<snapdata remixID="12830892"><project name="Lab 2.4: Number guessing game" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 2.4: Number guessing game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="5"><pentrails>data:image/png;base64,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struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="5" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="Sprite_cst_Down"></ref></item><item><ref mediaID="Sprite_cst_Up"></ref></item><item><ref mediaID="Sprite_cst_Correct"></ref></item><item><ref mediaID="Sprite_cst_Wrong"></ref></item><item><ref mediaID="Sprite_cst_Question"></ref></item><item><ref mediaID="Sprite_cst_Easy"></ref></item><item><ref mediaID="Sprite_cst_Hard"></ref></item><item><ref mediaID="Sprite_cst_Impossible"></ref></item><item><ref mediaID="Sprite_cst_Custom"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="13" y="10"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doHideVar"><l>random number</l></block><block s="doAsk"><l>Greetings, what would your name be fine person?</l></block><block s="doSetVar"><l>name</l><block s="getLastAnswer"></block></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Welcome, </l><block var="name"/><l>, to my number guessing game.</l></list></block><l>2.5</l></block><block s="doSayFor"><l>In order to play all you have to do is to guess a number between the set minimum and maximum numbers. If it&apos;s too high, guess lower, if it&apos;s too low, guess higher.</l><l>4</l></block><block s="doAsk"><l>What game mode would you like? Select easy, difficult, impossible, or custom.</l></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Easy</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>easy</l></list></block></list></block><script><block s="doBroadcast"><l>Easy</l><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>difficult</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Difficult</l></list></block></list></block><script><block s="doBroadcast"><l>Difficult</l><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Impossible</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>impossible</l></list></block></list></block><script><block s="doBroadcast"><l>Impossible</l><list></list></block></script><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Custom</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>custom</l></list></block></list></block><script><block s="doBroadcast"><l>Custom</l><list></list></block></script><list></list></block></script></block></script></block></script></block></script><script x="13" y="543.25"><block s="receiveMessage"><l>Easy</l><list></list></block><block s="doSwitchToCostume"><l>Easy</l></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doAsk"><l>Would you care to pick a random number between 1 and 10?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Correct</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Woo hoo! </l><block var="name"/><l>, you won!