<snapdata remixID="8682166"><project name="U1L3-squlral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAALyUlEQVR4Xu2daUxVSRbHD1+cgEq0ccd9pjWxG201RmOMGTszto4ssigIaoMgCiICShs3FMUVbcVBRHBF1nbB1mEWjQtqZnBslbjENDpuPVGMjDpGxagJk7qTZ574HveeW/VevfvuqW/knTqn6l8/bt2qW/dcj6ampiagQgpIUsCDAJSkPIVVFCAACQSpChCAUuWn4AQgMSBVAQJQqvwUnAAkBqQqQABKlZ+CE4DEgFQFCECp8lNwApAYkKoAAShVfgpOABIDUhUgAKXKT8EJQGJAqgIEoFT5KTgBSAxIVYAAlCo/BScAiQGpChCAUuWn4AQgMSBVAQJQqvwUnAAkBqQqQABKlZ+CE4DEgFQFCECp8lNwApAYkKoAAYiQ36O1FwR/Mw4OHz6MqEWmLSlAACL4YABaSv73m2HWrFmI2mRqSwECEMGFNYCWaneu34A+ffogvJCptQIEIIIHWwBaqje9eo3wRKYWBQhABAstAcjcxEVGQWFhIcIjmRKACAbUALS4OrCvCMLCwhCezWtKACLGXiuAFpf/fVQP3t7eiAjmMyUAEWOOBZDuD9XFJQDVNfpgoRdA5mDh3GRYt24dIpo5TAlAxDjzAGgJc+pPVTBmzBhEVPc2JQAR4ysCQJqWPxacAJQEIAs7NSQU9u/fj2iB+5kSgIgxFXkFtA67YUUmpKenI1riPqYEIGIsHQWgpQm1f/8HDBo0CNEi45sSgIgx/KxTJ/ippgZytufB1rw8RE2cqZke6xGACDbu3rsHfb8YoNTw8vSEoV/6QXlZGUTFRMOZc+cQntRNJ/sHQEVFhbqhwS0IQMQAsim4YEsOxKfM+6SWd5s2kJqQCGPHjYPf+0+A142NCM/2TXf9MRdmzJghxJcrOiEAEaPSMoBtITUhAX779dcwNjAA3r17h/Csbvrvulvg6+urbmgwCwIQMWDNp+AhX3wJFeXlMC4oEK7duIHwpN/U3e4PCUAEC85ahKg1KeHbaMhz4CJILb7I3wlAhJqO3oZBNEUxPVJaBkFBQdhqLmVPACKGw9UAtDT9dcN/wNPTE9ET1zElABFj4aoAWrpgxPtDAtCNAGRdWTZ/AaxcuRLRK7mmBCBCf1e/Alp35dzfjsOoUaMQvZNjSgAidDcKgA0PfgEfHx9Ez+SZEoAI7fUAuC5jOSxcuFBzlM2bN0Pa0iWa7a0NS3fugilTpuiqK6sSAYhQXiuAot6KY4/g9lSUq7YwenI47NmzR9XOFQ0IQMSoqAH4Y1k5+Pn5QUlJCSxbuwZErUo3bdoECzKW2WypqBgIGYSaEoAIOW0BGBUcAiWVtpMV1d+5C507d0ZEaNnUOv7PV2qhX79+wnzLckQAalD+9OnTylVt2LBhEBUVBW3atFFqPX78GLr0tZ8XZtOqLEhLS9MQQbtJRkaGobZZ1HpGAFopdOfOHSguLobl622/Pmk93ZWVlUFkXKyavsKm4UmTJsGBAwdU4xnNwJQAvn//XrmiRScmoMbLAiBLy1ZQrO1lIt57tIKCAoiPj7fZzlevXkHr1q1RfXA1Y7cH8NSpUwpsu8vLuLVnMLW0ILAVQC+A9+/fh0ePHsGIESNabHd9fT106dKFu2+yHLgtgGorVj2CP7z9L+j2m1+jquoBMDMzE5YvX46KY1RjAtDBI/fPM9XK4kVLYVP7jh07tJh+ZLNlyxZISUlB13OFCm4LILuKrNiwXpjGRfk7YPpsfEreeTPjgQHSUmE5p/39/aFVq1a627t3716Ijo7WXV9WRbcF8Pbt2/D5oIHCdGVTqd5p3d40/PLlSzhz5owCn1mL2wLIBlQvMM1hsEyjev3ZAnDevHmQk5MjlDsj7hESgBoQsAAkAsDFixfDmjVrNEQ1hwkBqDLO1unUeACsrq6G/v37O3zLxGgraAJQBUDr6VMvgEtS0yArK8spl7SHDx9Ct27dnBJLRBC3BnD37t0QOzeJSyceACMnBiub4CEhIU79uhJ7pNi3b1+ufjurslsD+PbtW/hV+3a6tSwuKFQOH1gK5gpoDS57hsue5TqrxMTEGOZ8oFsDyLsSbr561QLgjYs/wYAB/09gJKvs3LkT4uLiZIVHxSUAW5ALA+D3WashNTUVJb6jjBsbGw3znjAByAlgRGAQsKNZauXJkyfQsWNHNTPT/e72ALL7ob0/6Muzp3YFxBw0YC8bOfMKye5/eR7tOes/we0BPHnyJPwuMECXnvYArP7LX2H06NEon8nJybB161ZUHR7jZ8+eQfv27XlcOKWu2wPIsxBpDuDSpUt17+dduHABhg8f7pRBNVIQAhBxD2ikgTVKWwlAAlAqqwSgEwG8dOkSDB06VOqAu1pwUwC4YsUKyMzegNYes8rV4pytgtlq2Ejl+vXrUFpaCl5eXsC2kkQfITMFgLdu3YJ+X+E/ACMawI0bN8KCBQsczp+eLZ8XL14oz60vX74M06ZNs7nKX7t2LSxatEho+00BoN6VsOgUZ+wtt65duwodQFvO2HYP2/axV6qqqhTYxo8fD1OnTgUPDw9NbXrw4AH07NlTk61WIwJQRSnRV0GtAyPC7tq1awpobdu2VQ5V9O7dW4RboT4IQDcAkE2f7KubSd+lg55NcqFEIZ0RgCqC5axd1+J0htRbORfIzgfyFnsncxz9ZfZjx45BQIC+J0u2+mwaAHft2gVxyXN1jbvIaTg0NBQOHTqkqx3WlewBKLKtthoZEREB5eXqOQu1dtA0AL558wY8fT7TqstHdiI/k8U+QBgeHq6rHWoAzomZAbm5udy+W3LA7imtD+nyBjMNgEwoLQdK7Qnq6CsLdiBt9cXV2qilTwSgFpUAgCWiZKnbXKWwI/4H/1z1oTnZmSudsscouv8EIELRx3fvQadOnRA1bJs2NDRAhw4duPzs27fvQ3q5lPhZTn3C8vz5c2jXTv+7Nh/dSjQ1NTVxKWGgyix3yr4DP3C1WMQ0xx5nscwIvMUyDYtoE6Yt27Ztgzlz5mCq2LU11RXwxIkTMHYi/8f9eAc8KSlJyGKBAcjbFj0UzZ49G/Lz8/VU/aSOqQDkXYhYq8cz8DU1NaqJJ7WMLttaio1VTxOsxRfG5vz588