<snapdata remixID="14056840"><project name="Guessing game Unit 4 Assignment 2" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Guessing game Unit 4 Assignment 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><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="6"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="2" x="100" y="-16" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="154.83599999999998,168.3,0,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="Sprite(2)_cst_Untitled"></ref></item><item><ref mediaID="Sprite(2)_cst_Untitled(2)"></ref></item><item><ref mediaID="Sprite(2)_cst_Untitled(3)"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="124.33333333333326" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doDeclareVariables"><list><l>Guess</l></list></block><block s="doSayFor"><l>Think of a Number from 1 to 10</l><l>2</l></block><block s="doSetVar"><l>Guess</l><l>5</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Is your number</l><l></l><block var="Guess"/><l>?</l></list></block></block><block s="doAsk"><l>Is your number Higher or Lower?</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Higher</l></list></block><script><block s="doChangeVar"><l>Guess</l><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Is your number</l><l></l><block var="Guess"/><l>?</l></list></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doChangeVar"><l>Guess</l><l>1</l></block></script><list></list></block><block s="doAsk"><block s="reportJoinWords"><list><l>Is your number</l><l></l><block var="Guess"/><l>?</l></list></block></block></script></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Lower</l></list></block><script><block s="doChangeVar"><l>Guess</l><l>-1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Is your number</l><l></l><block var="Guess"/><l>?</l></list></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Yes</l></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>No</l></list></block><script><block s="doChangeVar"><l>Guess</l><l>-1</l></block></script><list></list></block><block s="doAsk"><block s="reportJoinWords"><list><l>Is your number</l><l></l><block var="Guess"/><l>?