</l></list></block><l>1.5</l></block><block s="doShowVar"><l>random number</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Up</l></block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit higher, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block></script><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Down</l></block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit lower, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block></script><list></list></block></script></block></script></block></script></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doHideVar"><l>random number</l></block></script><script x="13" y="1288.5000000000002"><block s="receiveMessage"><l>Difficult</l><list></list></block><block s="doSwitchToCostume"><l>Hard</l></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><l>50</l></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doAsk"><l>Would you care to pick a random number between 1 and 50?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Correct</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Woo hoo! </l><block var="name"/><l>, you won!</l></list></block><l>1.5</l></block><block s="doShowVar"><l>random number</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Up</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit higher, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block></script><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Down</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit lower, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block></script><list></list></block></script></block></script></block></script></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doHideVar"><l>random number</l></block></script><script x="13" y="2033.75"><block s="receiveMessage"><l>Impossible</l><list></list></block><block s="doSwitchToCostume"><l>Impossible</l></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><l>25</l></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doAsk"><l>Would you care to pick a random number between 1 and 25</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Correct</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Woo hoo! </l><block var="name"/><l>, you won!</l></list></block><l>1.5</l></block><block s="doShowVar"><l>random number</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><l>25</l></block></block><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Up</l></block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit higher, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block></script><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><l>25</l></block></block><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Down</l></block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit lower, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block></script><list></list></block></script></block></script></block></script></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doHideVar"><l>random number</l></block></script><script x="13" y="3012"><block s="receiveMessage"><l>Custom</l><list></list></block><block s="doSwitchToCostume"><l>Custom</l></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doAsk"><l>Pick what maximum number you want.