<snapdata remixID="9915078"><project name="2.1 Squares and Triangles Redux_abu shakib" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dd3wU1d4G8OfM7ia7m0qToigIAYMgVVFfsPeKvXsFrwQbkBBAsBArSNdrIXiVexXx2q4oESsKotcGCqi0oCIKSBNSdrOb3Z3zfmYDSTZbQxI2M/vMP+97s2fmnPP9jT7O7swZAW4UoAAFKEABChxyAXHIe2SHFKAABShAAQqAAcyTgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUoQAEKUIABzHOAAhSgAAUoEAcBBnAc0NklBShAAQpQgAHMc4ACFKAABSgQBwEGcBzQ2SUFKEABClCAAcxzgAIUoAAFKBAHAQZwHNDZJQUaJGAtvxkQRwDYDZd9ASDKG3Q87kwBCsRFgAEcF3Z2SoGDELCU94FJvAugQ/XeEvugiAtQYf/yII7IXShAgTgKMIDjiM+uKRC7gLTA6twCoF3wPsIBgWxU2H+P/XhsSQEKxFuAARzvCrB/CsQiYK2YAKiPhW0qxVNw2++O5VBsQwEKNA8BBnDzqANHQYEIAqWtYTWtBdAmQqNKSO+xcGdsIiUFKKAPAQawPurEUSayQHL5bAgxKiqBxLtwp1wUtR0bUIACzUKAAdwsysBBUCCMQFJZDyjKagDmmIykPBfu1A9jastGFKBAXAUYwHHlZ+cUiCJgdWhhenbMThLr4LYfBwhvzPuwIQUoEBcBBnBc2NkpBWIQSHZcBIFFMbQMbCJkHipSZ9V7P+5AAQocUgEG8CHlZmcUiFVAJsPq1G68OjrWPWq12wOzmo3ytF0HsS93oQAFDpEAA/gQQbMbCtRLwFY+HlJMqdc+tRsLPIWKFD6WdNCA3JECTS/AAG56Y/ZAgfoJpJS3gxfrIERm/XYMaK1ClX1QmfpDfY8xDdM6C5jvk8CpAvgGMD+Uj7vX1/c4bE8BCkQWYADzDKFAcxOwOuYCuC3KsLYCODzKP96fwGU/sz7Tm4EnTpbwvQWIww7sJwGnAK7MR+579TkW21KAAgxgngMU0I+AxdEfJqyIOGApSwDzAAjfJwA6RmyrYggqU96OAUDMwKwHJPAAACVEewmImeXYN7EABZUxHI9NKECBKAK8AuYpQoHmJGB1fA7g/yIPSU6AK3UKkpxXQ5GvRvlv7M1w7ekBdKwI124GZnSUUBYAGBQDxUoVpmvGYeTPMbRlEwpQIIIAA5inBwWai0CS81oo8pUow/kVLnsPQLj87azlnwFicJR97oUrJeQ60jMw+wpAPisjL3NZ9/Da6w/vyEfuS82FjuOggB4FGMB6rBrHbECBnamwpmiPHUX+SlniErhTap4Ntjj6woTvIoJIlMCEHnCmbDvQbhqmpQiYJwM46DulBcQCL9wjxmN8mQELwilRoMkFGMBNTswOKBCDgNVRAGBS5JZyCVypZwW1sTrmAMiJ0ss8uFKGaW2mY/oxAqb/SiA7hpFFyXb8LCCuy8fobxt6LO5PgUQTYAAnWsU53+YnYHN2hMRaQKZGGJwPqrk3KpN/CmqTItvC51wHoEXEyfnEwOmewoEAtCvflChh/6mEMhpQJwuIC6KgeSTkvfnInS4gZPMD5ogo0DwFGMDNsy4cVSIJWMv/A4hrIk5ZyCdRkRr+jUg251hIOTXcMVKkC9d6Pi3NVn9PjxamApg0BrlaSGubmI6ZIyUwVUAkRdpXAB/64PnbOIz7M5HKx7lS4GAFGMAHK8f9KNAYAlbnIEAuj3Ko3bDYs1EmdodvJ5NgdWpXx13rtums/okbPJ8gU2r3TkXa5K8KcHUe8oIeg5qBJ/tK+LQbxLpHOchOQNycj9EfNAYPj0EBIwswgI1cXc6t+QskO1ZCoF/kXBSj4bY/EXUyyY4LIPDugXYCEmd7v8PZXq2LKNELvOiFa/QETNgbrqV24xZg+oeAGBrtcAJ4ogwl4/nMcNSqsUECC0T75zKBaTh1CjSxgNUxHEBh5PCVa+FO0V4v6ItpNFaHduV5jna1e6NnCTqpO6LtViog8sdg9HPRGh74fAZmXyMhtdW6onydLb8XkNeOwZiNsR6b7SiQSAIM4ESqNufajARkJqz+G6faRR6U6Wy4rB/HPPAk9zF95IYfL/N8YUpB1aPCEbZVKkxXHsyiGlXrRVsWAPLEKH04BHDXGOT+K9pg+DkFEk2AAZxoFed8m4dAsvNxCDku8tUviuBOuTjWAWtfESuwTJGQd0Xb53uly9qB6uZ+IzHSHa1tuM8LUGBOReaDgLwnzPKVtXd9NQmm4SMxsvRg++N+FDCaAAPYaBXlfJq/QLKrC4RPu2EqOfxgtZWulGPhsv4Sy4SmY3oPCdN/RZSbpMqEDa9aTsN6RVvvQzkNLtuyWI4fqc00zDoNwMsC6BDlWL9IiOvHYvTXDe2T+1PACAIMYCNUkXPQl0CyowgCF0YetHgcLrt2ZRl1m4HZI1XIyQKwR2pcrByOVyyno1TsbyaxGm57XzTCs7uP4bFWSbDNAxDlil16AdxfjtKpBShQo06ODShgYAEGsIGLy6k1Q4Fk19kQvg+jjGw7XJU9gBb7IrV7DE+2scBbKCAui9TOBwUfmAfgE3Of4GYSd8Kd8kxjSU3DzLuE9uhwxKt7rTe5xAfPzeMxvnp5zMYaA49DAb0IMID1UimO0wAC0oxkxxoIEW0JyOFwpUS8K3kqZg5WIF6Otnb0HpGGlyxn4Q+lTTi/HXB5ewAZfzUW8AzM6K1CeUVEX+pyt4D6tzEYs7ix+uZxKKAnAQawnqrFsepbINk5GkLOijKJlXClDAjXpgAFSgoyChSI+yRklH9+xbwHk29qWyaskZeSlGIG3Pb8xsQtQIE9FRnas8t/j3JcKSH/kQzzuIbcENaYY+exKHCoBBjAh0qa/SS2QGpZG3jFOkC0igghxCBU2L8I1WY6ph8FmLTVqE6KjClLJJQxYzH6eVgrjgJU7XEnW4R9PJCmnnBbG/153emYdSUg/wmIjCgnwCrAd10+8tcn9onC2SeSAAM4karNucZPwOZ4EjLaq//EK3DZrw81yGmYeS0gnhJAxAAXwHcKcFUucmvunrY6HgUwMeLkJd6HO+X8pgCq+g8HZQEgTo50fAE4VciRY5H3fFOMg8ekQHMTYAA3t4pwPMYTSHL3hOJdHfFZWYlyKCIbFfY/agM8jadTK+B+HBB3xAAztRwl9wcv/yjT9y/6EfkxISnPhzv1/Rj6qXcT7ZnhNGQ8IKv+Q8AU+QDidS9ct92De0rq3RF3oICOBBjAOioWh6pTAWv5EkCcEWX0BXClPFi7zUzMPFaF+C+AblH23a5C3jIOeeHvrraW3wII7TGhCJvcCFdKT0B4mkp6Omafoj0zDMgjovSxWUC9YQzG/K+pxsLjUiDeAgzgeFeA/RtbINlxCQTejjLJ3+GyZwPCcaDdNMwaLYDHovx2Cwl8WAncci9yt0eFtDq0BTBOiNhOiHxU2GdEPVYDGkzGMy3McM8TwKVRDuMF5KRylE7hM8MNAOeuzVaAAdxsS8OB6V9AWvd/9dsp4lxUcS0q7a9qbaZh2mGAaa6AiBhOAl60N33gamv6eJ0EYnpRw2pxSssx4r2jI43FCof7X2q/H1oj4JvwRi+FAMQu3+Dsrb6L7RKWyP9NAPGpgHpTHvK2NvpAeEAKxFGAARxHfHZtcAFr+QRAaFexETaxHC679rUsYv16NlnsQWfzPNhE/fNoingOH4mQ93lVj/ESORejZO4hKU6FbI/N3pvhklHeSQHskZBDxyJv0SEZGDuhwCEQYAAfAmR2kYACdkcH+LAWApEfv/Gh/2ued1dvwR8FgLgvmlQr5Sscbn4bpuhvOgp5qN3ogKHKd3AiLUJXEnPVk9AFP0QbTqN8rsKCrd4h2K1GvEkaomrJzKctUPL5zHCj0PMgcRZgAMe5AOzeoALW8hcQ/cX1hdNd8yZLeF4VwMBIEiZU4HDzQrRSvmkw2HwxHvPEAxGP0xvLMVM9r8F91ecA+9TjsMV7LXwRH1n2H3HN/meG19bn+GxLgeYmwABubhXhePQvYHEcDxOiJeXekZX/feRIdfe9AFpGmrRd/I5O5n9D++q5MTY3bBiqfI8d0N6IFH6bJG/AKXJhY3QZ8zEqZQts9t4Ih4z4U7V2vAoBMWoMRkdcsjPmjtmQAnEQYADHAZ1dGlzA6tAenQm7WpVdunGVZ/mfvdRfov7w2VL5dsOR5le7i9jus4oZdrm4FAViQcT2h+F3zFP7wQpnzMdtjIYSCv7wXvbLbnXQUdGeGRbA2y6InHsxekdj9M1jUOBQCjCAD6U2+zK+gLXiRkB9KdxE26l/4XZPEVKkK5rFNgHl5r5Jo06WwEPRGh/M53nifawWgyPuOlQ+hBvl4wdz+IbtI/DP793T/71/Ba3Il+rAPhU4fRxyVzWsU+5NgUMrwAA+tN7szdACMm3/Y0eHh5vm7ZWL0EWN+sjueyo8w8Zh3J+fJGGCrHoeuNG3n9ELOcqXkAj/rwE7yvxXwa1xiN8aKDH7TA9yJ2NyCwus/wRweRSAn/KR27PRkXhACjShAAO4CXF56AQTsDq0K9X7I816iut5mMN/newWwH1jkKu9T9e/fWRBriIws6kknxCz8I4YHvHwR3Z6BWPF39Hj56YaRYjj7g/gA59Mx8wRgNAcwr5UIh+5ivai4UM4SnZFgQYJMIAbxMedKbBfwFrRCVB/AmCPYOKd4np+pxm+oDWZJbBNgXrBGIzR1oyu3j62YJQQmN1UznvRxn9DVhlaROwi7e5zMH7ZFzjpUH3JWyeAtcFNx5M9BHyvSeDYEIN15CM3tamceFwKNIUAA7gpVHnMxBOwOj8B5OkRJy7l7Bnu57ZKbcGr4G1TPnKz6v65qQNY6+91MRJzxOSArhUrkNlXwvkbIFXA1GozWt5xJqbMANLLm7687syM5/65+otJdXsadPTCV0wu36l1/+5Lt7z8+fpLxtb9u4A52Qx5xAC0+F+BEGrTj5w9UCB2AQZw7FZsSYHQAsmO8yGwOArPLrh82dMxNxUwbQ7VVgX6j0Pud7U/OxQB7IUFt5i/xXa1Kv+T20oM+sIHW9hfsnV5IuwC1LOLRIuAbxh0ORMO2jACDGDDlJITiZuA1aGtYPVw5KtfkQ931UsOpmNWmJciiEfyMTrgN+SDCOBXfLJ+vxn/2B0tHx50/ht7//WGf3msHlNVHH23IS8WXy4SGTfG7TxhxxSoI8AA5ilBgYYKWJ33ADLwO9zgY06GK0V7Fy6mYfZ4ATkluIlcm4+8gN836x3AIX47jTa9jEJMr/z8tjEVr8+GraPEaat8MEX6JTvaAZvt53Jakcgc12yHx4ElnAADOOFKzgk3ukCS+zgo3ihfbYoKwN0Drhabp+KJLAXqxlDjUCB75iFPu5nLvzV1AKfNRTfhaPFD2WPfJcmyw9B/gQ/tL6u5kVj1AJX7F+BSUv4CTJX+cZmTM/YJk60iVktLuSMluawsPdb2Xrvd4cpILz3QXvFJk2VnxWGh9ve0tu5WLUrddxi3Fgh4zdIOBabe74hULtgRaxHYrskFGMBNTswOEkLA6nwRkDdFnKvE23CnDNHaTMes7wH0qdteAA+MQW7119lNHcAZhVjsWvjY+e5PR6HVYImTPgx8s+HqHAW/v6jAnPUZUu46v/ZwfyjZjj4oQEzfVTd0HtMxS7N9MdhX7C3HvsMKUOA98NnFsuxUCXVpYFt1WJFoMS8hzkVOUjcCDGDdlIoDbd4CJS1hNWsvB2gbeZzqmXClfTIDs+4Ps8LVqnzk9j0UV8Dpc3Ce3NX1vbIp3wJqEk75yov042pGv2+FwOeDTYDFhbSJfaG03BIwNQncXZqDp2KpSyME8FsA/P/xErjJf+cj75bqv0kpLkLJ94DoXavdN0UiI+LLLmKZA9tQoLEFGMCNLcrjJa5AsuN2CDwT5Sr4B7jtfWZiVrYK8WOotiqUbuMwqlj7rKHBFXYshbBkAD865rzVzbvuHBw1XEWvJwIvZr84zYS9Xwsknz0N1osKQh1ql+pBdtldiPqWiIbMowAFqanI3AVIa1D8Ql5S+x3BF8qSOwTwdGA778lFotWXiXticubNVYAB3Fwrw3HpUEAKJDu/gwj+ajnw0lHcDbf9qemY/RMgewSHirhnLEb7F2BuSHBFAswsxBjPurOnO+YshKUFcNoqL5Jr/cL6xwKBVbeaINK3I+3efhDW6p9jA6cCzCrNQV60YjVkHtMw82oB8WqIPsrKUaJ9/exfWPtcWdLSArEWkLW/hXipSGTcHG18/JwC8RBgAMdDnX0aV8Badiqg1Pn9MWi6+58JfmE0ILVHmOpu3+Qj1/+VaUOCKxxy6rM4zCQt68qmfNtS3ZmFHpNVHD265urXWwYs7WOCa5uA7foRSBoY9t0S2sKPXlWgV1kO1kcqakPmMR2z/gPgmhBXvwvGIu+GA3+/SO6bDogxNe1kGZCUXSTsW417wnFmehZgAOu5ehx78xRIdrwBgSsiDk6KWVPdhfMVYGXodr5O+cj/rSHBFa7/jDl42r105B2uhZORkiVx6kofFEtN6w0PKiieosB05AqkjgladCrUYT8sycG5TRHABSiwpiJjF4CgZSYFxJVjMPpNrd8LZGk3BfgBkEm1xnF/kch4pHmeJBwVBRDhNSjUoQAFDk7A6jwSkOuirQsNVT1ueuU/FwHoEtyRzMtH3qzGDuDMOeitOtp8X/bod0I6W+KEt3047Jyax44qtgBL+5rhcwKpuafD1OmbmAwkcFFpDt4N1/hg5zEds7Qbr7QbsAI2AeFMha1NDnL8Lyu+UJa8J4Dzal39bhFwZi8SHQ7ty4xj0mIjClQJ8AqYZwIFmkIghjcjAfhwmqtwtYAIWsMYwOf5yB18sMEV9uq3EEsrXp91auXnw9HmHImBbwc+drTyOgXbFyqwHP8K7Df+XUvmWP8dsanEjZ4YCXeovg92HtMw698CCPoNV0K8ORajr6y6+i05TwHeq92vgHLlIpHmvzrmRoHmKhDrP1zNdfwcFwWaqUD0dwNrAx/k/eGRId4vg34HFhBSgTy8lyX36nq9DSnCSlgZz+IK3/Zeb5RP/RLCInDqSi9Sa73+Yc9ygS/PMUEklyF1Yj8oGduuhcALUa7ka/uPK8kJ+aKJg/ote7mnYHwK0ncKiIy6RVag