</l></list></block></block></script></block></script></list></block></script></block><block s="bubble"><l>Less go</l></block></script><script x="437.97493489583326" y="263.49999999999994"><block var="Guess"/></script><script x="507.97493489583326" y="209.5000000000001"><block s="reportVariadicLessThan"><list><l></l><l></l></list></block></script><script x="508.02473958333326" y="440.33333333333303"><block s="reportVariadicGreaterThan"><list><block var="Guess"/><block s="getLastAnswer"></block></list></block></script><script x="528" y="128.1666666666667"><block s="getLastAnswer"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-143" y="1" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="80,80,80,1" pen="tip" id="179"><costumes><list id="180"><item><ref mediaID="Sprite_cst_Untitled"></ref></item><item><ref mediaID="Sprite_cst_Untitled(2)"></ref></item><item><ref mediaID="Sprite_cst_Untitled(3)"></ref></item></list></costumes><sounds><list struct="atomic" id="181"></list></sounds><blocks></blocks><variables></variables><scripts><script x="270" y="365.8333333333333"><block s="reportNumbers"><l>1</l><l>10</l></block></script><script x="48.9833984375" y="368"><block var="Secret Number"/></script><script x="121" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doDeclareVariables"><list><l>Secret Number</l></list></block><block s="doSetVar"><l>Secret Number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doAsk"><l>Guess my number between 1 to 10</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="Secret Number"/><block s="getLastAnswer"></block></list></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="Secret Number"/><block s="getLastAnswer"></block></list></block><script><block s="bubble"><l>You got it right</l></block></script><list><block s="reportVariadicLessThan"><list><block var="Secret Number"/><block s="getLastAnswer"></block></list></block><script><block s="doAsk"><l>Guess Higher</l></block></script><block s="reportVariadicGreaterThan"><list><block var="Secret Number"/><block s="getLastAnswer"></block></list></block><script><block s="doAsk"><l>Guess Lower</l></block></script></list></block><block s="bubble"><l>You got it right</l></block></script></block></script><script x="482" y="262.73333333333335"><block s="reportNewList"><list><l></l></list></block></script><script x="421" y="36.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="doSayFor"><block s="reportGet"><l><option>costumes</option></l></block><l>2</l></block><block s="doAsk"><l>Choose a costume from 1 to 3</l></block><block s="doSwitchToCostume"><block s="reportListItem"><block s="getLastAnswer"></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Guessing game Unit 4 Assignment 2" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="121" center-y="71.5" image="data:image/png;base64,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" mediaID="Sprite(2)_cst_Untitled"/><costume name="Untitled(2)" center-x="109" center-y="100" image="data:image/png;base64,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" mediaID="Sprite(2)_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="126" center-y="111" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPcAAADECAYAAABDYrdQAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQeYVdXVXXQGUIZI70hVFFAxFlCMFTQWLEhV0NiNwQLmT4wRNREl2KJiNEqvFoxGRURjAyViREAElDYDQ29Spf53He7Fy5s3M+e2d8vb+/v4RObcU9Y5a8695+y1dymICQLuEegAoB2AZ91XIU8GhUCpoCqWehONwBiT1K0BzANwfKJHG9PBCbljOnEhdps79dcp7V8OYHKIfZKm0yAg5JZl4RSBDwCcnfLQVAAXOK1IygeLgJA7WHyTVvu9AAYXMahTAcxM2oDjPB4hd5xnL7N9T/c6PhpAH7MbIwD0y2yXpLXiEBByy/rQRSDd63jqs40A5OlWKOWCRUDIHSy+Sam9uNdx+xj/CuCPSRl03Mch5I77DAbf/3Sv40W1uhFALQB7g++WtFASAkLukhCSn+u8jttRul2cWqKxaITc0ZiHqPZC93Xc3n9xaonIbAq5IzIREeyGk9dxdn8LgKrmOMSpJQITKuSOwCREtAtOX8ftwxCnlghMqpA7ApMQwS64eR1PHYY4tYQ8sULukCcggs07fR0vagji1BLy5Aq5Q56ACDbv5XU8dTji1BLiBAu5QwQ/gk378TpuH5Y4tYQ4yULuEMGPWNN+vY7bhyVOLSFOspA7RPAj1rSfr+PW0KYDeB4AgzuIZRgBIXeGAY9oc3UATAHQxuzfMAC3eOjr28bzawAsAfAXD/XIox4QEHJ7AC9hjx4IaDyyxgICtqRqBfiSEMqenwu5EzbXQu6ETaiH4Tzk4dniHv1TQPVKtSUgIOSWJSIIJBQBIXdCJ1aGJQgIuWUNCAIJRUDIndCJlWEJAkJuWQOCQEIREHIndGJlWIKAkFvWgCCQUASE3AmdWBmWICDkljUgCCQUASF3Qic2oGF1AnAigI8B/C+gNqRanxAQcvsEZBZUUx3AtQDOA/ANgPEAZmfBuGM7RCF3bKcuox2vaBD5MgCM1MKgDpsAPAzgKQD7MtoTaUwbASG3NlRZXfAUI0XQfQA6G6QuC2C/uXM/CGBRViMT4cELuSM8ORHpWlNjp/4dgN7GTl3N1qd8AI8BeBnAjoj0VbphQ0DILcuhOARqA7gewM0A6psF+UpOI9HfAjAIwFcCY/QQEHJHb06i0qMqAK4GcDeAY2ydspOboZT43c2wTJuj0nHpx0EEhNyyEtIhwHXBa6/7AZwFYLtZiIRPtY/M3Zv/FYsQAkLuCE1GhLrSytyxuXMfAWBbMeTmjs2dmzs4d3KxiCAg5I7IRESoG/y2vgnAb4ywxPzm1jF+c/Pbm9/gYhFBQMgdkYmISDdyzVNxno430+jTHrMM/8tTc56e8xRdLAIICLkjMAkR6UI5ABcA+KMRw5wZOnXMIjef5X030weNM+qw/l2nDikTEAJC7oCAjWG19DyjB9qlRiIBkpVGhxVdo6faRNNz7Tvdh6RccAgIuYPDNk41NwZwG4C+AOhDvtcFufnICgB/M+7E/2k7YY8TDonqq5A7UdPpajAkM0lNcpPkXu0d83Dtv14rkue9ISDk9oZf3J/OMV/DLUGIH+NZB+BpAM8BYJZPsZAQEHKHBHxEmuXBGQ/QeJBmqbuoAPNqn5q7NzOHioWEgJA7JOAj0CyvuixBCK/Adpl98oPcWwD8A8AThl/66giMNSu7IOTOymlXzil0UqGziiUI8RsJBnKgY8sbflcs9ekhIOTWwylJpehOaglC6Gbqt/1kVsisocMBPApgud+NSH0lIyDkLhmjJJXgfFMIQkEIhSHFCULcjtsidwUAiwE8AmA0gN1uK5Tn3CEg5HaHW1yfonSTEk7u3FR4FScI8WOMjNjyKgCmB57nR4VShz4CQm59rOJekt/WDLrA4Au6ghA/xlxgKMuGAnjR+MWy1Y8KpQ49BITcejjFvRSjpjBM0h2aghC/x/ueebj2ud8VS31FIyDkTv7qoJ84AxvyPpuBDsOw9YZb6zPmnw1hdCAb2xRyJ3/WT7AJQiwhiBNBiF8IzTB376l+VSj1FI+AkDvZK4S+4rebyQS8CEK8oMRDNRpP5l8A8DgAfoeLBYyAkDtggEOsvoYpCLnVJ0GI26FY5C4NYC4Axjp/DQDvwcUCREDIHSC4IVZNQYiVIaRtiP1IbZp34KPMu++lEepXIrsi5E7ktOI0myDE0mb74TPuB1rLAAwGMNLmz+5HvVJHCgJC7uQtCQpC+gPoBcBvQYhfaE02KnoAwBy/KpR6CiMg5E7WqqhjCkJuDFAQ4gdiq0zFGJVjP/pRodQh5E7yGqAgpLvpXtoyBgOdZu7e02PQ11h2UXbuWE5boU5zHn9lE4QE7TPuB2p0ZmG0lr8bIZ4YvUXMZwSE3D4DGlJ1x5o7djcAlU1BCOc2XfqfkLqYttmZ5u49JUqdSkpfhNzxn8kGpiDkOlMQYt0fR3lurZBOO81IqYyYujL+UxGtEUR5AUQLqWj2xhKEMFwS82jHxSxylwEw35SEvmKL4xaXcUS6n0LuSE9PsZ2jIKSLEQThDyEKQvxAj0EcxprZSn7wo0Kp4yACQu74roQTTUHIJcbOxx2QZmUKiduo8sw8Y8w3xld1MR8QEHL7AGIIVaQKQuw5u0Loji9NvmnUQseWr32pTSqRnTuGa8AShDBDSKMY9r+oLjMEMnN8P2942DHnt5hHBGTn9ghghh+nIKQrgIEAoiQI8QuG/5i79yd+VZjN9Qi54zX7p5uCkPNtaXJJ+KTYJgDDzB18bVIGFdY4hNxhIe+83VRBiHXwlCRyE5VZ5u79tnOI5Ak7AkLueKwHSxDCDCH14tFlx720DgV5NcZT8yFGpNZ8x7XIA4cQEHJHfzFQENLDUE/dBSAOghC3iNpP/Bca13p/McY73pYr3G29WfuckDvaU8/QRJYg5Exb3G8SPsnGABMTADxs/GIj0cVcICDkdgFaBh+hIOQeAFfZBCFsPunk5hj5Sk6f85dsaY8yCH38mxJyR3cOLUEIM4TUsgUUzKY546EaHVt4yCbmEIFsWigOoQm1OAUhfcwMIXEShPgNGq/DnjZ137wmE3OAgJDbAVgZKlreJgj5ZYbajHIzdGjh7k0HFzEHCAi5HYCVoaIUhPwewMUJEIT4ARldURlr7UlDt04XVTFNBITcmkBlqFgTW4aQo2xeaHFVe/kFG8Uk3L0pLhHTREDIrQlUBopRENIPADOEJEkQ4gU6OrTQGNxhOIBHAVAeKqaBgJBbA6QMFKlkE4S0yUB7cWnCIjfPIRjI4a9GCuIxtjeauIwjlH4KuUOBvVCjFITcB+C8hApC/ECZuzdDMT1khmbyo85E1yHkDn96m9syhFS1RSJJmiDED6QZRJGOLf80I7z6UWdi6xByhzu1FITcYKS0ZYaQpApC/EaYYZB5uMawyGLFICDkDm95HGkKQu5MuCDEb4SZwICJDJ41nHw2+l15kuoTcoczmxSEnG1mCDkjiwQhfqHNFETcvZmSSKwIBITc4SyN1jZBCE/Kt5qRaLNBEOIFcSvhAvGiY8sTAJhUUCwNAkLuzC8LCkJuMe5rmSEkWwUhblG3Z1Nh+t9BAF53W1nSnxNyZ3aGf2EKQn4bswwhmUWp+NZ+Mn9Moo8EMBjAsih1MCp9EXJnYCYKNh1otHv7tqNHjXih7fTPPurz449b6D8u5gKB0qVLK3Lv37+/QsWcnKXlypUfPHXKWyS5RXoXtSbzESF3BuZ13aYDnfbs3nPdivxlHVevLmi4b9++shloNvFN5OcvP/DZp/95fdLE0Xw9n5v4ATscoJDbIWBuik+bNuuyBo0aPnBU9RpJjDXuBhJfnpn+2Ud46olHCj78cOrjAF6w3Tr4Un/cKxFyBz+DNfv3/0P/X1/S9dZ2J7Svmp+/HCvylwffaoJbqN+gERo0aASS+7HBgzB9+kdTzcO1GQketuOhCbkdQ+boAV5zXd658yUDb7ntzuM7dDwLM6Z/jAnjRyI/T86AHCFpFm7QsDG697gWp3foZCf3BgDPmH/Wu6k3ic8IuYOd1Q4UhHTs+KvzBtx7fxmS27bbBNtyQmvv0OEsDPz9n/Ezlg9g+vSPOdrPzd37vYQO3fGwhNyOIdN+gIIQupb27NDhrKqHL0j1KqldkRT8GYHC5H5w//TpKgLTdsM//0UjMuxQw1e/QDCT/NxBrYG6piCEopB6hRekkNst8MWQmy6980xJ6Ku8LXPbRlKek53b/5m0BCHMENKC1Qu5/QO5mNdyNsLgDqMBPGI4Cy32r9V41iTk9nfeuHucY4QF+hMACkKUCbn9A7kEcrMhXkUwHBPDMu3yr+X41STk9nfOjjMFIVcaC8wKtlBayO0fyJpYvmEers32r+X41STk9m/OGpqCEAY5pCDE+uYTcvuHse5bEEMgUzFG5dgWH5uPVVVCbn+myxKE3AHg6NQqNXcbf3risZaKFXOQm1sNVapUQcWcSihXrhxKlyqN/Qf2Y8+ePdi1cwe2bduGzZs3YdcuK0W4x0YdPK7xWm7V9oG5e3/qoPpEFRVye59ORua8yBAu/B+Ak9NVF1VyV6hQATVr1gYdQ+rWrYeaNeugevUaB8l9xBEg0cuVK4/SpUth//4D2LNntyL0tq1bFbnXr1+HtWtXoaBgpXLKWbt2NX76KVj9hgMsGaXlOTMdEaO3ZJ0Jub1PeXszQ8ivzYALrJGEP2QOFqT33pRQQ/ny5VGvXgO0bNUaLVsdi2bNWipXzrp166NmrdqoXLkKSpUqeVkcOHAA27dvw9o1q1FQsAJ0q/3hh4VYuGA+Fi74FitX5mP3bisysX/Dcojlf83d+x3/ehCfmkqexfiMJYyeMkMItdnXGHG9mCHEHmc7UuQ+4ogj0aLFMWh/8qlo1649Wh7TGk2aNAX/3S/buvVHLF26GAu/+xazZ8/CrC+/wKJF34H/7pdpvpYzvzeNrxGMlMqIqSv86kNc6hFyu5+pmrYMITxMK9Ic7jbue5TmSe7ErVq1xhlnno3TTj8DbdqciBo1ed4XrK1buwZz5vwPn8/4FJ9+8iEWLPhW7fReTRNLi9yU1n4H4GEAE83MJV67EJvnhdzupoqCkCsMl8cBAI4vqQrNBVlSNY5/3rjx0Tj/gl/jnHM7o2279up7OtPG7/JvZs/CB9OmYOp7/8ayZUs8dcEFlnuM6LLjAfzFcAVe5KnxmD0s5HY3YR3NDCHn2iKAkPBpzcWCdNcr86kjj6yKdie0x8WXXIHzz78I9eoX+2LhqS3dh1euyMPUqW/jrTdfw+yvZ+HHH93dUGm+lqd2Kx/AYwBeBrBDt89xLyfkdj6DhwQhxl0qM4RYiyUS5K5dpy66XHgprriyJ44/vp06ICvOfvppF7Zs3ozNWzZhx44d2L9vH8qUKYOcSpWQW7UaqubmokKFis5RSvMEX8vnzp2N114dh3ff+RdWr3Ku7/Dwi/It83DtK18GE4NKhNzOJskShDBDCP+uZR4WpFb9VqFGjZrgiqt64eru16BpU/4OSm9btmxWJ9uLf1iE5cuXYs3qAmzevBk7dmzH/v0muXMqIzc3F7Vq1wXrbdq0BZo1b4mqVXMd9Sld4cWLv8fECaPw2itjVftOzAOWawA8ZTgYDTPSNzHnd+JNyK0/xTxW7mnKOJUgRNc8LEjdJtCkSTP07NUPV3XrjfoN0r+G85Dr66+/xJf//Rxz5nyNxT8sxOo1q7BrZ9HOKBVzclC7Vh00bdZCHcad/MvTcMIJJ3s+lFuRn4dXJo3BuLHDsXQpE3jqmcvXcqty6mwZby0r9LZCbr01VcYmCOH3tiMLmtzcWXv3+Q2u7nGNuq9OtW3btmLunK/x/vvv4JOPpmHRogVql6aVLl0a/EY/6qgaqFylCsqWLYu9e/di+7Zt2LBhnfo23r//oCdtpUqV0aJFK5x51rk477wLcXybE1Clivs8Crwfnzh+FMaM/qf2Du4RS+7Y3Lm5g3MnT7QJufWml4IQnozzhPyQIETv0WBVYbVr11U79jXX3gDGFku1VatW4r0p/8a/Jk/CN998pchapkxZ1KlTF8ccezyaN2+J+vUb4qjqNdT3edmy5bB37x51bbVh/XqsWJGH779fgO/mz8WqVQXYt2+v+mXQtu2JuLRrN1zQ+WLUqeM+hyHjyY0a+aLawVevLvkb3CO5CQ+/ubl78xs80SbkLnl6LUEIM4TwbvuQIKTkRw+W8GFBpm2KDihXXNkDt9x6l3ptTjV+z/K7dsKEUViy+Hv1YxKZIYpOObUjjm/TTn1Lk6xFGX8ZLF68CHPnzMbMLz5TYaJIeNrRTZuje/dr1Hc+3x7cGr/9hz33OF57dXyJDi8eXst5JUbjf3lqztNznqIn1oTcxU8tBSH0PqMXWiFBiO6qCIrcJOnAew/GE0u1vOVL1W5IYnN35C+Ctu1OwkUXXYZzzu2CRo2bqB1c17hjL1+2FNOmvYt33n4D38z+ShGRbwskON8