. Don&apos;t worry, this limit is only what is recommended. Everyone has different metabolisms. 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t+tbfZT9d6JLLLtO99/+mQGL3ih128EF6/49/HGzw7VXv6sCDDnKtAwLYNUoaQiA2Ag+1n6jN/f/p6nwrjFr1m52uthm0xmZVXqIFdb91NKxA34Y0dEb/+A//kDNo7VwNfeqJJ+gPy5YNNvvTO36u62+80RFcMZX23WtPbd60abCJDz9erz332quYJofVJYBdo6QhBGIjwEVZzpb6843NqjaGn20ttKXQBHChE8pXrnnLloGHcDyx5HEtWbxYb7yzwtXgK3SMe0yqH3bx2NYdbaqvry+0+rjlCOBxiSiAAAI5BNwI4bEe6hHFh30Uc/Rr8ccqgIPyHfcvP/jBQADv7NypnR0d+pd/+7GsC8fcehHAbknSDgLxE/i4/3E92n62JxOfWn6smpMve9JXKTop5uiXAC7FigSgTQI4AIvAEBAIscCDbZ8eFoy1iRnqTGffNvN6atWJKepJb/e623H7c3rxVaZhjoDzEK/rfV8vtz81UOLY+jO0T9Unxl2QIBQggIOwCowBgfAKjHcUXJOYqu50s+sTLEtXKJXoH7fdo2r+WgmV6499/6H21JrB8qfU/lzPdRb2aOJxOxmnQLlRoy80jr4w2E67BPAYWo+23KNvfnid0koPlEj8//++Pesundt4jR1fX8oSwL6w0ykCkRJY1HayNiVfsDWnXO/zWldCf7L661rT98CoD4HI1XjdR1LHfmN3O7fm2zp6wq47ZEZ+xvEeZUcprd4x+3HzquxDqm+UFfjFvAjgMfQuXXGo1vQMf07q7JpD9cCcd4rx9qQuAewJM50gEGmBpNmtlT0/0fKe7xV1tDu78krNq7tPdi7wql8tTV8mrb+sTl012Wc17FH+KV02afmge3vqA/1qh7dnJq2j/yOr/1JH1Px50etPAOcg/Lj3A130zkGDR7+ZImVGuV49avzTI0WvSpENEMBFAlIdAQQGBawgfrf3/6knvVUpdWt5960F6VhHw3MnfFv7VJyjMqN6oE5veodW9P5IG9/8mXrbs08k3P5JKV2ebdZISZXtUu+Iz9w5t36xZlacNaz/n2537wLWQiaWawyF1MtVhgDOofKV9+frxfYnc5ouP9p0au1ZPQLYM2o6QiB2Ak92XKnVfffnnbcVvhdMeibn/bGrFl6p5neH119/ptSxf37KPStO1gX12Uf4ZkqPFcCTyw7W0TV/o7bU+6NOf08uO0g7Uu+Nu3bWDw4ps2ewXLkxUV9odO/piQRwjiU49vUq9Zt9o75SYVTq5aN6x100vwsQwH6vAP0jEF2BpLq0tu9htSZX5ZxkwijXoVU3qSoxOefXX7itRulkNtSsQtbR7/r5Uufeud3yBfpYAXzFpLdkPdPaeo13UVmhq5U5nV5o+fHKEcA5hI58LfcpjUNr5+qeg4N/zxoBPN625+sIIOCXwHPfzf3va6pGWnve6NPO+cLXmkOuAB56oVZmnsU+anPfinM1v+6BwdPpbvgRwCMUn2t7WF/7YPRHAxoy9ONPLNFx9fPccC9pGwRwSXlpHAEEihAYK4CtJjtnSuuGPAMkkZSunZr/UY8/314r66g887KudL6xceeoEdq5CGxk5fF+CHDKQQCPkLvxvVP0+s7nR3mG5fSzNXAC2Om3A/UQQKCUAu88cIG2v/9w3i7WnSt17n40ft0a6XNz8193M/I96dmVV2he3a9z9pG5CCxtJnN+fV3fY2pOvTLsa9anQl046VnHz3vON1kCeITO0a+Vjbr62SoSltPPBHAp//mgbQQQKEYg39Fvpt10hdQ+WyrrkSZ+LJ36F/kDeOh70lPKjxh21bXdsY58f3u897Pttj+yPAE8RCQKp58J4GK/JaiPAAJuC6STXWrf9KrevOcU202f8o3g33lie1K7KxDAQ+Q+u+porep6PadlGG4/ygycU9BOvx2ohwACpRBY8eCl2vbeg46aJoAdsdmv9Pn59uu4VePZHYv0Z6svGrM5AtgtadpBAIE4CSR7WrTsn6fKNFOOpk0AO2KzX8nPAM539GvNhAC2v57UQAABBFYtulrNK+8bBmEYZQUHMgHs0R7yK4DHeu936LQJYI82Ad0ggEBkBKwHblgP3ijmRQAXo2ejrl8BPNatR0OHvvDQVdqv+uBRs+m46iqlV65Uur0950wT9fVKzJmjuvuG/wRog8V2Ud4Dtk1GBQQQKJHAyoeu0tZV2duCqicfoJ4dHxTcGwFcMFVxBf0K4GNer1BqjPvCMjPav3qOfnvoisEJ9i1erI7zzpPSuz6ucNxXIqG6J59U5emnj1u02AIEcLGC1EcAAbcEUr1tWnp77sdSFtIHAVyIkgtl/ArgsR49OXJKTxyxQU0Veyq1Zo3aDjhApmn/8vjau+5S9bXXuqA1dhMEcEl5aRwBBGwItKx+TG/ff66NGsOLEsCO6exVLEUA5ztFnDk9fPpfPKikmf9jBuvLGvTMp7Yp+ehidVx4oZRydkWfJVLqECaA7e07SiOAQOkElt99gto3LHPcAQHsmM5eRTcDeOAU8fnnFxSUl/5eastzhiRhlOn2/R/UiR1Hqm3ffR0d+Y6UKGUIE8D29h2lEUCgdAKFPP0qX+8EcOnWZljLbgWw3VPEN94vrc3zWZT7flyhO7+2p8x161wJ34FJG4Ymr1mjsv32c12XAHadlAYRQMChAAE8Nlwkn4TV0tQkc9u2grfLU2dL//htyczxKVmJtPS/vymd/njBzRVc0Jg2TY2bNxdcvtCCBHChUpRDAIFSCxDAMQpg6+h3x+zZtvfUhn2k1z4t7WjIVm3cLh39kjRjve3mCqpgJBJqLOK95LE6IYAL4qcQAgh4IEAAxyCAU2+8oR1z50rJ3B8z5cE+c9TFFAdXUo/XEQE8nhBfRwABLwQK+fjB8cbRdMjlmnPR/eMVC+XXI3EKOrVxo3bss09BF1wFbZUI4KCtCONBAAG3BF74XpXS6b6imkuUT9BJN3cW1UZQK0cigFumTJHZ0hJU47zjIoBDuWwMGgEEChAo9vRzpouoXgkd+gDuW7RIHReN/SlGBewRX4sQwL7y0zkCCJRQwGkAVzccoJ7W7OMqCeASLlKmaSe3Idm94tmDadjqggC2xUVhBBAIkYDTAB45RQLYg0V3EsDbjRz3DnkwVre6IIDdkqQdBBAImgABnH9FQn0KOvXRR9oxa1bQ9pyt8RDAtrgojAACIRIggCMcwGE//WwtDQEcon9NGCoCCNgScCuA9zjwIh166UJbfYehcKiPgLcnElIJ7qP1cuEIYC+16QsBBLwUcCuAE+XVOunmbi+H7klf4Q7gkL//yxGwJ3ucThBAwCcBtwLYGn4UL8QigH3amJluOQL2eQHoHgEESiZAAEf0PeCeH/9YnV/9ask2jlcNE8BeSdMPAgh4LeDGk7AyY+YIuMSrV+htSD13363O664r8Wi8aZ4A9saZXhBAwHsBN54FTQB7tG6FBnDr9OlKb9ni0ahK2w0BXFpfWkcAAf8E+ru2atkPp7oyAI6AXWEcu5FCA7glkZAZ8qufMwoEcIk3Fc0jgICvAm69D0wAl3gZCw5gw5BZ4rF41TwB7JU0/SCAgB8Cz99aKTPVX3TXBHDRhPkbKDSAo3D/L0fAJd5MNI8AAoEQcOt9YAK4xMtZaADv2H9/pT78sMSj8aZ5joC9caYXBBDwR8B6H/jNX56mzm0rihoAAVwU3/iVCw3g1Guvaccxx4zfYAhKEMAhWCSGiAACRQnsuhhruqS043YIYMd0hVUsNICt1qzPALY+CzjsLwI47CvI+BFAoBCB5XefoPYNywopmrMMAeyYrrCKdgLYajHsH0VoJBJqTKUKw7FR6hdP2ChMUQQQQMADge2rF+ud+89x3BMB7JiusIqxC+Bp09S4eXNhODZKEcA2sCiKAAKeCbxwW43SyR5H/RHAjtgKrxS3AJ68bp3KZs4sHKjAkgRwgVAUQwABTwWKuSeYAC7xUsUtgEvx/q+1RARwiTcqzSOAgG2BYm9HIoBtk9urYDeAt5WVyUg7v6rO3ujcL00Au29KiwggEEyB575XIaWTjgdHADumK6yi3QBuaWqSuW1bYY0HsBQBHMBFYUgIIFASgWJOP1sDIoBLsizZRu0GcGrNGu2YPbvEoypd8wRw6WxpGQEEgiVAAI9ej+sXGIZx55JgfLKB3QC2phPmW5EI4GD9A8FoEECgdAIEMAFcut3loGUC2AEaVRBAIJQCBHAEAzjMF2IRwKH8d4RBI4CAAwECOIIBHOYLsQhgB9/FVEEAgVAKEMARDGDrQqy2Aw6QGYy3sW19YxDAtrgojAACIRYoJoAnzTxJn7rm+RDPPvfQQ38RljWtvqVL1XHSSaFbHAI4dEvGgBFAwKFAMQF8+JWL1bj/WQ57Dm61SASwxRvG94IJ4OB+YzAyBBBwV8BpAFfUTNHxXwvv8x7yKUYmgMP2XnCpPgnJWmweRenuPxy0hgACxQs4DeCmQy7XnIvuL34AAWwhMgEctodyGCX6JCQCOIDfZQwJAQTkJIBrGg/SMTe+rkT5hEgKRiaArdUJzUM5DEOT164tySchEcCR/D5lUgiEXsBJAFuTjuIjKDOLGakADsv7wLV33aXqa68t2TcUp6BLRkvDCCDgUIAAHg0XqQAOw/vApQ5fjoAd/utANQQQKKkAARzxAA76PcFehC8BXNJ/Q2gcAQQcCjgJYOu935Nu7nTYY/CrReoI2OIeuCf45JMllx/MkZg5U+b69Y4f+OFV+BLAwf+mY4QIxEUgnezStg8e0fqXblfHxpdsT9u6AvqQ8+5S30cPKNW22nb9oRXKGuaocp/zZATogq7IBbAF3nP33eq87rqiFmto5cwtQ47aLStT3aJFqjz3XNfGM15DvAc8nhBfRwABLwRWLbxSze+OvoWoYeoham1elXMIR5/5V2rd8q4M62LVKfuo7/17ZPZsdWW45VOPU/Vhf6rKfS8IRBBHMoDdDuGhtwzZOsIu8dXOY+1IAtiV71UaQQCBIgWW/bBJ/V3DH6JhSDqoUSpPFNl4EdUr979cdWf4f29xZAPYtRDOEaJWCO88+2yZO3eOuQWMiRM1cfFiVZ54