</l></block><block s="doSetVar"><l>maximum number</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>random number</l><block s="reportRandom"><l>1</l><block var="maximum number"/></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doAsk"><l>Would you care to pick a random number between 1 and your maximum number?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Woo hoo! </l><block var="name"/><l>, you won!</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Correct</l></block><block s="doShowVar"><l>random number</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Up</l></block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit higher, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block></script><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="random number"/></list></block><script><block s="doSwitchToCostume"><l>Wrong</l></block><block s="doWait"><l>1.5</l></block><block s="doSwitchToCostume"><l>Down</l></block><block s="doWait"><l>1.5</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Maybe guess a bit lower, </l><block var="name"/><l>?</l></list></block><l>1.5</l></block><block s="doSwitchToCostume"><l>Question</l></block></script><list></list></block></script></block></script></block></script></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>Question</l></block><block s="doHideVar"><l>random number</l></block></script></scripts></sprite><watcher var="random number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="name" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="maximum number" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="random number"><l>1</l></variable><variable name="name"><l>hard</l></variable><variable name="maximum number"><l>15</l></variable></variables></scene></scenes></project><media name="Lab 2.4: Number guessing game" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Down" center-x="240" center-y="180" 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" mediaID="Sprite_cst_Up"/><costume name="Correct" center-x="240" center-y="180" 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" mediaID="Sprite_cst_Correct"/><costume name="Wrong" center-x="240" center-y="180" 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izQ0CnUIKEl9da6jpxKJTx9cNK09vRThXub6tJDG6BlFtX9poEkCAR9Pvscxaj2Z++Hq2+0PUpRjh3XzNdLyppgQduhPeK9Ri4cIgnyagX9iUWS38sEp+uTLkkpax+qRptpWr2D8Xs5YrEhIXK3vHBkOAHXNI2sxRlqIf7s0d5Yl2KEY4HDu6ul0K7oS1K6ElQ+CkQgq6HvjyeuvKwMdWqjRs+sJROsnDesNeb5bs0SLpJH30Z9Q2I8BRE6W/jwi4HCMcPtrUUaDCk1RKkRYvASXVuL9wVEhBZSQ7STbitSS60XqLQSgBzK9v8qZ7bBoERAABZh0MnYDrMcJhAM9W80HOXVo8BE4qpJA7OLS59tuBeKwYwiihwPOmNW1jt2L/9Wqf2r1DQO1zlwiwz97zyHaXY4Sfvy3Yn++0Umdq56WX0S/XicUc9vLSQzg9tNLRc6e92y0fK6wwbBui7r9cq9vUxFFBEp2wLL3XyQq/1EXNOg39IcBp8KInc3A5Rlhl3r5pl1Es11oxwiqtSBsOge9uXwyOnDuv5IczSry99lYwyh60Xtiv7/LCPl5P+DMaAuyPr1JhqcsxwuFQKdWT1cvo9Q/lVHB3ZRI6CdGuVyklz7ezQPleSCFbrNmlzFF6TAmxdvJKJ9kg5bgrS89JOxBgJ92SbqNcjhEOJw3ZzlWDHYz+SRucgH75kvh+FXrV7Hshhd74ZB1Bv3pXtGerXGEMvmLS3wMCnH4fOzlDl2OE94s166TP1A5YL6P1MIh2dgLy9/35TDf2Wj0pDajPhRT0uGqsk1Cy2bS9Ys0eL+dsa49f2M6+UkbrmwjwaPnbqdm6HCNcqta7CUR0F6w7Yd0N005HQNmrWiFGmW4mK3GcCtW9PV2PyX9a4USz060Mb2oKN1rbqdg/XuwmbxwWeEUAAfbKXekz1uUY4XAcp15F6yWrXknT+iPQKqSQsXvtx2361k6uatfn3MgL3t8sjn9KiTTGzx8l1lCijefrBXtJBaOz4Bz57yDAI78EkgXgU4zw05W8PXtDOEk/K0b3vPfv9BRS2CrZvRv+ZrWynhJG29maPVrK2l6BI+d+1gSf+ZgAAsyqSJyAyzHCr9aLwfGpmjJk6T6Y5PmfXjInFVKoHTZsYvxo15j4gjulAcVK3TKhCkYqqrC6WbIff6eC0SlR8vEeAggwS8IJAi7HCIdL4ClXtO6DlTuadpyAfKjYXsX4dprvhRR600mqnOBvKwVb2qSCEet/cAII8OAM6SEiAi7HCIczNElUFCOsKkq0FgGFlumkoFPmUf9ubadsXzpSgnJQP+n0eWu/aj++2rdCmRfxg/Lk+y0CCDArwSkCLscI7+Srdn229YBI9YO1E96lhGE7scaMzUy3UjD6XkihVGvYdOiVdu2wacqU9niJCkZO/bBIgTEIcAqcmLYpuBwjHA5BUak8vYwulEZzRzQzpaxWM0GYUaf5XkihN51krnQYFOdY2+LKIW0/Z1yYDwLsghew4SMCLscIV2oNu9DeISmZhHbCyog0Si2NhRTC/lMxo3d7FXv4Ym/kfDtK6zjpuSLASXuA8T9JwOUY4VC1OfttrRDcCY9KO6mQQvi1uG8cwr9QyXb9efH9gT1dGR2f+uaztNiLAKfFkymch08xwtoFq6xhmlu3kMJCxuQbtWK5bpmpo/J7vs0//IuUbN8v1Oyn5Zxt8MDON1d6aS8C7KXbRsdol2OEF98X7bvbrftP7Zq0C9aRdBrbF3OTQWKNY4UU9it28/IFL6eru925UDpJ3f2qGpYqGNEgEBcBBDgu0oxzZgIuxwi/2S7ZV1+0sjvpgZZEWOE3aWr3bk7bg/mZ1BRSqNWbNtEuhSg/6dXzq7WC/ZbyE4w0rcm0zAUBTosnUz4Pl2OEN/Yr3fjXD/lq8DJ6a9//GGEVUghq96aokEJPNkmTvx4t5oJ/0iAQNwEEOG7ijHdmAi7HCIczPilBh+6EVdbQ16ZCCiofqJCwTvO5kEKhVO/GKWs+ynCl04uHL0kn6esaTYPdCHAavDhCc3A5Rjj8IGl1SzHCOVPqSt9aUEhhIWM6dei0FY8LKSh383j70ZjmI5/o5To5vX1bmemzFwFOn09TPyOXY4TD94uv3hXtyeucSQB8aOfHxoKHVjpy1uM3Nd8LKRzj3jTbylXsn4tZyxVHM3mKD+twlGxEgEfJ2ymaq8sxwmHMv67m7ZdV90sYpq2QQqlSt+lwBaN6w15vluzRIukkU/RjwPupIMDeu3A0J+ByjPCLtwX7052ZwDHKi6yj6Jfr7lbPmb82Fex601JIobeCkV6n//omb6pqRYOASwQQYJe8gS2nIuByjPDrjQP75lbrAVOpWrcny3lb3nQvRjh45TyfsZl2TKzvhRQslFmjaU3b2K3Yf73at1J1tFKFnuo/JD6cGAEEODH0DBwFAZdjhJXY4U67HF/24DB4Ga2yhi40Za960FtIoSc5hQt29mtDuVa3qYmjjFzKza1EKfrFhwYBVwkgwK56Brv6JuByjPB2ttp9Taz/r+NohfMk2W5euRDsehXW1WnhesdJ2naWsXsrGGUPasHjt/Vd/2Oxz8KD7/hDAAH2x1dY+gcEXI4R1u5XO3W1tx/KgTgoFWIS7dtbF+3BnZmuPbJBr7UV8+tbyxZrdikz0TVbQqxfJJROssGJs2/uHEl7EeCRdHs6J+1yjLDugTuhPboffrKSs3KM95JpK6SgI2Zl6uo0HUHrF4lnq+kuiJHO/3JHd1YI8Oj6PpUzdzlGOPw698V6IbgT1puhYbegkMJCppuzWuNtelxIQY+rxqxVjUkA94o1e7ycs629ZI/2h+1H+k8fAQQ4fT4d+Rn5EiP8dCVvz94M95FQmgopKJxoNlTBSL/QrO1U7B8vdkd+zQPATwIIsJ9+w+o/IOByjHC4cL2yZql60jBSInYLKcxnbHKidVRbrjVsqv3/fVtAh/WGjZ8/OnIuVRr2fL1gL6lg5JsrsTdEAAFmOaSSgMsxwuG8ysofrZfRKgwQVbsyMxEk1khLIQXrKWG0na3Zo6Ws7RU4co5qzdBPMgQQ4GS4M2oMBFyOEX63W7H5q61i9qqkpPtglTUctH15fToQ3zQUUihW6pYJp5NsNG11s2Q//k4Fo0HXCd93gwAC7IYfsGJIBFyOEVYN2muzrYpDmyphuJKz3fzZShieOzcWCO+xQgo9heeHhHgo3famkyyogtFKwZY23U3pORQQdJpqAghwqt3L5ETA5Rjh/MGhzbZjhN/slIIY4UL5dCUM5y6OB8L73e2jWN5wfWKfV4FOn7f2q/bjq30rlJOJnfaZH7a7TQABdts/WBcRAZdjhCu1hl1oP45afH8QPMxSnGs/bf7qlCn0Kg2FFEq1hk2HHonVDpv2evPAHi9RwaiftcBn/COAAPvnMyw+IwGXY4TDU1KxeInw51qaCin0ppNUprCnq3lb24rucdrnePL3EIibAAIcN3HGS5SADzHCSs6hl9Eqa3hSCwopzM8EO99Ok2DNhWJkE4U8wOCa+7u9ij18sdf3KcAAw/FVCCRKAAFOFD+Dx03A5RhhHT9/d7tVwlDH0toFL20cL2F4ciGFoxfVcfMcZLzw0XtnzmLwdOXzu/9BxuW7EHCFAALsiiewIzYCLscIr+2UTKFEasr8pJ2wyhqqBYUUFmbsUqZV2EFNSTy+97CQQqhsbzCP/ULNflrO2cbe4KFYsS0kBoLAgAQQ4AEB8nU/CbgcI6yQJO101XbyVXv+pmDX2vmcx8+1ciArgYeOon1rvUfluvvVLxiqYESDwKgRQIBHzePMt0vA5RjhcBhRuJKSjPe1kIJSb06cbxdRMDO9en61VrDfSCfJf5UjSgABHlHHM+0WAZdjhHvvSGWv7oR1FO1b68kmaR8KVXv0e86UjIQGgVElgACPqueZd5eAizHCv6zm7c93Zmw8tGPcyVXt+lwrc5YvrVCq28z00VG5Mlwp7/XDl6ST9MWH2Dk8Agjw8NjSs0cEXIoRXt48OFZIwSOMx0w9bDStc2etvzhQOsm1wlCqP/nKCLtHmwACPNr+Z/YhAi7ECG9nq8cKKbzZLluz2bS7N1ovo3tzJHvhwKbZVq5i/1zMWq5IOkkvfIaRsRBAgGPBzCA+EEg6Rjj82Kr3wdLrjQP7pn332/soyyW2pUrdpsMVjOoNe71ZskeLpJN0yU/Y4gYBBNgNP2CFIwSSiBFefF88VkhBMbGXZyY+IrL+oRw8GlPLFmt2KfPxZ5LE2Ls7Vxzzr2/ytrJJOskk/cLY7hJAgN31DZYlRCDOGGElnrjVjvnVdBUTe+d6S2RPauEj6q1s1W5ccuRRViizRtOatrFbsf96tW+lan9FJRJyNcNCIFECCHCi+BncVQJxxAhrhzjbzt/caDRNNX37admDQ9MvCf0Idj/9DfKZcq1uUxNHr5xVxUk7+ifL+UG65bsQGAkCCPBIuJlJnoXAMGOEw6kYz1JIoVxt2NTkuWBaKtn3zc34Y4N7KxhlD2pBPeP1XdJJnmW98Z3RI4AAj57PmfEpCEQdI/z2Q9nutO9xZca73bMXUgjvmp+/LQRxw3G03vtnCfG73VY6yQYnznG4gDFSQgABTokjmcbwCEQVI7xfrNnl0MMpHwsp6Ih5cry181bTEfSrd0V7tnpy6cTheYWeIeA/AQTYfx8ygxgIDBojHE5KoYQUF0OhOoOYHxbx2mHDJkLiOEi/J31Xj6vGrH1P3WzaXrFmj5dztrVHOsmoWdPfaBBAgEfDz8xyQAJnjRFW2sWvvmgl0VDb2q/YjcutSkdRtdWtUjdRR6Fct5mIqySFH4vJZoUbre1U7B8vdqOaAv1AYCQJIMAj6XYmfRYCp40R/lCo2bVQPO8wH0u936vY7XY4026+Zldno4kRPqw3bPz80ZFzqdKw5+sFe0kFo7MsIb4DgWMEEGAWBAROQaDfGOFwJaPwi+VTDHXqj37I1+xaW3g39it2a9Cddk8Jo+1szR4tZW2vwJHzqZ3DFyBwAgEEmGUBgVMS+KMY4XDKSHW7k6/a9dn4kmWEj4t7j7/7nWaxUrdMOJ1ko2mrmyX78XcqGPXLkM9BoB8CCHA/lPgMBHoI9MYIf8hVzcbGujtQfTx8NxsnwGqtYZMTrWPj3jSXn7OjN51kQRWMVgq2tFn83Ff5ewhA4JQEEOBTAuPjEOgQ6I0R7vz73kIKPhLT6fPWftV+fLVvhTIVjHz0ITa7TwABdt9HWOgogbnpcfv7g0t2fe7oVXOlVrcLodSMLpgezrp1kj2lWsOm2ztm/X3tsBlk13q8RAUjF/yHDeklgACn17fMbIgE5q9O2YOFzLFCCkMc7kxdL20c2LftEoafegjWm05SaTGfruZtbYsKRmeCzpcgcAoCCPApYPFRCIjA/fmM3V/IdAspaIepLFdX2iFHh/WmjZ/vr7DCsImu7ZTty3Z1pT/KOa05vNur2MMXe6ZsVzQIQGD4BBDg4TNmhJQQyEydD3a99+dn9N4qaOFXx6p7e+9mK+lGlNmuBsW3uV+xm+2QJNk1cX7sWMYshUwtvj+wpyu5QYfi+xCAwCkIIMCngMVHR5eABEy73nAhhXDyiw6Z9d2yLVxt1fPtzf2cJL1P2bJfqNlPyzlTXWIaBCAQLwEEOF7ejOYhAd2jSnz7LaSwnavaF3Ot2N+tbNVuXIovDvhTeEvVuimTV6cFR867Zft/z0gn6eGSxOSUEECAU+JIphE9gamJc3Z/YcZUDWn8XOvMud+j5ezBoSlrltrbnbLdad/DRm/l53s8FhYVym71cr0Y1O+tS41pEIBA7AQQ4NiRM6APBK7PTQa73rvHCilU7cbl/nez4V1nb4asuBj0ZJO0g2rdLoZ2wr+s5u3X1Xxc5jAOBCAQIoAAsxwg0EPg3o3pYOfbyausvz6rgIYzS71cL9iDhZlYeBdKdZuZPjpyPmbH22Kwq1dTmcQnyzl7tU6mq1gcwyAQQIBZAxD4mIBeBz+4MxOEGV1oJ6YIF1XwhVm49rBsPunYfHnzwJSEfCm8AAAamUlEQVTJq/P3EuEVYn99cTF2poQAO+CUOJJpDEZAMbwS3m/aiSvU24d81a5FUEhBu0sdZwc7zjhjhHvPn3sQrX8om3Jaq+mV9M/LOXu/y2vowVYS34ZA/wQQ4P5Z8cmUElCiCh05h18rR11IYdgxwqVK3abDFYx66vh+ynXHXmzvVwMR1i8eNAhAYPgEEODhM2YERwmcOzcW7HqVXONiW7yGuUMdVoxwbwWjcHKQftDnDg5trv1iW5mznqzkLH9AAYZ+2PEZCAxCAAEehB7f9ZaACinoWPj7+dbRcOcYNhzrO4zJRR4jHKq00LSmjdnZUmCWaw1T2JWackjrTlj33zQIQGB4BBDg4bGlZ0cJ3L56IXiNfPvKURWjOGN1o4gRLtfqNhWquqT8zZPjLQE9a2s0mqZTAbXnbwv282tSU56VJd+DQD8EEOB+KPGZ1BDQjvfBfMZm20eunyvVN6yJDxIj3FvBKHtQs0sXJyI3Vbvg39YKkfdLhxCAQIsAAsxKGAkCKqSgI+cHnyikkASE08YIZ4s1u5Q5EtpeIY5iDr+/K3aP5bWrlgirUAMNAhCIngACHD1TenSMQFBIYT5zLB3kSYUUHDP7mDm9R8y9R9BR2r66XepmACuUDu3n5byt7VAfOErG9AUBdsCsgdQTOG0hhbiB9BMjfOxxVUxn5qqOdKt9R76br9nPKznbpGJS3MuD8VJOgB1wyh08qtObmjwX1O1ViNH4+dMVUoib2adihHvDieoNs/ODvbM61dQkvFdnW0feEmTFCO8Vaqfqgw9DAAKfJoAAszpSR+D67KTdv9NTSMGRsoCfgh2OEVb4z/nz5yz8qLlUadj0hRjVt21oOKe0jqZ1J1ws11O3ZpgQBJIggAAnQZ0xh0bg7o3pYNcbTiF51kIKQzPyEx3vFmp2dSb618yDziN8/6xHWhJhlTikQQACgxFAgAfjx7cdIaBCCkHt3gV/CymEk2EIa0zXvaf24LM3eXu6QgnDU4PjCxDoIYAAsyS8J3B5ZiKI7R1GIYW44PSmk+yM68ruXYk5/nynVUpRCTueLOftxToxwnGtD8ZJJwEEOJ1+HZlZ3bk+FcT23rg82Z1zOIzGNxDa9RbKh6a45XNjrcdjcdYR/iNeSlGpV+Vq2q3rUdbyBjHCvq0x7HWHAALsji+w5BQEzp2z7ivnOAopnMK0vj/a+7Cqdti015sH9ngpa3+9O2v/ene2777i+mA4ZaeKOEiEVdaQBgEInJ4AAnx6ZnwjYQJJFVKIctq9WaxypUN7upq3ta1Wwovz58bsb1/PJVNH+DMT3dqvdk8cVFxCj7K2s5QwjHJ90NdoEECAR8PPqZll0oUUogapI+d3exV7+GLP9No43KYnzwcifO/mdPCvDyr1btnEqO04bX/7xZp1KkdpBywRVpEJGgQg0D8BBLh/VnwyYQJBIYWFjM1OjweWuPpK+FOYFN97oV3yT5/Rn5Vn+enKp6sOXbo4bj98M2cLV6eCbsPCl7A7jv1CsLx5EBxHl6uUMEzaL4zvDwEE2B9fjayluuN9cMetQgqndUbvLwv7hZr9tJwLMkx9rn1xadJ++HrOvphrPTTbciipyGGjaePtEoYv3xaDlJV6JU2DAAQ+TwAB/jwjPpEggRuXLwQhRnrt3Gk+FVLQ3a7urDtNd796yPSfz/dORXXh2lQgwtoRq8VZv/g0hv6ymrdfV4kRPg0zPju6BBDg0fW98zP/5ubFYOfbuWuUwb+/L9r3tzPO2y4DlS1KCUI6rVRr2Mu1QlDs/izt65sX7YevZ013w2quxAi/XC8GVwNqh/VmcBStjFk0CEDgjwkgwKwQ5wi0CinovnfG+UIKn4KnQ9gj6TX7UKjao99z9iE/2Gth/ULyw7254JW0misxwr0FJSTCq+0X3c4tMAyCgCMEEGBHHIEZLQJBIYWFjCmnc6e5dOf5OT+Fixfos8pw9Wa7ZA9f7n/uq33/vasxwu92yzbfeSxWqAU7YV0X0CAAgZMJIMCsDGcI+FxIQRDDD5L0Z4UN/bZWiPw41uUY4Z1c1a63H4tt7leC8KQPeUoYOvMfGYY4RQABdsodo2lMt5DCfMYuTLZK7vWG7HhFpmm2lavYPxezlisOJzbW5Rjh8MOztZ1WjLBqG9MgAIHjBBBgVkSiBIJCCgsZ04OrTtOO6Vq7EHyixvUxeKlSt+kLrUdRwS643rDXmyV7tJjt49uDfcTlGOFKtdH9ZUo5pHUcXa0RIzyYx/l22gggwGnzqEfz8b2QQm8FI+3yfn2TNz1Iiqu5HCMcjn3WUbx2wjQIQOCIAALMaoidgIr86IWzdr7dQgqhhA6xG3SWAUPq0rSmbexW7OGr/UQyQfkSIywBlhDTIACBFgEEmJUQKwGlkZTwKq1kp7mUXvFzMMq1uk1NHB05K3/z4vtiUB83yeZqjLDYfNeO29YRtI6idSRNgwAEEGDWQIwEbl+5YA/uzJj+2WlvP5TtzrWjLFcxmnPqoXorGGUPavbkdc7Wd90ItXE1RlhhWF990Qor0zG9dsJ6nEWDwKgTYAc86isgpvn7XEghW6zZpcxEl5SEWDGvSifZcOxdkasxwhv7Fbt1ufWLlx7ZSYQVpkSDwCgTQIBH2fsxzD0opLDQymqlu9/OLqhT0SgGEwYaQkfMk+Ot0Cg1HUG/ele0Z6tu3mW6HCO8m6/Z1fbrdiXo0HG0ilLQIDCqBBDgUfV8DPO+cXnSHszPHCukoOo/t0JH0DGYceYh9LhqrJNQstm0vWLNHi/nbGtvsHSSZzaozy+6HCNcKNdtZqp1h65UlRJhJSyhQWAUCSDAo+j1GOb8za2LQRUjxfl2WvhBTgwmnHkI3VOGd+j1htnazoH940V06STPbFyfX3Q5Rrh22LCJ9qmCijZIhFXEgQaBUSOAAI+ax4c8XxWc15Hz/YWZbiUg7XA64UZDHn7g7j+qYFRp2PP1gr08YwWjgQ0aoAOXY4TD01L5QpUxpEFg1AggwKPm8SHO99rsZCC+vhZSCCeOEKbtbM0eLWVtr+D2kfMfudTVGGGVZPzznZnA9EajaT+v5OzlW0oYDvE/T7p2kAAC7KBTfDRJoqsqRqpm1Gmu1Kv9HM9ipW6ZcDrJRtNWN0v24+/+HDn/0RxdjRF+vXnQTUFaqtaDWOrlTWKEP7de+fv0EECA0+PLRGYyfn4seOGs+r2q46vmUyGF3nSSBVUwWinY0ma6dmOuxgi/3Sl3H+llD1oxwusfiBFO5D9mBo2dAAIcO/L0DHg5M2H6wX6skEKhZtdCD698ma2On1V3+MdX+1Yop7Nyj6sxwuF6z9vZaiDC2zl/j/19WfPYmTwBBDh5H3hpQauQQsZutJMraBLhjEcuT6pUadj0haPY3tph03Qc+nhp+BWMkuTicoxwONmJdsB6GZ07SOcvQkmuAcZ2iwAC7JY/nLcmKKQwPxPsfH0spNCbTlK1a5+u5m1tK74KRkk62eUYYd0Dyz41vR/QTrhMCcMklwtjD5kAAjxkwGnq/qRCCr1pGn2Zr46c3+1V7OGLPVO2q1FqLscIh+/kX6yrhGE+eCVNg0AaCSDAafTqEOakAgqK7Z2/elRIQUeFCnNxvfU+CtOfF98f2NOV0a1P60uM8NOVvD17Q4yw6/+NYd/ZCCDAZ+M2Ut9SIQWFGM1Njwfz7o2XdRlGr63KPfzTcs6UEnPUm6