eGnoguIot9+gg9cujOPOApUXucuZ991+NYBrjTLLrwhCrckLuoqergk0QQv9x1+ZhQRbZJu+ub73tLkWqVBdSfsuOHzscY0a/pHy+q1evic5dLka3q/ugTdsTPX0n8/t9zjf/w6SJozHl3bewfv1a5Zveu8/16NGrX9pvfh3g+IuCv4yee/Zx8E68KPMJy32mxxo91+jBlkgTchc9rSQ0lV5UfFk4HSYI0V0RPi3IQ81RhslT8Tvv/oM6JbcbX6N5Cv38c0+qU2gS+9KuV+G6629Fy5bH6na5xHILF87Hyy89h39NfkURnP24+db+ql/FveYXVzH7+8TQv6r+U16azjy8lqdWR19z+pzT9/zg6WLCTMidfkL5Cm4JQvhqnlYQorsW/CY3v5MHDLwfl1/ZQ512241hfh8b/IB6vSXJLr2smyKdn8S22iPB+UvkX29MUgd16jPh9w+gQ4dOutAcVo6n8q+/Oh5DHntQfefrkdtTsEmqxXi4RvVY4kzIXXhKeWjGwzOm2fXFb9NPclOO2a1bbwy4989o3KTpYb1fs3oVnh/2JEaO+IciW6ezzlMxvk85heHTg7GZM6errB8ff/Q+jqyai2v73oibb+6PWrXruGpw2dLFGPLoIEyaNAaUlaaan1gCoM77aVP3Tf13okzIffh0VrYJQnj95Yv5uSCr16iJu+++D/2uv0XdSduNwgweStF3mwEYfnvHAHTv0ReVKhXpGet5fHRZnTB+BP7+9BAVsIE+7Tzko2DFjfGOffhLwzB06MNYv26tBrkPJSVw0xyfYaQW7t6M3JIoE3IfPp10UGHkUkYwtUKKeGaGn+Q+/fQz1atvxzN+dVjPN23aqA6jXvzH09i+Y7va3e8ZeL/SbAdt1HD/7bEH1W5buVJl3HDTHeqwr1o1ftE4t88+/Y/6tJgx45NMkJsKFsZaY8w1xl5LjAm5f55KXhSrDCEA6GpaoiBEdxX4Se5r+96kXrVr1Tr8tZcn2I89+oA6wWaklbsH3Ideva9zdN2lO57UcrwmGzvmZQwd8rCKwMKT+YH3PqBO5t3YmjWr1Ks+Py9SzccDNXvVjJLK3ZtRUxNjQu6DU0kRCMUgzBCiLQjRXQV+kvueAX9SO3ehgzSV8fLgKyq/sVmm01lUpGbGPv5ommqf3+A8UFMHa2nu33V6w4M11vW3IQ8FTW7r7Ywf94xzznjniUnBKuQ+KNvkbt3fyhCiswCdlPGT3NwRuXOn2sEEgwfJ7ZVcTsZmlfW7fe7cfBMJeOe2yE2fBmYoYaYSZizxP/ibG1A9PpPt5KYghNsbv7MDO1IWcjtfpfrk9nQVZu8Y3YqZY+xBAN8673H0nsh2cjNEkiUIsSISHH5x7MOcCbmdgxgCudnJlcZ5y+NmttCtznsdrSeymdy8w77VDHLoShCiO5VCbl2kfi6nT27PV2GpnWN+b34PfOG819F6IlvJzTDEFITc7kUQojuVQm5dpNyQ27fXcqvx9QCeMf9scN7z6DyRjeTm4Qk9LOg3flImpkLI7Rxl/Z3bd3KzszPM3ft95z2PzhPZSG6m/LEEIdZMuBKE6E6jkFsXqdB3bkurzwDrL5rf3yVHkHA+vIw8kW3kpiCEyfr6GD7FngUhujMk5NZFKjLk5qHqXPPk/DUAhZ3cnQ8p409kE7mZZoOCkJv9EoTozpaQWxep0Mlt7yjvwEeZd9/OQrQ6H24gT2QLuSkIudK89modCJLFVOonuekvTmFGcR5qp57aUTm6nNkpcx5qn3xMD7VB+OKLzzw70SgPtUcHKX/1VPMTS411sAzAYAAjjWSPuzTKR6pItpD7DJsgxJokz4IQ3Zn0c0H27Xezcu2smZLvi2GPSIj3prylIqPcPeBP6NGzr0owELTt27cP48eNwNAhD6nILwyayF9ADOvkxtauXaO87UYMfz5scvN1fLLpdz7HzVjCfCYbyE1ByF0AevgtCNGdOD/JXVTctE0bN+DZZ4bixRf+jp07d6owx/cMuA+NGrkO/aY7PCxfvgR/G/KwClOck5ODG278LW67/W5U+wVvHJ1bcfHU/MRSs2erTMUYVSz+pSvVbNxLsaSTmzF3KQj5TRCCEF3g/VyQ3LG5K3MHT92Vp7z7ptq9qRBjsMI7fjcQ3btfCyYWCMqY0GDChJF4+qnHwKCMVIJx1+7c5RJXTfItgDs23wK4g4f8Wm41P834Cx1bprsaVEgPJZncliCEMs6ic+tkAHg/yV2qVGl056488P5C4YQZ93vYc09g1IgXVGTSs8+5QEkvmZM7KGMObgo8PvzgPRWo8Zq+N+KWW+8E46m7MYZj5rf2hPGjcOCAdTP1c01+Yumgf3Rmec7Iwf53M3qLg0fDK5pUcvND8