<snapdata remixID="12581094"><project name="circles and decagon - lab 2.1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>Draws a square, triangle, and pentagon.&#xD;&#xD;key 7 - draws a decagon&#xD;key 8 - draws a circle</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAWZklEQVR4Xu1dCbjUVLL+0wiyKYsgyqoyigsIgiA6soPIsIjyAEVZdUZk3BCfw6gIKLKojIyo+ADxwkVUQAZUFmVXUQFFFFxBtieDjCAqIJt05q9O597cS+d2kk7SnUvq++6HM52cpc6fqjp1quooKgkhhRxIEweUkxaA/xoJrHsrdbbXbAj0+Wfq7ZykLZx8ANyzA3hjDLD1U6B4af6d5nzpD+8HDh8AylcBOv8dOLe+87ZO0jdPLgB++wGQfb+21Ff3ANremfqyf/4OMGuY1k77+4DG/5N6mydRCycPAAV4AsCSZYAbH3dXWn3/JfDWWGDnV2z3MqAHJaxI15CScqDwA3DrOqrcJwBRvQKOvs8CipKUMY4emDkU2LAYKHIK0HucuyB3NKDMf6lwA3DtXA18Ql2GAPXaeb8iAvgpcdVevz1w/UPe9xngHgonAI8eAqZT5cpG4+wLgA6DgOp1/Fum/XtpFz6i9V+jLtCRY6lU07/+A9RT4QOgSKBsAu7YEaB2S6D7iPQtx/KXgGWTtP5vGgVc3Cx9Y8nQngsXAOeNBj5+Q2N1P9p6meAWkQ9Cdsn79wAB8hkeoXdJ/k4/y1vkFg4A/rgNePNJTeXJRqMLNwNlzvSWc3Zbn/JXbXzlztbswkz4ODgHcWV+sxT4eSewfQ2gxvdn8o8cken/ynTLVaUlczlw1oXanxtUOAA45CqNF017A21ud4Mv3rSxgSs9k5shof4vAlUu8qYfC61+u5zfw2pg99ca0IRi2OP/EBAm8hPEAKn/zgfqXse/zhY6K+CR4APw43nAPPrdWhN4zQjATKftnwGT7wBa3Aq05J/PtOsL4P3JwKF9+YCXaBz5owR0VOZBrAZCp0AMPgBffwxYvxB4jE7moNCjLYBiJYDBC3wbcfQ4sJhWii7x8kg4XdfGJaD+j1EN67r4BOkYf7dYSaD53fZVc/ABKOpXXB23TfBtMVPuaBnV73L+3fMqUKF6ys0la+AHqtnFdIdGo3FVa1Czgp8zOIRqPMY++2LgTHqtEpE4Fb7k97J3G/D9eu2JRKq6QXfgEhvu1mADcP0i4PVH06bOki286e87Pgcm9fdl3AK+d+gc0Em340SiVbkUqNPBHHQFze+zf1Hx0M9/wqESO6hE07btYGvcCTYA5ZRDTjseoUVd9FRrM86Up0Ryl6WPY9Acz0aUH3ya2CJAuIOte719dZlooMuezpWIOTsXGyAMNgBlESvXAu6gwzdotGQisDILuJ8fkAcuIzPwVWtAwUtbzU2K9UU/e56tM0EY25wQ6AVRcAH4BaXeq/SnpWk3mfICbvoQmMYTG4/GP3sg8Bt3ukZqQq1/buOUR56wAdncvC2q3ug8pJq/hqq4IJ9hcAG48BngAxrxD9IOLHG6N1z1ulWR4BVrAHe/4mpPS6kWd9Lbk0MExRV9gFrcfHtJOZJQ74QALFIEuJn7LTMKLgBji3cOF2+Glzz1tm39