sxwq/Wi8F6U1NiFB1FK2MWDQJpI4AAp82jEc5Hd7z6QajHVufOtSop9KZpjHC4SLvS3W7nFwZ1rLtfhbyoghHtiICrMcIrWyW7d6NVwrBYVoxwzla3R+OenvU5OgQQ4NHx9almeuPSZHDk/OX1oyNmXwopfJROstawl2sFU/Yl2scEXI0Rfrdb6V557BVqwctoTi5YwWkigACnyZsRzUWFFJRY44qHhRT0XKdd9TCg8SFftUeLueCftE8TcDVGeCdf7WZX21QJw5WcqawhDQJpIIAAp8GLEc3hpEIK4dCQiIYZSjeFUt1mplshLGp6Tau45Icv05FOcijQQp26HCMcvvZ4s1MKXkYXSsQID3tN0P/wCSDAw2fsxQgnFVJQViK9lnW9HTaaNt6+o5atqr7021qBhzundJzLMcLhl+x6wa474VELHzulO/m4BwQQYA+cNGwT734xbffvHC+koKT4eqDjVVM6yVzF/rmYtVyRHdJZfOdyjHD4Rbt+wZII0yDgMwEE2GfvDWh7q5BCxu7Pz3QLKVRrDZucOErTOOAQQ/t6qVK36XAFo3rDXm+W7NFiutNJDg1oqGMfYoQlxhJgHtbFsSIYY1gEEOBhkXW8XxVSUIjRt7eOdrl63HJ1dsJxy1v3u7qz7DTdEf76Jm8rm4SpROU8V2OEdfz83e3WmtWxtER4aYMShlH5nX7iJYAAx8vbidFUSEGvnG96WEghDLBpTdvYrdjDV/tWro5WOsk4FpKrMcJ6iPXV9VaMcP7gMHgZrRhvGgR8I4AA++axAeztFFLQzjcz1Xox3PuAaYDuh/rVcq1uUxNHr5z1AGfxfTF4EUsbHgFXY4QVknTzSistqkLMFCO8tU+o2fBWAj0PgwACPAyqDvapQgoSXu18Oy1bPLRLmVZ6SZdbbwWj7EHNnrzO2fou6STj8JurMcJKztGJVVfSDh1H7xeJEY5jTTBGNAQQ4Gg4Ot2Lr4UUeistSYjf7bbSSTY4cY5tzbkcI6w0lZ3THKWvlAgrDI0GAR8IIMA+eGkAG7+/nQlCjMJ5kQfoLrav6oh5cvzoNbaOoF+9K9qzVdJJxuaE0EAuxwiHU4+qkIOOo/VQjwYB1wkgwK576Iz2nVRIQdmDZtoVjc7YbSxf0+OqsU5CyWbT9oo1e6w7vj3u+GJxwCcGcTlGOGzyr6t5+2WVtwFJrhXG7o8AAtwfJ68+dWIhhf2K3Qq9enZxQr2VluoNs7Wdsv3jxa6L5o6kTa7GCL9YL9ifFmYCn9RVwnAlZy/XKWE4kovUo0kjwB45qx9Tv751MSgf6FshhY8qGFUa9ny9YC+pYNSP22P9jKsxwq83DkyFRNSUw1xH0cSGx7o0GOyUBBDgUwJz9eM6Wv7r3RlbuDZtE+dbSSp8KaQQTjEou7ezNXu0lLW9AkfOrq43V2OE1z+UTb8gqOmVv0RYD/doEHCRAALsoldOaZOO3hSvqXvfTvOhkEKxUrdMOJ1ko2mrmyX78XcqGJ1yCSTycVdjhMNrfytbDV5G7+T4ZS6RRcKgf0gAAfZ8gdy9MWV/v3/lWGpGHwop9KaTLKiC0UrBlja5t/NpSboaI5w9ODQ9GlNTliyJcI4Shj4trZGwFQFOgZv/14PL3cpF5WrdpiaPdsKuT0/Hz9ql/Phq3wplKhi57q9e+1yOEQ5fweh+WA+zSFnq2wpLt70IcAr8q0L0//svV23uotuFFEq1hk2HKi3VDpv2evPAHi9RwcjnZehyjHCj0bRz7cIdL94Wgjth/dJHg4ALBBBgF7wQgQ33bk7b37+/HPywURjG+fZDrAi6jqSL3nSSOg58upq3tS0qGEUCOOFOfIkRfrqSs2dvSOaS8HJh+DYBBDhFS+E/vr9k391u5XoOJ6t3aYrafbzbq9jD3/asSj5Jl1wzsC2uxggrg1onB3rtsGE/L+eDQh40CCRNAAFO2gMRjn9tdsL+fv+yXcq4cRSteq0XQkfO+rPquWoXQksnAVdjhFe3Snb3RquEofJH6yj6zTanL+lchf7MCgH2x1d9WfpgYcb+/du54LNKSh8OTeqrg4g+1Bvbu1+o2U/LOdvYo4JRRIid7cbVGOH3exVTYRK1vXwtEOGNfdajswtpBAxDgFPm5InxsWAX/GW7YLl+y//qi9Zv/nE03e2GCz/o7ldhIKpgRBsdAq7GCKt28LXZycAREl+FJ+3mKWE4OivTrZkiwG75IxJr5q9esP95/4pNTx5VE4qk48908lE6yVrDXq4V7DnpJOPA79wYrsYIh3OO6xdU7YR1LE2DQNwEEOC4icc03r/dm7O/fNVKTh8uXD6s4RXZ0UqA2WraaTxazAX/pI0mAZdjhMPvE/QgSw+z9ECLBoE4CSDAcdKOcSzFBv/9+yt243LruG1YrVCqm8bqNGW40q7i4UvSSQ6LuU/9uhwjHOao0CQeB/q0stJhKwKcDj+eOIt7Ny/a37+/NLTY4MNG08bbSQ5kgB59/bZWsN/fEeKR4mV16qn5ECOsR4M6ilayDhoE4iKAAMdFOqFx/uP7y/bd7VaJtqHFBiudZK5i/1zMWq5IOsmEXO30sK7GCC9tHNi37RKGlapihHNBdjYaBOIggADHQTnBMaKODS5V6jYdrmBUb9jrzZI9WiSdZIJu9mJoV2OE13ZK3agBveLXy2i93KdBYNgEEOBhE3ag/6hig3srGOk16a9v8hQ9d8DHvpjgaozw5n7Fbl5uxQirdKFEWEVCaBAYJgEEeJh0Hek76tjgpjVtY7diD1/tU13GER/7ZIarMcLhaIF3u+XgZXS2SIywT2vLN1sRYN88dkZ7zxobXK7VbWri6JVz9VDpJIv2ZDl/Rkv4GgTMXI0RDmePW9lsxQirrCENAsMggAAPg6qjfZ42Nri3glH2oGZPXudsfZf0fY662BuzXI4RPqw3bbxdTezVumKEc6brFxoEoiaAAEdN1OH++o0N1rFbuKCDhFhHckonSQEjhx3smWm+xAj/spq3X1c58fFseXlhLgLshZuiM/JzdYN1xDw5fpTCUkfQKuf2bJX4yOi8QE8dAq7GCL9cL9qDhVZpT8W761GWdsM0CERJAAGOkqYnfX0qNliPq8Y6CSWbTdsr1uyxXoPu8RrUE9d6aaarMcLLmwemV9tqugf++XXOVrYoYejlInPUaATYUccM06ze2ODeXW+9Yba2U7Z/vNgdphn0DYEuAVdjhN/vlu321anATr2SfrqSD65jaBCIggACHAVFD/vQ8dq/f3vpI8tLlYY9Xy/YS1LyeehVv012MUZ4O1s17dAP6w376XU+iACgQSAqAghwVCQ966cTGzw7PW6zF8ft/NiYbWdr9mgpa3sFjpw9c2dqzHUpRrjRaAZ51DtNec51F0yDQFQEEOCoSHrYj2KDdws1+7e7c4H1P/5OBSMP3Zg6k5OOEdZ9r15od5oqfq1sHQT3v8r+RoNAVAQQ4KhI0g8EIBAJgaRihPeLNbucmejOoVZv2spmS3iVnpIGgagJIMBRE6U/CEBgYAJxxgiH80B3DFdNawnv+gceXA3sTDr4JAEEmMUBAQg4SWDYMcJvdkr21fXpY3NXyc6VtvjqDpgGgWESQICHSZe+IQCBgQgMK0ZYx8sT7XSTMnC/UAt2vPofuZ8HchlfPgUBBPgUsPgoBCAQP4EoY4SL5bplpo4eWElslzdLtrpVMt0B0yAQJwEEOE7ajAUBCJyJwKAxwrv5ml2dPXpgpePl5faOd2uf4iJncgpfGpgAAjwwQjqAAATiIHCWGOH3exW7feXCMfPe7pSDo+a1HdJKxuE3xvg0AQSY1QEBCHhDYJAYYWW1at3zHphKDtIgkDQBBDhpDzA+BCDQN4F+YoQrtYZdmDiq6JUrHdrKZkt4dQdMg4ArBBBgVzyBHRCAQF8EemOEO5mrJLRz0+PdPiTEgfBuH5jugGkQcI0AAuyaR7AHAhD4LIHeGOHeL3R2vLoDpkHAVQIIsKuewS4IQOAPCXRihM+NjdnUxJhlpsbt3W7FVtt5m8EHAdcJIMCuewj7IACBTxJQjHCpUrdbVy7YYaMZxPPq6JkGAR8IIMA+eAkbIQCBPySge2EyWLFIfCOAAPvmMeyFAAQgAIFUEECAU+FGJgEBCEAAAr4RQIB98xj2QgACEIBAKgggwKlwI5OAAAQgAAHfCCDAvnkMeyEAAQhAIBUEEOBUuJFJQAACEICAbwQQYN88hr0QgAAEIJAKAghwKtzIJCAAAQhAwDcCCLBvHsNeCEAAAhBIBQEEOBVuZBIQgAAEIOAbAQTYN49hLwQgAAEIpIIAApwKNzIJCEAAAhDwjQAC7JvHsBcCEIAABFJBAAFOhRuZBAQgAAEI+EYAAfbNY9gLAQhAAAKpIIAAp8KNTAICEIAABHwjgAD75jHshQAEIACBVBBAgFPhRiYBAQhAAAK+EUCAffMY9kIAAhCAQCoIIMCpcCOTgAAEIAAB3wggwL55DHshAAEIQCAVBBDgVLiRSUAAAhCAgG8EEGDfPIa9EIAABCCQCgIIcCrcyCQgAAEIQMA3Agiwbx7DXghAAAIQSAUBBDgVbmQSEIAABCDgGwEE2DePYS8EIAABCKSCAAKcCjcyCQhAAAIQ8I0AAuybx7AXAhCAAARSQQABToUbmQQEIAABCPhGAAH2zWPYCwEIQAACqSCAAKfCjUwCAhCAAAR8I4AA++Yx7IUABCAAgVQQQIBT4UYmAQEIQAACvhFAgH3zGPZCAAIQgEAqCCDAqXAjk4AABCAAAd8IIMC+eQx7IQABCEAgFQQQ4FS4kUlAAAIQgIBvBBBg3zyGvRCAAAQgkAoCCHAq3MgkIAABCEDANwIIsG8ew14IQAACEEgFAQQ4FW5kEhCAAAQg4BsBBNg3j2EvBCAAAQikggACnAo3MgkIQAACEPCNAALsm8ewFwIQgAAEUkEAAU6FG5kEBCAAAQj4RgAB9s1j2AsBCEAAAqkggACnwo1MAgIQgAAEfCOAAPvmMeyFAAQgAIFUEECAU+FGJgEBCEAAAr4RQIB98xj2QgACEIBAKgggwKlwI5OAAAQgAAHfCCDAvnkMeyEAAQhAIBUEEOBUuJFJQAACEICAbwQQYN88hr0QgAAEIJAKAghwKtzIJCAAAQhAwDcCCLBvHsNeCEAAAhBIBQEEOBVuZBIQgAAEIOAbAQTYN49hLwQgAAEIpIIAApwKNzIJCEAAAhDwjQAC7JvHsBcCEIAABFJBAAFOhRuZBAQgAAEI+EYAAfbNY9gLAQhAAAKpIIAAp8KNTAICEIAABHwjgAD75jHshQAEIACBVBBAgFPhRiYBAQhAAAK+EUCAffMY9kIAAhCAQCoIIMCpcCOTgAAEIAAB3wggwL55DHshAAEIQCAVBP4/MKbestrgKwoAAAAASUVORK5CYII=" 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mediaID="Sprite_cst_Question"/><costume name="Easy" center-x="240" center-y="180" 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" mediaID="Sprite_cst_Easy"/><costume name="Hard" center-x="240" center-y="180" 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" mediaID="Sprite_cst_Hard"/><costume name="Impossible" center-x="240" center-y="180" 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" mediaID="Sprite_cst_Impossible"/><costume name="Custom" center-x="240" center-y="180" 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" 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