K+wkQAYpRvZssDIUdYuHjxopJzkG3nsG0dIxcCkHP0WNZUZxwwsDQzOzsb0tPTlT/Zu7/sHWAjFwJQwOjFhEcASwOCKezY05AhQzBVoPk7KVeuXIHBgwejfIgyvnr1KgwcyJ9/0XQAshx6qzZtFDUOH/k5XFwCwcHBmnzPnz9fSXiupUyfPh2Kioq0mDrNhn3/bv16/gy0pgOwrq4O+g/+yqEDFTslUnVqtJ5K7TXGlXO8iDqcajoARa6EtVC8atFiZaXa/D7RVhq1s2fPKqdl1HJKW8ddvXo1LFmi7+uaWtpvz4Z9RqJXr148LpS6BCC3hPod/PJzHXTv3l2/AwBlyq+srOTyIbMyAShRfRHbODwvy0vs+ofQBKDEUagsKYWJEydKbAFfaPZuyYQJE7icmBJAnsOpXGo3qxw6/g9w8OBBkS6d6kvE4VRTAsjy53l18HHqYNkKJuoAqayUvOx4GnurjqeYEkBnr4RZvMn+AcpJ4sDAQJ7xslk3ISEBtm/fLtyvmkN2kErrK532fBGAairr+D13QzZERkY6LT2akb8lTADqAMxS5bukucpVTcQjKY5mgMzvxLFXQr29vXU337QAYg6nsjS8DDQzf9PNHmF5eXmQmJhIAGIVOH78OHwT/OkWCJs+WW4Unv9qbFuMbD9z5kwoLCzU3QXTXgGZYix1hZ+fn27xXKki284JCwtzaJOOHj2qpPoICgpS7nFFFFMDKEJAV/EhYk/O0pfa2loFNB8fH+XWo0ePHg7rJgHoMGmd65gdeGAb7Jjy9OlTBbSbN28q+3kjR47EVBdiSwAKkVG+E7UDrkeOHFESTbK8NOxq6SqFAHSVkRDUDnZKmj2hYO8vs6uar6+vIM+OcUMAOkZX8qpRAQJQo1Bk5hgFCEDH6EpeNSpAAGoUiswcowAB6BhdyatGBf4Hu9Iv5D+0nFIAAAAASUVORK5CYII=</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</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(2)" idx="1" x="14.147560688802514" y="48.00248446220803" heading="60" scale="1" volume="100" pan="0" rotation="0" draggable="true" costume="0" color="0,10,9,1" 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="16" y="17"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>2</l></block></script></block></script><script x="24" y="163"><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>60</l></block></script></block></script><script x="260" y="190"><block s="clear"></block></script><script x="1025" y="27"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>92</l></block></script></block></script><script x="48" y="391"><custom-block s="polygon, sides: %s side length: %s"><l>30</l><l>15</l></custom-block></script><script x="47" y="451"><custom-block s="polygon, sides: %s side length: %s"><l>4</l><l>90</l></custom-block></script><script x="48" y="508"><custom-block s="polygon, sides: %s side length: %s"><l>3</l><l>150</l></custom-block></script><script x="48" y="341"><custom-block s="rectangle, length: %s width: %s"><l>300</l><l>250</l></custom-block></script><script x="345" y="341"><block s="clear"></block></script><script x="419" y="340"><block s="down"></block></script><script x="517" y="337"><block s="floodFill"></block></script><script x="333" y="397"><block s="setColor"><color>0,10,9,1</color></block></script><script x="334" y="441"><block s="setSize"><l>2</l></block></script><script x="350" y="517"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="349" y="562"><block s="setHeading"><l>60</l></block></script><script x="351" y="610"><block s="setHeading"><l>90</l></block></script><script x="808.0000009999999" y="759.8000010000001"><block s="doSayFor"><l>length is drawn</l><l>2</l></block></script><script x="815.000001" y="694.8000010000001"><block s="doSayFor"><l>heigth  is drawn</l><l>2</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block></script></block-definition><block-definition s="rectangle, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>150</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-squlral" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>