zwzE2dgghDdafN7QTZv3kqFWep6+dVg2CW7MRc2d+/PZ3yi8nqxzI03/w4tWhyj213tcosWfYcXnn8Kk1+fCOYfO42BJO79s8oF7sYYVol1McwSEyGkM7+xdNDPmebuPcXBM6EWTSq525gn45cbVxn0SKMFf7JUxFT6vSDLly+vkv31v+v/Cn1Tk2STJozGP55/UuXCrlGzFrp2vRr9rrsFzVu08m2xfb9oAYa/PAyTJ08Ec5AxF/hNN/dHt+59XCcL5Lf7k48/opIE7t6dXnXpN5YagDAMMo0J1RgplRFTKTCJvCWR3MypQ0FIXzNDiDU5iSE3VxWTAfDQqmfPfirHl91WrsjH2LEvY+yYl8C/8zu9y4WXKeIxrS9zfrk15hhj9pFJE0epNLz8Lq5XvwF69b4evXpdp/7uxpibbNy44epQkEkUirIQyc31M9/YJBhB4hXj9sVaV26Gm5FnkkZuSxDCsMTu89v4DH1QC/LMM89W12KnnsabvsONuzbJzV2coY8Y5vik9qfgwosuw9nndFbXZal35cUNm3fPvOb68IMpePvfb+B/X81UEVYZ0om/NEhu7t5u7YvPP1XXX5988mGxVQSFpWa/+ToxFgCzleinJtWs3O9iSSI3X78vNpwNfp8pQYjuZAS1IEnYK6/qpeKSH3104TPDZcsW45WJY1R2EAYx5Pc5T9H5TUxHl9bHtVUBFIvL1MkMI3z223nfKAcVftPzVJzfx3yWWUyuuro3Gjd2H4hxyZLvVfzzV18Zq35hFGdBYak7l4aXI9OhMM8Y840VnfvYQYVBFU0SuX9pCkIutPkCW9/bQeGnVW+QC5IZNnv1uR59rvmN2kVTrWBlPt599028MXmSSuNLspYrVx5169XHsSrLZyuVz/uoo6oXzvK5YT2YR5uHW/Pnz0XByhXYs2e3+mXA9L2Xde2GLl0uQd007WoBw4/XlfkYPeqfGDv6JTAjaUkWJJYltW37+ZvG33k19rWDZzJeNCnk5rZBQUhvUxBij42VcVBTGwx6QXLX7HPtDeh2de+06XS5GzJ977Sp7+Ljj6fhh+8XYteug5sOY5/n5lYrMj/35s2bVL5uWsWKOWjWvCU6dToH5553ofJAc5s6iPWRzJMmjsHokS+Cbxk6FjSWOn0wQyAzxzdd6JjzO5KWBHJbghBmCHF3mhPw1GRiQTKdLpPxXXFlz7Q7OIfIkMFfzZqJL7/8XDm6MHUuD8R277Z+FxYGokKFCqhRoxaaNmuJNm1PwMknn6a+3VNDKzuFkDv2a6+OU8kKrfTCOnVkAkudfgD4j7l7Fw6urllB0MXiTm4e+14F4B7jBDPjghDdycnUgmR6ISbi4w6emiDQ3lcmMOAd9eLvF2J53jKsWV2g7ql3bN8OeoiVKVtGnajznpzOKPxOZ/5v3pW7TTRgb58J/7hjM+Ef0wc5sUxhqdGnTQCGAeAOXjg1ikYFQReJO7nPNAUh9JqwDjfc3/MEhHYmF2TduvVx0a+7qh289XFtkJNTvD5m584d2LRxI7Zs2QRecylylymrUhBVza2myFxSHbqwsa1v581RO/bb/54Mphp2apnEUqNvs8zd+22NshkvEmdytzQFId1NQYiVhjWryc0VxG/ok9qfiosvuVxde5HwYRuJzGu0t958HV/N+gL8lndjESG3lV+YV2M8NR8CIN/NeIJ8Jq7ktgQhzBDiLp1kkKim1B3GguS119FHN8P5F1yMc87trAQdv3Cp0vIC1caNG9T3/QfTpmDqe29hyZIf0mbv1G0jDCzT9M0idzlDbbjQOJd8GMAEw9354MljRCyO5KYgpJeZISRUQYjuHIa5ICnmOObY49TdNn2/jzuuHapXr6Hbddfl1q9fh3nzZisfd96Nfzd/nhKzeLUwsSyi7yQ0iU2Ck+iRsbiRmzlrLUHI6ZFBsYSORGFB8nCsZavWaN/+FJVmt1Wr49RBWZUU11UvmG7btk05uCxYME+lEZ41ayYWLvhWHdb5ZVHAMs1Y+ErOV/OXbAkk/Rqy63riRm4KQgYC6BoFQYgu6lFakBUrVkT9+o3Q6pjWaNnqWDRt2hINGzZCnbr1lQ+6k8MzHpDxKm1VwQrk5S3H4sULsXDBfCz47lvrDVqGAAAGKklEQVSsWLEcu3b5H5koSlimzD8P1ejYwkO2SFicyG0JQvoB4Htl6IIQ3RmM6oJkEAd11dWgMerUq4fateriqOo11IEcxSg5FXOUNxt90OlbTu+0nbt2giIPHohtWL8Oq9cUYNXKlcjLXwbqyRm8IUiLKpbmdRivxXg95u600Gfg4kJuCkKuNTOEREYQojsXEV6Qhw2BJK5UuQpyq+aicpUjVMikcuXKoXSp0th/gOTeo0