I/o73UgSp+gCJVK9IoFEEvlBidRxbQYF1e+auPdgAvBbqi8JOPBIffmxULE+vlhBM+JBV+chatB4uiHKoRuVhZ+08nke6/GUxbgpuZnO7yJFTxxFMAG45P9owE/1zID3c7EgklxCxgZkpdxtjh1maCmZDZZypyYNTOuT+4OYhfVMTkuCCUAfXBheLcwJ7b7B44m1dKq54Er6+DU6i6nN9ZOys+ggaMtcqXTQZ9zcy58+GBlTb8qM/BQ8AG6nE3eyP05cXxbuM26iZrvjTNeljr4RbUwpdEFzX2aRsJOpPJo3OqrF/SMnLkYKHgD1Y6x7+bmfUS193HWz59hxIo8lbnvBcav5jX8pN5BI4jjuwMGLa6YDXzNFRj9HTuQXDB4AYwf5PPkePN8BSzL0FRcCKkTdxY7G4lqv5pXMPE1zZNpGLtG6mXEA8p8ixeiSof89uBJQcj0ea+XqrjEjIKlLdQnPkp29A1ot0mZJ7sYzFquX5BTCQTe2X5kWj5CLBS5QKvfKZwcGTwKKujrzPOAucryw0NvPMUjvZU2qlyrnaFbZ/WjvM+RKRKDYgM0YcnjOFY6acvWlGADjY8oYAG5QV6OkUho1cYn9yc6nm/+jWcBDrEhQWJK/5aMSe1bsWoekSxp9sXtnOWzI5dem9Y3bBPEQsFY8IqzK6DmdfJeAa9UV6KdqZ0IzlXW4SGEOhx3ayLD21xjWHnQntD7nzUzEmHpvyvPJVAC+OoDJTb9p6lcoFi/4pzQCsF20Jr7HltgIGqI5pkQYVGCXRGJIPoXkVQSdlvGIYPkULSxLwrMc0tQ+2ov6JiRTJKAA8CgBqPsDL7+J2anXpgmAL6pjME7Neyg5RVmOhkpze2yfy/OmT5h+OWxl4vMde62l9+mhVwOlzwD+l7ktKZBua0kTMadvVgqNufiq8UREBtaJVfHKspiYTr6p4EM4iEbREwv21MAFeCvyjb0pf8rY8DlMOA+6Gv5/ZghN/LMr83iFLhcJm48BUKJfegEX0mGQbjJ+GALAtO2CB6u3YL7KnR7pPuUJfKV+ioXQwpDuV55Cb4XBBXZI1PB5TFLt6/NJu50xJntWd79IRI9E9qRA+UPkU8lUS2EYeV6VRKjsuFdJT/lMCwA/Vt9FX7VZbHDV8QfMj2yiPNyPxtHcOL5PIodRDDbC6mcP52Hj28HKhsu/siNaAxFW0pKYxhQpBkBqcT3b7WyayG3+lmKjKb4uYxIHuZ68JFUWOhvyU6R5X1Rwv2gLrMWK2HQmK0txhcKaLfLf6ij8U2U4Euk6pTdGKFnWp7yGRvubTzHQjQ6vJj2tv5cpT/6wGXiOetIlM2LvVmD+MFnR3KDkXjbY6QVbJBNP8pD1r+JSRsRIVIyRPAfgEnUOBqpdYn0m2vW2jZ6Lf2Nb7PdsZRXqKfEqB1Y4Imq4Fo34W+Il2Ky8kynP6OpX8lkkr8UFyu6TGwkjzaVTDYv6nU7nuDEmsC1lTaV8U/UcgE2jFbEPLMxDmh1Zj1oweCH5/32gvoPb1bamAC1wXV5hrNGX3AkHKSldn9BohgkfOQgMXeEC9LQmckKg4i0WK8VisDxkSQfF1K++sefm4xRaVz3ynQPLuDwF4PPqcExQh8Xmf6PyVzyksGJVAjKq6PHKPDRXOlnj2SpuYhaNZ21mutcbm8R8W2vJ36f2fg+M6+aa+tUHf5BlCV/nXk6PBxR7UELhJSTeTzpAeTMnXopbH4ycSycq3+EZAH/ELrSMVs6Z94aIzpYTWfGl+