YhHbxFlVAtiZG7UQQMAdATPZrd5VP9G7T/+V2rp6hzU6qUqaWedOP05bsU5DN17v/3vLkQ5ga3H6li3TzgUL8oblWIs4EKJLlqjy+ONzFul74gn13HKLUh9/PPj1slmzVP2Nb6hy/nyne6PoegRw0YQ0gAACDgSSzS+p76OF6v3jnUp3N8uU1NYr9aV2NVZVJtVXSdZRsJ1XombqQHtuvqZ80Rqdv6/IB3CGN1dYjkUfhBAtZlsQwMXoURcBBMYTsI5wh10Y1dem3o8WKr1zbd6qZQ2HKtW6YrzmPfk6ATyC+fP+HTR6suBedUIAeyVNPwhEX8BMdqlv3SNKta7cNdlUt3r/+IuCj0hLcfTqhnr92YtVsbe/n7AUmyNgNxYsLG0QwGFZKcaJQPAFdj51pXrX2L9gKajBmxGvmH6S6s/39zOGCeDg73/bIySAbZNRAQEExhBoubNW1lFw5F6Jck25sd/XaRHAvvKXpnMCuDSutIpAHAUKCeCyyYeoctal6l7+nUATWVc/D/1hwu/T0ARwoLeLs8ERwM7cqIUAAqMFCj0FbV1gVTnrMnW//q3AMpZPO17JLcsGx+f3aWgCOLBbxfnACGDndtREAIHhAtYRY+fzX1Tv6l+FgqZs8hylduy+YGzIiI1y61T6iHt/fT4NTQCHYkvZGyQBbM+L0gggkF9g4ErojxYq2bpSfe/frXTn+qLJKvY5R/3rHiu6nfKmuUpufcVxO37ejkQAO1624FYkgIO7NowMgTALdDx1hfrW/GZwCtYHHFiP1XB6b6/d8LRbvpD7jgng3cvJfcDufGsSwO440goCCAwXaPmPqcM+GGHkRU2Z0naD0qpX3nSskltfHmjCjVuYCglfqy8/nwvNEXAEv8MI4AguKlNCIAAChV6QNdZQnQSznWk7ad/P50ITwHZWNyRlCeCQLBTDRCBkAtYlj7KWAAAWFUlEQVR7wW0PHev4lLM13arZn3Xlgi4nYTsWt1+noQngkH0DFDJcArgQJcoggIATgY4nLlDf2oedVB1VJ1+IGtVNrn0O8MiOE/UHKN3+weBfE8CSeA/YlT0tAtgdR1pBAIHRAmbPVlnvBUfpRQATwK7tZwLYNUoaQgCBHALb77D7gYLBZiSACWDXdigB7BolDSGAAAFcsj3Ae8Alo/WvYQLYP3t6RiAOAm6+DxwEL46AOQJ2bR8SwK5R0hACCOQQiNr7wJX7XaS6eQs9X2uOgD0nL32HBHDpjekBgbgLROl9YKOsWo03dHu+pASw5+Sl75AALr0xPSAQd4GRp6GtEDNTPaFl8eM0NAEc2u0y9sAJ4AguKlNCIGACUTsNTQDPD9gOC+lwCOCQLhzDRiBkAlG6GIsAJoBd+fYjgF1hpBEEEBhHIEpHwX5ciMUp6Ah+ixHAEVxUpoRAQAWicjGWHxdiEcAB3dTFDIsALkaPulEUMLc/I5lJGUZKSvcrPeVcJRKJKE7V8zlxGto5eaAC+MgDnE+EmlmB5dlnjMOCAAKSzA13DnMwpl0plU/AxgWBKJ2G9vp94EAFsAt7gSYQQACB0QIbfyHTNAf/3ph6kVTRgJRLAlE5DU0Au7QhaAYBBBAYFNh4l0wznQ3gPc6WqqYD5JIAAewMkiNgZ27UQgCBEAmYG++WzFQ2gBtPl2r2DdEMgj3UljtrZSa7gj3IAkbHEXABSBRBAAEE7AiYG++RzP5sADecKE34hJ0mKJtHoOOpK9S35jc5S5RNnqPUjpWh8COAQ7FMDBIBBMIkYG76pZTuGxyyWXeMEvWHh2kKgR6rdfTbv+5hdb1+i1KtK0aNtXzacUpueTHQc7AGRwAHfokYIAIIhE3A3HSvlB7ynOKJR8iYdHTYphH48Zp9bepZ8a/qXX1f7iBumqvk1lcCOw8COLBLw8AQQCCsAubm+6VUZ/YUdO0h0uTjwjqdwI/bujWp9d79xnxfuLzpWCW3vhy4eRDAgVsSBoQAAqEXaH5QZn9bNoAnHCA1nBT6aQV5AvneFw7quAngoK4M40IAgfAKNC+S2d+SDWDrCmjrSmheJROw3hfu+2ihet75YaBPO2cAjESlGm/sLZlHroa5DclTbjpDAAE/BMytj0p9zdkArt5LmsKnv3ixFpkLtLrf+n7OIC6bdJBSbe95MZTBPnJdFFa53yWqm/dbT8dBAHvKTWcIIOCHgLltidS7MRvAVdOkPc7xYyix7TNzRJzcskw9K388zMHvW5XKGg7VpPOekVHd5On6EMCectMZAgj4IWBuf0rqWZftuqJRxtQL/RgKfUpqX3S8+pv/EIgQNspr1XD1h56HrzV5AphvBwQQiLxAuuU5Gd1rsvMsnyRj2iWRn3dQJ2hdJd32yGmBuFWpcv/LVXfG/b5QEcC+sNMpAgh4KrDjRZmdq4YE8EQZ0y73dAh0NlwgXwh7YVVz1N+pfMoRqph5jqzPAvbjRQD7oU6fCCDgrUDHcpntb2T7TFTLmHG1t2Ogt1ECvoVwWZWm3DDkwSw+rQ0B7BM83SKAgIcCO1fIbBvy4AejXKo/RjISMoyETBkyjLKBP0uGpMTA7wf+fsjvd5Uv21VmoOyucsP+PPg1D+cX4q7M3h3qePycUe8JjzWlyplnq+/jxfZmnCiX0snBOn5c8ZxrwASwvWWkNAIIhFGg632ZrUs9HvmQEE+UDQS5FeiDwZ0jxI2EFe6ZHwh2BfxgHSvozV31d5Ub/oOCVdb6YSLzg0Pmh4OBvxv6g8LIHyiG/rAx9IeQTL1R43SfMXOFdKrtffV//Ni49w1bVytbR89jvcrHeeRl4580+3LR1cjxEsDu7yVaRACBoAl0r5XZ8nTQRhXK8ew6WzAk1McM6uwPG5kfDMb6gSJzFsE6u2Cm+tS/aam6VvxcqbbV7htZp58/vyPH2QvrBxpvXwSwt970hgACfgj0bpa5zeZpSz/GSZ+DAmayWz0f/V4y0+rf+paSOz50Rady+tGaeNRXc7Rl7HrLId/ZihE/bAz8wJD5gcR6y2L3GYpRZzmssxaZsxCZtzYmHq7rzyo3jDuXmKYrM6MRBBBAIIgC/a0ymx+SaZoyjF1HOhdffHFJR7pw4cKSth+nxgeOipvfULJtrXrXL5XZ1+Fo+kZZpSafdpuMyjpH9d2sZO2/hoYGAthNVNpCAIEACiS7ZG759eDASh2+ARRwbUh+/2BhhXHf+qVKFxDC/dtWKNn6weDcK2fM1cQjv+KahdOGhu4/joCdKlIPAQRCI2BuuHPYWAnh0Cyd44Em+7q1dvkjatuyWpNnHKh9Pnm2yitrcrbn5Q8WBLDjJaUiAgiEUYAADuOqRX/MHAFHf42ZIQIIbPzFwHvAmRdHwGyJIAgQwEFYBcaAAAKlFdh4l0wzTQCXVpnWbQoQwDbBKI4AAuETMDfeLZkpAjh8SxfpERPAkV5eJocAApaAufEeyewngNkOgRIggAO1HAwGAQRKIWBu+qWU7iOAS4FLm44FCGDHdFREAIGwCJib7pXS2U/A4SKssKxctMdJAEd7fZkdAghYp6A33y+lOjkCZjcESoAADtRyMBgEECiJQPODMvvbCOCS4NKoUwEC2Kkc9RBAIDwCzYtk9rcQwOFZsViMlACOxTIzSQTiLWBufVTqayaA470NAjd7AjhwS8KAEEDAbQFz2xKpdyMB7DYs7RUlQAAXxUdlBBAIg4C5/SmpZx0BHIbFitEYCeAYLTZTRSCuAumW52R0ryGA47oBAjpvAjigC8OwEEDARYEdL8rsXEUAu0hKU8ULEMDFG9ICAggEXaBjucz2NwjgoK9TzMZHAMdswZkuArEU2LlCZtvLBHAsFz+4kyaAg7s2jAwBBNwS6HpfZutSAtgtT9pxRYAAdoWRRhBAINAC3WtltjxNAAd6keI3OAI4fmvOjBGIn0DvZpnbFvsewAsXLizIng+LKIgp9IUI4NAvIRNAAIFxBfpbZTY/NKyY1yFXaPiOO5ciCng95yKGGouqBHAslplJIhBzgWSXzC2/jjlC6aZPsDuzJYCduVELAQTCJtC8SDLKZPZt9XfkFY2SmZJZVquEUjLT/ZKZlNL9Ms1+GdbveQ0IRD3YCWA2OgIIxErA3HBnMOY7409kJMpzj8UK4SGhbP1+IJhH/J0V2sbuELe+vivMs39HsOfmDUqwE8DB+FZkFAgg4JGA2f66Rz2N6GbnOwNHvoOvGZ+VkajydizjBLsV2NZReKHBPhDwVnleto/YH3jggekEMBsHAQQQ8EDA3HSflO7O9jT9ShllEzzo2YMuhgR7JsSHHrHnDXbtOv2+K8yH/j7awd7d3V1HAHuwN+kCAQQQMDf/RkrtzEJMu0xGeR0w+QQKDfbdp+itU/CDp+IDHuw33HCDQQCz/RFAAAEPBMwtD0rJtmxPUy+WUTHZg57pYpSAjWDPHJ2PDPbMe+/Zo3cbR+xGuW64/loCmK2JAAIIeCFgWldh97dku2q6QEblFC+6pg+vBMYI9oEjc6UGr3S3TrXfcNmRBLBX60I/CCAQbwFz6yPS0Fugms6VUTk13igxnv31CwwCOMbrz9QRQMBDAXPrYqlvc7bHPc6SUTXDwxHQVZAECOAgrQZjQQCBSAuY256Qejdk5zhlnozqvSM9ZyY3tgABzO5AAAEEPBIwtz8l9azL9tZ4uoyafT3qnW6CJkAAB21FGA8CCERWwGx5Vur+cHB+RsMp0oT9IztfJpZfgABmhyCAAAIeCZitL0hdH2R7m3yCjNoDPeqdboImQAAHbUUYDwIIRFbA3PEHqfPd7PwmHSdj4iGRnS8T4wiYPYAAAggEQsBse1nauSI7lvq5MuoOC8TYGIT3AhwBe29OjwggEFMBs/01qeOt7OzrjpJR/8mYajBtApg9gAACCHgkYHa8IbUvHxLAn5RRf5RHvdNN0AQI4KCtCONBAIHICpgdb0vtr2bnN/EwGZPmRna+TCy/AAHMDkEAAQQ8EjB3rpTaXsr2VnuIjMnHedQ73QRNgAAO2oowHgQQiKyA2fmetGNZdn4TDpTRcEJk58vEOAJmDyCAAAKBEDCte4Cte4Ezr5rZMhpPDsTYGIT3AhwBe29OjwggEFMB03oKlvU0rN0vY8IsqeHUmGowbQKYPYAAAgh4JGB2r5NansoGcM0+UuMZHvVON0ETIICDtiKMBwEEIitg9myQtj+RDeDqvaQp8yM7XyaWX4AAZocggAACXgn0bZG59bFsb1XTZOxxjle900/ABAjggC0Iw0EAgQgL9G+T2fxwdoKVe8hoOj/CE2Zq+QQIYPYHAggg4JVAf6vM5oeyvVU0yJh6kVe900/ABAjggC0Iw0EAgQgLJNtlbvltdoLl9TKmXRrhCTM1joDZAwgggEAQBFKdMjffnx1JWa2M6VcEYWSMwQcBjoB9QKdLBBCIqUC6R+ame4cEcLWM6VfHFINpE8DsAQQQQMArAbNf5sZ7sr0lKmTMuMar3uknYAIEcMAWhOEggECEBcy0zI13ZSdoJGTseV2EJ8zU8gkQwOwPBBBAwEOBgQA204M9DgSwkfBwBHQVFAECOCgrwTgQQCAWAuame6R0/5AAvkYyKmIxdyY5XIAAZkcggAACHgqYm++VUj3ZAJ5xtZSo9nAEdBUUAQI4KCvBOBBAIBYCA7chpTqzAWzdhlRWG4u5M0mOgNkDCCCAgG8CAw/iSLZnA9h6EEd5vW/joWP/BDgC9s+enhFAIIYCA4+i7G/NBrD1KMqKhhhKMGUCmD2AAAIIeChgbn1Y6ts2JIDPlyr28HAEdBUUAQI4KCvBOBBAIBYC5rbHpN4t2QBuOkeqnBaLuTPJ4QIEMDsCAQQQ8FDA3LZE6t2YDeA9FkhVe3o4AroKigABHJSVYBwIIBALAXP776Wej7MBPOVMqXpmLObOJDkCZg8ggAACvgmYLc9I3R9lA7jxNKlmP9/GQ8f+CXAE7J89PSOAQAwFzNbnpa7VQwL4ZKlmdgwlmDIBzB5AAAEEvBTYsUxm53vZHicfL6P2IC9HQF8BESCAA7IQDAMBBGIi0PaSzJ0rs5Od9GkZE+fEZPJMc6gAAcx+QAABBLwUaH9VZsfb2R7rj5FRd7iXI6CvgAgQwAFZCIaBAAIxEehYLrP9jSEBfKSMuk/FZPJMkyNg9gACCCDgl0DHWzLbX8v2XneEjPqj/RoN/foowBGwj/h0jQACMRTYuUJm28vZiU88VMakY2MIwZQJYPYAAggg4KVA57syd/wh22PtwTImf8bLEdBXQAQI4IAsBMNAAIGYCHS9L7N1aXayEz4ho+HEmEyeaQ4VIIDZDwgggICXAt1rZLY8NySA95fRcIqXI6CvgAgQwAFZCIaBAAIxEehZK3P704OTNWr2lRpPj8nkmSZHwOwBBBBAwC+BnvUytz+ZDeDqvaUp8/waDf36KMARsI/4dI0AAjEU6N0kc9vj2YlXTpfRdHYMIZgyAcweQAABBLwU6N8qs/mRIQHcJKPpPC9HQF8BESCAA7IQDAMBBGIi0N8is3lRdrIVjTKmXhiTyTPNoQIEMPsBAQQQ8FIg2SZzy4PZHssnyZh2iZcjoK+ACBDAAVkIhoEAAjERSO2Uufk32cmWTZQx/fKYTJ5pcgTMHkAAAQT8Ekh3y9x0X7b3RI2MGVf5NRr69VGAI2Af8ekaAQRiKGD2ydz4yyEBXCljxudiCMGUCWD2AAIIIOClgJmSufHubI9GmYw9r/VyBPQVEAECOCALwTAQQCA+AmbbS1J/m5Rsk9LdklEuo6JRqpkl1R4UH4iYz5QAjvkGYPoIIOCxQLJDZuvzUl9z7o4rp8poOFkqr/N4YHTntQAB7LU4/SGAQHwF0r0ytz6668g338u6NanpXClRFV+rGMycAI7BIjNFBBAIhoDZ+oLU9UFhg5lwgIyGkworS6lQChDAoVw2Bo0AAmETMPt3SM0L7Q176sUyKibbq0Pp0AgQwKFZKgaKAAJhFjB3viO1vWJvCpPmyph4mL06lA6NAAEcmqVioAggEGaBgU9A6t1kbwpVM2TscZa9OpQOjQABHJqlYqAIIBBmAXPDnY6Gb+x1vaN6VAq+AAEc/DVihAggEAEBAjgCi+jyFAhgl0FpDgEEEMglQACzL0YKEMDsCQQQQMALgW2Py7T5HrBRNUPiPWAvVseXPghgX9jpFAEEYiew8x2ZNq+CNibNlbgKOrJbhQCO7NIyMQQQCJRAcofMLfbuAzamXSyVcx9woNbRxcEQwC5i0hQCCCCQV6D1eZldqwtCMibMlqxnQvOKrAABHNmlZWIIIBA4gVS3tO0xmcn2vEMzyusHngVtJqoDNwUG5J4AAeyeJS0hgAAC4wsk23Z/GtK23GUr99j9aUiTxm+LEqEWGAjgu5eYs5KGzti2+sk7mvafF+oJMXgEEEAgFAI7V0rdH8rsbxkY7uDnAU+cE4rhM8jiBQYCONPMzTffbM4589biW6UFBBBAAAEEEMgrMCqAp85eABkCCCCAAAIIlFDg9FPP0NEHjzgCLmF/NI0AAggggAACkr77nVtVXkUAsxkQQAABBBDwVIAA9pSbzhBAAAEEENglQACzExBAAAEEEPBBgAD2AZ0uEUAAAQQQIIDZAwgggAACCPggQAD7gE6XCCCAAAIIEMDsAQQQQAABBHwQIIB9QKdLBBBAAAEECGD2AAIIIIAAAj4IEMA+oNMlAggggAACBDB7AAEEEEAAAR8ECGAf0OkSAQQQQAABApg9gAACCCCAgA8CBLAP6HSJAAIIIIAAAcweQAABBBBAwAcBAtgHdLpEAAEEEECAAGYPIIAAAggg4IMAAewDOl0igAACCCBAALMHEEAAAQQQ8EGAAPYBnS4RQAABBBCYd+YCzV9wpmFkKG6++WYTFgQQQAABBBAovcBtt91GAJeemR4QQAABBBAYLkAAsyMQQAABBBDwQYAA9gGdLhFAAAEEECCA2QMIIIAAAgj4IEAA+4BOlwgggAACCBDA7AEEEEAAAQR8ECCAfUCnSwQQQAABBAhg9gACCCCAAAI+CBDAPqDTJQIIIIAAAgQwewABBBBAAAEfBAhgH9DpEgEEEEAAAQKYPYAAAggggIAPAgSwD+h0iQACCCCAAAHMHkAAAQQQQMAHAQLYB3S6RAABBBBAgABmDyCAAAIIIOCDAAHsAzpdIoAAAgggQACzBxBAAAEEEPBBgAD2AZ0uEUAAAQQQIIDZAwgggAACCPggQAD7gE6XCCCAAAIIEMDsAQQQQAABBHwQIIB9QKdLBBBAAAEECGD2AAIIIIAAAj4IEMA+oNMlAggggAACBDB7AAEEEEAAAR8ECGAf0OkSAQQQQCDeAqefeobOPvcsw8gw3HzzzWa8SZg9AggggAACpRf47nduVXmVQQCXnpoeEEAAAQQQyAoQwOwGBBBAAAEEfBDIFcC3HHbo4af6MJZId/nOirdPKHaChmGki23Dbv1EIpG0W4fywROoqKjoDd6ooj2iCTUT2qI4wz333GttFOflx5yuufpPni2rMv72vwCnK/LtlRYygwAAAABJRU5ErkJggg==" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="55" center-y="125" 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" 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