I4bd+2FZvVvfg2RfpMWsSxpEMLd286uIRucSA3E/RZghB32dxDhjniCzJkdJw1H3EsebhAl9Qn6RDobGT+l44DuSkI+QOALlEThOhOR8QXpO4wIlEuBlhSTMLdm+KSUC3q5LYEIcwQUs1QfUVKEKI7czFYkLpDCb1chLG0QsfwLIiOLZSFUh4amkWZ3BSEXG9mCImkIER31iK8IHWHEJlyEcbSIjfzzjGQAwM6jAFgObxkHMOokptxgyxByLEZR8XnBiO8IH0eafDVxQRL7t4MxcSQTAzNFIpFldwUhNwP4FdRFoTozlhMFqTucEItFyMsGXmCwRQZVJFZQzNuUSS3JQhhhpAjjCimkRWE6M5WjBak7pBCKxczLN81UxExLHLGLWrkpiDkJjNDSOQFIbqzFbMFqTusUMrFDMt1ZiKDZ41IQRszDViUyJ1rCkJ+F3aGEL8nIWYL0u/h+1pfDLH8zNy9mZIooxYVclMQcr6ZIeS0jCKQgcZSF+S4sSOQlxfLlM8ZQKv4Jho2bIKevfqCCRFVwsDBgzB9+keh9ytNB5ghlLbVkCUzieATDBuXyY5GhdxtbYIQXiXQQksi4PcE2Mmdl7fsUGhgv9vJhvqs8MwNGzaOC7nJsW/M3ZvpgDNmUSA3BSG3mRlCYiUI0Z0lO7l1n5FyJSMQ8Z2bA7CcrriLjzQCyA421vmykkfmT4mwyV3dFISQ3LEThOhOAcndo1ffQlk5dZ+XcukRYEbQ8WNHRPW13E5uxs9fYpJ7lI30gU5tmOSmIIRJnJkh5IRARxly5Q0aNkajhk2QkpAz5F7Fv/kDB4DleUuRn5exzdALaNy9XwPwIIC5XirSfTZMcp9iE4RYusFIZAjRBU/KCQIOESgwgnk+DuAF86DN4ePOipPcfvq+MmCcjlEQwisvZgiJrSBEZ6BSRhBIQWCqebg2wyUytQEwxFhD83mKU1jX6tT6SG7ryN5lW4c9pvMmwM5REEJnlVgLQvwATOrIOgQ2AHjG/LPewejbm5+wVxTxDF/5eWB3KMxTpslNQUg3M0PIMQ4GJkUFgSQh8Lm5e7+nOSjmwWMIJx3jG/HTLJhpcneyCUJ2mD2NXBIBHQSljCDgAgHrbIl6iRcN7cRQAPwOL85uN11YnTTH/PTPZJLcrWwZQhIhCHGCtpQVBIyNzSJ3aQDzTEnoq7Z/TwWJ0X7pAOPG2maK3Mxnw29sfmsnRhDiBnF5RhAwEWBwh9FGiO5HABSVDZF34oxC5MZGZ4LcliCkvxGZopmbXsozgkBCEVgO4FEAw43DsnRB3j0ddgdN7hwAzMD5RwAUhHAADEHDf+d1mJggkO0IvGEers1OA0Skyc1Y4xcAuMwktJA725eyjD8VAd5PUzFG5diWlB9Gmtz8puChAP+ICQKCwEEE6HjC2yI6ojCBOp1QRgB4P0VYEmlyM5nAyQAuNKJBUsrJNI/8FOAfnhim+3vqz0r6f3s9JZV1+vPUumVxCgJ+IJBKbuZgosCfyQRJcssiTW52kqGTKAyh3zhfO4ojoxeiennW6S8bp+WTMOZM4uukLT/IFpU6BhkdYUKD2JA7KsD50Y+okDqq/SjpzcgJaUuqywsGUekHIxAxngH/UPtNUcl9toU6FkBPlwt3XNCn5S77JY8JAtoIeCGql2dL+uWjUzejDZ0B4CTzFomiEn53W8bceF9pI3F4wZOE3C6Rk8cEgQwhcKe5oztp7i6ewAu5nUAmZQWBcBAYYOYe02l9oHkwl3HhiE7npIwgIAgURqCjKfm8qAhw3jYlnwylrEx2bllGgkC8EGhcRLCGQrGmhNzxmljprSCgjYCQWxsqKSgIxAsBkpt3bX7ZXr8qknoEAUHAGwL/Dy2lsTiGTwAvAAAAAElFTkSuQmCC" mediaID="Sprite(2)_cst_Untitled(3)"/><costume name="Untitled" center-x="74" center-y="60" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled"/><costume name="Untitled(2)" center-x="82.5" center-y="70.5" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled(2)"/><costume name="Untitled(3)" center-x="75" center-y="76.01666666666665" image="data:image/png;base64,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" mediaID="Sprite_cst_Untitled(3)"/></media></snapdata>