3JCHUQv6S2lph9IfBdCt1tXvsiKReVozPTE4LApUCzCAeTJQoKkErBU3AmqEO5j8X0JtmuaaaxOQQa8+EMAdvS25SY0SwIWwZwisdTz5/lHeTYNx9CgVPabUeuxIAp+daELpGgHrBQ8h6dzHXyrNwc2Zc/CwFAh1o1gotb1eL3o47sSfdT88mCvglZ4ZHylQQn2tXVkGU5sHMbL0Qlk6RkBWvz+56n3Apr5FIpUvXWiq85rHbTQBBnCjUfJAFAghYHX8D8BJkWyu9izbfYJvQ+sQbT7pY8l9pzECOH0O7vOuufRh5wsL/I8baY8daY8fHdg2z1Xw4ygFSovfkTahf1mlxZFdcTu2tn4eaR4vtN+zY303UmFJDkY0RgCv8sxMkxC3BrvIonzkXXyZLDvMA1UbW8sDbSTwzLsi406eixTQgwADWA9V4hj1K2ApOQEms/b2o7BbF3Vb5e2VRbXv3j3Q1pttfmyKVdkV6xWodv03+0wPcmt3ZnsWhyd57WvLHluZru49Ej1nq+iUU3P169mrPXZkhnsnYB96A8x9F95fOhzVdw+nP4ubhBJqGciwU+pfkoOGvVZRmv7xnWf69QJoVbcXCTlsLPLmXShLnta+Jaj1+V8WKNlvibSd+j1hOPJEEmAAJ1K1Odf4CFgd2u+oQ8N1LiDxgHs+0mTwuw06KEVr2pqX1FogMsoUQgRweiFerPxg/E2uxQ8g/TiJU77yBdxatfYeBb88ocDcdTlSRp73W4lED+Qg4O7hjEJEvZKvvgqVWF46AqfUHml9v4Lep/b59lfv344PMVuPHcltF8ubjwR82nra1f8OkxD574p0/ysfuVFADwIMYD1UiWPUt4Dd0QE+rIVA0M1EByZ2pWc5TvRp36YGbqmiuCLL8owtZoA6AZz+HE6Uezt8Wf7Yd5CuNP/LFrSXLhzYyouBz/qboXokUsedDNMRa64sGY6gu4fTn8UJQkHEK/mAMUpcWzIC1atX1TeAf/deKXer/xf07ycJ+eFY5J17kdy3FBDVDylLYOPhSO85V4i6b0WKmY4NKXCoBRjAh1qc/SWmgLViAqA+Fm7yWepW5FQG32+kwCd7Wu4XJu1thrFsdQI4Yw6+dr783Ameb69H+yEq+r8SuN7z15easOtDgaRBc2G7KndZSQ7C3j2cUei/IzrslXydAP7dakf2jpvh0P5enwCWEPix8kF4kRZqxjnL5NA9EuKN2h+qwPmLRcb7sRCxDQWaiwADuLlUguMwuIC0wurULnE7hZqoAhUFrpdgD/EY7VHm+WiphFkwq+7BagVw2lzcIn89YV75rE9hsgOnfe+F7ciaHXZ+KPDNpSYI+15tvWeppOzsu28Ewt49bP8HOliSoL3xKeyVfO3hSIFJpcPxUH0DuFw9GsXeu0MxqdsvP/LoDW+etQzAUQcaSOD9d0VGwLsSDX4ycXoGEWAAG6SQnIYOBJJKL4ViWhhupNd4luJ438agjzOUH3G0+fnYJrg/gFvOR7rXgXWOmcs6+H4bgKx7VHSfVHP1q3qAZf1NcBQLWC+diOQzn3imZDii3j2cMRcTIBH2Sr7OIMtNCrL/ug1/1OcK+A/vZdilBvyEfOCwS5fKYUsAVL8vWQIeCdFzsUgPhotNjK0oEDcBBnDc6NlxQgpYnUsAeUaouWerW3BrZfC3qAoq0TPpAZhCLzIVeKj9AZxRiEcrv75xYsWCQlg7SJy2ygdzrW90tZuutJuvlDbFSJtw/F8+4ckuvx3R7x6eCVtGiv8qOOSVfNC8JF4pGYHr6xPAP1YWwBPiIrusf6spK1dccicgas1EzigSmfkJeS5x0roXYADrvoScgK4Ektw9oXi1r3mVuuM2w+f/GtqKyqApdTb/G5nKquhTlZh9xbOYLcsz1pVOXmmTJe3R53kfjri+5sYr7XEj7bEj7fGjlBGXwZL9Yf6+HMR893DmHFwqBcJeydcdpKpi0FsjMSCW55kd6lHY6B0dap7qV79e/bGrU+o5NR+KHR7IHh+IjL+iw7AFBZqfAAO4+dWEIzK6gM35JKQM+SPnDZ5P0Ne3KUhAC18thKNuErMv+wc6u98tuNT90Vi0GCjxf0sD13v+YbSC3woVmLM/QsqIIRtLgJ7IQb3uHs6YgyUQCHklH2KMK968C/NjCeCtvkuw03d60CH2ndp+66ql5wcsBiKBO98VGc9ENWEDCjRTAQZwMy0Mh2VggdSyNvCKdYAIWmSip28zbvF8GDR5BW70SnoA2tfRkbYve+Obxy8/8oSyx74DPDYMWu5D5oCaq9/SNdqSk2ZA8SDtnuMh2hSfXzoC9b57uEUheqmAdkkedCUfanzXFeG7qz5Av2hV/clzHyplEAtWrrjEW9a/tblmf7m6CBl9IUTN5KIdnJ9ToJkJMICbWUE4nAQRsDlHQ8pZdWebBC8muV5CcogLUu1GLO2GrHCbKoAx9wDrFv8Hnh8uRsebVC7UfAAAAB2RSURBVPSeG/jYkfayBe2lC8mnPwnrkAnvl+TgoO8eTp+LJ4VEyCv5umNML4fv6YdgSonwNJVTHoENnjFB0/vzliysnzc44O8CymmLRJp2NzQ3CuhWgAGs29Jx4PoWkGYkO9dAILvuPG6u/AjHqb8GTa+FshKdzPPDTnvxKcCcPqfC8dRimNOr1nu2tq9pvn2hwMrrTNBWakyb0K9Spu7tVTYcIe8elhtTboGQL2iLdIluzpAvtU99AW1MlVgHEbxcZKhBXvYRcNM74au2zXcBdvjODmjgTbfgm3VXoLKDvdbfxZtFIt3/KkJuFNCzAANYz9Xj2PUtkOw6G8IX9H1zb9/PuMmjPW0TuJlQ4b8bWoE36LOyFODuexVse+ZL+Lb1xDEPqug6rubq1+fUbrwyoeJ3AduVuUgaPHdGSQ7C3j0si23zAXEDgK9EljPsyyTSCzFaAEFX8qEKY/ECTz4CtN0TumxrPRPglocFfPjLo/2xZWLv2n9zApbsImHfou/ic/QUiP1l27SiAAWaQiDZUQSBC2sfOllWosA9H5YQQdvFPBfpSvCSlfMuB940jUDFmzNgO0ritO99MNVawLJ4ioINDyowHf4DUsedtEOaZI/SvyPk3cOyGMmAXXulYKb/9X4eHC56OLeHnH4BzOntsUYg+Eo+VPsBPwITC4M/ccl2WOcZH/CBq1Mqvll7BVSbqfbfHykSGfc3RSl4TAocagFeAR9qcfZHgYC0dXWB8P0EaKFXsw2t/ADHqr8FWbVSvsGR5lcC/v5HW2D0qJbYN+U7yPI2GPCaD+0urrk3ybWt6rEjbxmQcvd5MGUtv7N0OMLePSw32c+HxOLqThTcLro454QrXEYhtEeDPoi1sAVPAcdtCGz9p+8cbPcF/hz948KzsPvSWkt3QW5VkJH9jhBlsfbFdhRozgIM4OZcHY4tMQSSnY9DyHG1J9vfV4zrPJ8Gzd8Eh/9uaIGar5cfuhP4at0UuJfejVanSpz0fuBjR6tuVfDHAgWW3m/DPuz61SU56Fv14vrQmyy2H1jzWXteuTeEXCK6VpwVqRjphSgSCLySD9e+43Zg1hRAqXV/2HrPWFTIDtW77D29PVZ/EhjIArh5kch4KTFOCs4yEQQYwIlQZc6xmQvIzP3rRLc7MFCbdKPA/RJMtYL2wGddzc8gTSn2/8+VxwIPX9YdZVO+AWDGKV97kd6zZrp7vxb44jQTYHFq6z3D1PL30/YNR9i7h+WnMOMI/9fPrSDkIEih/RhtgtfUTmSXhfn1FsgoRBcJ/CTqXMmHgx/2JnDR0qpP3bI11nrurW4qFYEVq4bA0atF7d2/KhIZYX+LbuYF5vAoEFKAAcwTgwLNQcDqGA4g4NfR2yoXo7v6R9DoWiv/Q0fz6/CYgVETgZ/feBve9Weh0+0qes4MfOzo88Em7FshkHzO47Be+NCbJTmIePew3JByJhT5MYC1Ist5rCy2vwfgPEgxTHRzzItElVGIxwEEXMmHa59eDjz5KKD93x2+M7HNd1F10613ZaP4H0FZO7BIZGj/lcGNAoYRYAAbppSciO4Fkh0rIWoWqzjBtx5Xez4LmpYFpeiZNAkLzwKezzoXzsL/Iqll1WNHSW1qmv/+ksDq4SaIjG1In9jfqVhLs/fmIOLdw3KT/VlIjIDAI6Kr835ZbB8GQHsTxHsiy3lBxAB+Bi2kCWsFUH0lH6n9hcuAW98ANnjy4JQd/U09rZL9jx152lhr7SrmFYl0bRzcKGAoAQawocrJyehawOocBMjlB+aQIl2Y5H4JSoifa9u0/AcmTPgDfz6xAuruLugxVcXRd9dc/XpLqx47cm0XsN14G5JPWPDIvuGIePew1F7Eu8m+DVUB2k9kOb+X69JawezTvpL2wZzUTnTety9iCD+LHCgIe8NW7X2134Afn9wCpVseqP7zppkD8UfusbWblSio7PGOaKONixsFDCXAADZUOTkZ3QtYy/8DiGsOzGNEZRG6qsHZs3rQMrzeoRNc7zyK1O4Sp67wQdRaqHH9JAWbpiowdfoGqbmnb7WYkb37VkS8e1husA6GomiX3JtEljPrwBhksW0JIM4AxI0iy/FyNOOMQmgvL4667KR2nNOKTsXgRUP8h3Qek4lvfxgCaa5Z3VJC3vuuyIz19YfRhsbPKdCsBBjAzaocHEzCC9icHSG11/3JVM3i/3w/4TLPF0EsJS1K8Ahug6zIxMBFPrQ5q+amZudvwLI+ZvhcQGreqVA6rbi5dDii3j0sN9pmQYjREHKq6FpR/VCuLLbfDvgfW3pbZDmr0jLCllaIQQpQfSUfqe0tU0ei48+d/U1Wf3Au9p5T874FCWy2o7TH66JjhAUso42Gn1Og+QowgJtvbTiyRBWwOgoATNKmny4deMAd+qLzyaQhcF3QBie8FfjY0bdXm7BjkYBl4EuwXzfiq5IRiOnuYVls1x48PhJSnii6VXxdfQW81t4eSdgKKSvgq2gnjol8Ja3tl1GI/wCovpIPVcq0fekYdU8BhBTYc2FH/FAUuAylCjFksUh/O1FPA87b+AIMYOPXmDPUncDOVFhTtatg/51Jd1W+jU7qjqBZLLX3gWNNP6R0qflo91KBr843QVhLkTqxH0Ta9oGltyPq3cNyo20ghPgKwBaR5Tyqbmdyo305BLTfqK8WWRWvRyNt+TQ6+szQluxKCdd2wNJBOP+VK6AmK/j2x8tR0TW9uqnZ6fxyYUr7k6P1w88poGcBBrCeq8exG1cgqfw6KGKBNsFTvGtwiVfLxsBt07i++ONxbU2Nqk2qwGcnmFD2k4D1wgKc1Wpa+eh/YX0sSNkFSW07XGXuuPV1z1/rCzy/1N2n8wjzEUffndRuz//UXatucwUv0RWik5cuxdELz0LLcP3fNPNOdNrQFVvG9sIvU4+vbiZUFRddc+PsnDfezY1l7GxDAb0KMID1WjmO2/gCVsfn2s/ALWUZJroDl5+sbGfDN2svh7dFzQqWm59V8GOeAqXlFqRO7IuOe1xIjvz64GrDRUNs6JApMOwDF1ZvD3yWWGvUNl1g8eU2VFRKnPOfCjiDmwTVw2cCNtf8pBvwub0sFXljH4KnrT1oHr2f+SfOGD1m9pkeMICNf5Yn9AwZwAldfk6+WQtYHP1hwgptjKMq30JHdVf1cDfOORnbco6p/t+Ve4Clfc2o3AXY/34NLL2KYp7acakKPjvBip2VEt0/rwi7RuWSAVb0T1dw/Ro3Fu8O/N055s72N+y3/CRcOP9q1J1H0h4HhvbuDfvOXQzg+qKyve4EGMC6KxkHnEgCVuvuf7lg+9sZ3lW4wFv1U255v1ZYsfLSAIZ2eauRMvs3CHMllA7aux1i38659Suce90qfP1OT7z25KCwO5511Rqcn/M/rPi0C155NPCGqdh7q2rZYndL+LofGTQPZd5TGDXiXm2lagZwfVHZXncCDGDdlYwDTiSBZ5P63jNWeXeyTUqMd7/mn/rKby9B2YDWNQyqROqqvyDUsO9XiEg2zXYJDk/+FY+6/omfXAPDtm2b9Dtm2S+A05uK28uWwSOSGlQKV+c0/8pXBzb7un3Y+MK5uOir9Tj9awZwg3C5sy4EGMC6KBMHmagCS5Jw37MZeQ+/UfYw8txvALe1gemJJEzcPgx/mdtqy1M1iMYMLzq7q66Yf07uBRU1i2CEOnDnyrUwSw9+T8qCS9gb1Le282HeP/Bsmyn4IvUidLvsLcw7ZxguWqZi6EI8fYYbdzW4Ax6AAs1YgAHcjIvDoVFAC+DXzkx++Lk1K3Hejl3oPElBv7u+xLDdDxkGZ1HGrXhj5QiIgslYOGw+zv4CuOMVFJ7hwQjDTJIToUAIAQYwTwsKNGOBTy3I+fhEzJnZ/Xq0ffERDO2yDKuWX4iLledx7d6ZsKkOlJha4cVWE/FLUsAayjHNatyOHLT3/IY5bR7DhuToq0dqV6wT/vy7/+r3vsNfq/cVeDvvFgzd/ZD/yleFCW+2uAPzU8ej38lFeH/ADKzrvxo3vQ0M+Rj3nlUJLkEZUxXZSK8CDGC9Vo7jTgiBT4HWlTZsGzoZlh1Pf4Ezf/XhdNsP+OuSjuhQ+QtuvOUJtO62A16fBR++fyW+mX9azC4tjtiFUdPug7vMimm3T/cfI5btrikPoPVRO/CvKXnYvLp7LLv42/S8ZCUuvOxl2KwOlG7NxBtP3Ib1Kf2R/r8dWNV1ET6+4h2YfcDTDwKt96L3WZVYE/PB2ZACOhRgAOuwaBxyYgkssWDm9z2Q+/D17eD4zxxY1w7yr4zlFMkwZ61E3rQc5GRVPfD7zaY0jPs6GTsqo9+QNbxHJXIHluGdzWaM/zQjZtS7jy/HHT3deH2tHQ98bYu6X7oZuK+XDxf3qXqR0pvbVUxd1gLlDgtSSzKw7agtKGtR4v9s6H+Biz/Fa2dWRl7GMmqnbEABHQgwgHVQJA6RAkuS8Nbarhjy9PXAVvMR8G0ZAFPbDVDaaas9Ahe0NuGJY5LQJkngT7fEiLVuLN0bebWMjwdYMSBdwQ0/uPHurtif6z0uTcFnx1v9IX9MhOeGtXH1SlXwYq9kdLYJlPskJm3y4Pmt3qCCtiitejfw/32PFa5KnHkBUMqqU8DoAgxgo1eY8zOMwMdm5AmBib+3R6s/2gF2F5DirJleRqbAuXlJyDze5P/jF4s8WDfXAzU472BvJ3DjPBt8DomXrq9AZYwrZh3o7frnbEg9QmDheBd2rgkd9F1vMuOUq5NgNgPlxSo+fMSN3TtrrswrrEC5HWjzF9B1C8oBPHVmJSYYpmCcCAWiCDCAeYpQQGcCn1jQWwocLVQ4vQJ76g7/1C/slye1wFgAZvduueXnJyvHbn3DF7C+8/Hzk2/O7Ge621uCDz49yXlffQkGf2S93Xq4Msz5i/r6Fxe5ptbev/3ZpnZH51um2Dsq/rvCfE75zNdXVMx3/AZP7XaKRKZQkCYktp3hQfXbl+o7FrangF4FGMB6rRzHTYEIAvIX2wlQxauQ6ARgH6TIE90c8w7sIjelfAYpBwPyGpFVUbXCRz02WWw7ERBfQuA30dWp9eHf5M/Ws+BTXoRAewjsgMRtIsu5qB6HZlMKJIwAAzhhSs2JJpqA/Cm9JZI8TwLihv1zfx6KcwyUFBu8chsEKuB1xvR+31B2sti+BUBHmORAVFSsQpLtIUCM3x/FS6HiRtG9YmuiuXO+FIhVgAEcqxTbUUCnAnKjfQSEnAqING3BKwDvaa8ZBvCOyHIGLipdjznKjbbZEGIUIF8ChPZ1s/YgsRcSBaKb89F6HIpNKZCQAgzghCw7J51oAnJTclfA9CYkjquZu7hJZDnmH6yF3Gg9BUJZVr2/xGZIeY3oXlH11ghuFKBARAEGME8QCiSIgPwVVnjssyAOLPEoP4FH3Ch6OLfXl0D+jAz4/Mca6t9XYCEslmHiqJK99T0W21MgUQUYwIlaec47IQXkxpShEPKF6skLbIf03SKy3B/GCiKL7dpXza8DOLrWcR4WXZ0PxHoMtqMABbT/buVGAQokjIAsti8GcD4kHoCQpwPi9KorWDkV7or7xbGI+ESw3GQbBykeBpAE6V8q8lkIPAvgJ5Hl7JkwkJwoBRpBgAHcCIg8BAX0ICC/RyZS7X9qzwfDZmorjijbIzfYJ0LgQQj/ew2/R5J6pTjKFfDMsDY3udneHh78G8DZVXOVM2CuuA+d4MUm/zFbAcqxIqt8rR4sOEYKNAcBBnBzqALHQIFDICCLU24A5HxAfiKyKs480KX82X48VLwKoDMAbVHmMSLL+Xz158XJ50KY5kGiPeB/tvdW0c35bvXnG+3zIHALBO4XXZ2PHIKpsAsKGEKAAWyIMnISFIguIIvtCwFojx3dKbKcz9TeQ/6W0QKVlU8A4qaqC1z8C25xD5LVMRBCW1VL+5r6EySJm8SRzm0B+26wXwAFWiB/L7Kc0d9pGH2obEGBhBBgACdEmTnJRBeQ65EGk+1PQNhhQQfRKfSdz3KTfTgkpgFI11aRBKAtLO0BxCSR5ZgcylEWIxmw7wCQAeHLEl3dmxLdm/OnQCwCDOBYlNiGAjoXkMW2qwDxGgQ+F12dgyNNRxbbHwRQ+47mF0SW89bI+9heBsT1kHK86FYRsDa0zuk4fAo0mQADuMloeWAKNB8BWZzyGiCvAmSeyKqYFfJK9tfMTPgqZ0Hilv1fQ38NgYFV/79cAlXcLI4J/Pr5wHHkJvsQSLwF4GuR5Tyx+cycI6FA8xVgADff2nBkFGgUAbkCdmT4v35Og1ftLLJdm+seWG6y94eK1yH8N2KVQiBfdHU+JzfZzwfwAiTaAfgTKoaJ7k5tKcuATW6DHeW2HRAiFYp6lOji0taJ5kYBCkQQYADz9KCAwQVksf0SAG9D4lvRzXlCUHgWp9wDyIcAWACsAnxXiiy3tmZ01cXvensHmOWLkKLqzmkpp0NU3Cey4K59LFls1xbnuBKQuSKrYrbBWTk9CjRYgAHcYEIegALNW0ButM2H0N6IJCaILMeUgGA1+V+kcEakYK1urwW1lA9BhAnqYtvVgPYKRLFcdHOc0rxVODoKxF+AARz/GnAEFGgygf13KGsLZWTC6+sust0b/Rex2qNDJjxf/dWyEENFV8f70QYS4qvqsaKrc67/mLuQhn3+u6GtqBQdxLEOrV9uFKBAGAEGME8NChhYQG5KOQ9SvgeJ1aKbs09VINseBcQY/7QFPoYXfwt3c1UoGln3Zi3gRVRYRovjSvbKYvvbAC7RXvggujoLDUzLqVGgwQIM4AYT8gAUaL4CstiurWg1DMAkCN8CSNMbAHoDqIQiHxBdKh4/2NHLYvvfAUz3P/8L/AoV10AR3f3vB5ZyiehWcdbBHpv7USARBBjAiVBlzjEhBaSECcX2HRDaOs1yJiC0wNQW2PgFAleLrs6VDYWRxcldAJN281Vf/4IdUs6GEKMgocBnaieyy/Y0tA/uTwGjCjCAjVpZzivhBeSm1DMg1SUAvP4XMFRt82BOyhOd9+1rLCApkYRi2yPVS1ZqV9f+tyWJYaKbY15j9cPjUMBoAgxgo1WU86HAfgFZbH8OgHbVq21BL1lobCgZ+NIG7basgJc+NHZ/PB4F9C7AANZ7BTl+CoQRkMX2Cv8dydqzvUnqFaFeM9jYeHKtvT0stV5bqDgzRRd/+HOjAAXqCDCAeUpQwKACsmqBjSNR6RwtjvV/LXzINrnRNhUCisiqyD9knbIjCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEGAAG6OOnAUFKEABCuhMgAGss4JxuBSgAAUoYAwBBrAx6shZUIACFKCAzgQYwDorGIdLAQpQgALGEPh/BLkMSm9AImgAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-3.267645635112317e-13" y="8.169114087780793e-14" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,219,10,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="10" y="79.83333333333303"><block s="receiveKey"><l><option>1</option></l></block><block s="show"></block><block s="bubble"><l>Square</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>189,6,0,1</color></block><block s="setSize"><l>12</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="568.1666666666665"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>15,153,0,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="991.5"><block s="receiveKey"><l><option>3</option></l></block><block s="show"></block><block s="bubble"><l>Diamond</l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>0,8,245,1</color></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="1479.8333333333317"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>140,0,143,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="2033.1666666666654"><block s="receiveKey"><l><option>5</option></l></block><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>76,255,241,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="2521.5000000000036"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,219,10,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="122.99999999999994" y="331.50000000000045"><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block><block s="doWait"><l>0.25</l></block></script><script x="123.99999999999994" y="819.8333333333333"><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script><script x="135.99999999999994" y="1313.1666666666642"><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script><script x="115.99999999999994" y="1751.4999999999993"><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block></script><script x="141.99999999999994" y="2320.5000000000036"><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script><script x="139" y="2752.499999999999"><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block></script><script x="164" y="945.833333333343"><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.1 Squares and Triangles Redux_abu shakib" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>