gm6q9zRkirgLCyP7LLOL1HDdehv6MYSHUEhXf1KNQep6uAiLWWp6u835NF86MrTy5LOjpgdjSyWFsBy2TnEL8HMHvUMgHdFO3Hb8WZsDEOUF9BNKTg26FG1P2apDLUn3aEMwwBlqLXJT2Nl+k0fBUsNj6VN/DM/Mg9Mh1/Y7Dzx9RuKv0giutVKBdaYbv7UN8uA1dPy/n4Zp1unY+J3PAGg8bz3ItTHzMgnluZVJ5rLtXcj/0E5VEz+3goa8UtZhbQzud7AoupO3qp3T/z6I/AkY6WacgfchpHdHlDMFqQN5jcIT8hJkQoJAv4C0gI8AWDP6B+xHlq1KjtHba+oz2GkqhX4bqVcj3GKhbIV4vZ/5I9kdkRzSmdI4ceEuJJqqXNZQuAnVoPsRb14vnfxUvmz4+TT9lISJsoJFqOrHXe+ZgWPhEeuA3CemoWHVYnBAa5EG0yMMGzKBnWJ1sW3YN6HHfAaK9NLJXypiJ9ptHo27xL5hzaqG1jR4TJvdwYSuzv7HuD3o3kZISBszY1KohRJpyxbx6ltzH/rGdF3DSVfskqqrgOwfvRUHIM260WRLaiCc23Ny6i+G6ApsiJ0s1ihgz8zTIsLK2Vwq7EifkdyWdId001yldcMHknIuKpw9Ttwe1iVddB8oIT1YdivSKar6KM7v2lqg5D2Rd2L6s1D7KClxP3VS96+qwB8Sh2Eqar2ld+mDMY9ilSssU+3RltiDbQwrVFKNjoot1hv5D1GSr/DzGihGxmwcIl26pIWEsk8lStx/BitcB67dWP2m88kIFnCzE9xDAsZXTRlGQN7HmvF2HXTSJufMxhpFy+I0s94jQ7n1vzGKlu8FcM1AG5Tv0FHVatcXRKlsTrC6tcOaQc2oX1Uk17F2draCB22dkgWXhJ9ftmt2YRSMd9vMt7GmeaK/VKIfCUd0rqkiqVtxiOUhS3y3+cQiGV4VivAqfiHXGaJib2JSugQFYyo9a9pUeVc8BtrSEO1ft5rNxHeNQAancljlJfxJ6VHSks+Vn0AWSo/XVI/5QEMVFgH2i69dBewhTtwKX/WhRfH+LFB2f0dz6jpjNvOMqJSsb8rpd5pjPfLAMp/UmIcko6lgoqU55lCzgva/ytHbE0ZfFrCZokbVwBotNscRzknWKDLoyVwBIdjvyyIbEY1ZpHYJr2Mm7wobg9xf3hFX1FUzIj7HFrexpMOOQzNLNrDYHRJlfzB6CiWIRr8hqYjNki82DN8pwzPGhrdTHPbQXpPrAk3Lqy+PloHm7ExNiY7bpdkS/Ommo0HVQ0wV6AVJkeYd+iEftikRc7s4BGBSCW5Pclh9plp91nccn63ltKuAqXeMH+krRNexN/ZQ0G9k+yI+Qt1ABoNxERtG34/i+FekttRxaKtZzbUlAH4sjoeo1Wt5GYbdME/ItyTu0i9ok3wKd53B9xzaBd+yuIpQm7ZZWJvzuH1r3KyIeDul6bT/xR4LrahSMRfaTJvYeGxmDA0SERJKK/FvZxUQT6luL0i5MmGlRIAVRoMl0bpAI7Te5E9KAt37R2jeq+FeoyooTsjFRLAvMQPRmXJ+LqMwinP63+ckmwtpcyukOxwZacbki0OpATA4epfMFvVLuMbwPPbO6ye39oaImtQqp2xXNViex5WnkN3hdZuKnToV0BCucQ3lypVpfEjPsfKLt1dlep4Ava+YwBuZIzzTdFGsemeicpYGuHxkke0F7vRPJqbslhQZI1HQwib9YgDjgFodLs8q7yJZgovnPCQjLGF3ZT+jLAJ0MU0HvIl6E07AuAqdRH6q9p1OG66XZIxs3m0EvbiP7HHZkXW4ULYrKqQrIPwd9854AiA10RrMNx0R2yw05UPUVfxqPZ/PnYsU+fiHlUr+eQn8BOtyrGPPsSRxfYCLbxc3WLNmqFY0+ZeduFJ27YBOFF9HOPVh2ODkUCDTsxm85P0EH/pc5KyGI0V/3eeAr6fmtlInvKJQeUWLw8cCG0D0Bg06hNfTbuxHb7v0oAPPDYcB0cMc6k195op3rU7ykzn3SkBItsAlPIaUmYjEyhdajhTAVi0YSOUf1/uRwgO2QagTO09dUEsSiWddJifQRPFxr2gLg42UwEoNqCo4SCRIwAGaYJejDURAGXxi/q4CTi+fSsOZ+etdxsC0IvVzsA2EwGw1MPDUHqIxUw+F+Z0dOUK7LtGK/SpUwhAFxgbhCZCALq3SqEKdsDLEIAOmGbySghAB7wMAeiAaSEA3WNaCED3eBlKQAe8DAHogGmhBHSPaSEA3eNlxkvAXcxDWMzA48a8+v0CK4kz7vHGtKWgA3Ds2LEYOHAgIpHcaHYf2Jawi4wG4N+Yz72akfM61SO/RvPWbaYlpJWCDsDP136HNc9UxtbflqHrLe2w5dh83NDNpHyVx5zOSABuJOjG/Q5sTlBSUMAnIBQwpouCDkDh2xer9uKTSbn5O0eOHcDu4ivQpFUDFD1nK666yp9on4wD4NtUt6MIvmTUkSp5EAvMp4MKAwCFb493XYNqpbS0CiNt2LkQDTtVQO1WpXDxxd7WsckYAIqmvY8qd71B5SYDl0jB+wjC6j7bhoUBgKMGzEWV37SS9bt/3YTqjY7j1AoH0LDd2ahSxXCVUbJFSPH3jACggO4Rgo+5ao5oFFXylT6q5KADcMKYWdj3bSlc3bo+itfcgUaNTpSCjhbCwUtpB+AEqtvX4pWbHIw/55UrCMAxBKIflBEAfJfBCG3CYATH672bGwyx9eyo3GSdVaUqvp8q2esNSqYCsGjTZii/eEUyNmXU72mRgOuocsXes0LVCKqe3HAs4DtWwTqQILyO73hFIQDd46zvABRb712LG43Gcb+fPt2JlJgzLKprkYIjCcSSHmxQQgAGEIAb4r6978yvC8kzK/H1CQDzk0jBoQTxLxZ4IFcfil3otkoOAWiB+RYf8UUCLqLUGm3BtydjFrCIf09Ub0F0rw2XTQeqY7EN3aIQgG5x0qX6gGbDEW05yAZQOhEo4tezSu+wg5E2gC22YQ0XVHIIQKsrlPw5zySgqMohBJ+VStElOE7x5TlRlV/EVfsmi6p9JPu5KkWfYQjA5MCy+oQnABxPqfS6jc2C2Gk2rqpOOLfhBPtyi5ubRgTgEyn4DEMAWoVX8udcB6Ad20zsMrHP3CKRutK/FRKf4XRW/nRCIQCdcC3xO64CcAYl30QLkk/sMLHHnKjcZFP/kar4cYsO7j4Efx8bNqfedwjAZKtg/XdXAZjFhc9KAkA5sxV7z2uazLFMTzKWshzEXAe6PwSge6vnKwDF7hL7yy8SlTycQNxnskFpwbEMdfAxhAB0bwVdBeCXXPABJjbYeVS7UxzaXKlMt6AN0QCq324ObNAQgKmsSN53XQWgNH3tEcSvljlxkPMJwFIu+OHsTL85x2NGKxyoX2krEQBL9OyD4r0c1kq06EIyzuP3z9dj//28h85AYTACmVGQHejU6LcDOOOzH1AiP2gikVMJ38rU6lghALn6ks9xp8miX0TpN8FHNVxQ8MKtVL09HeyAzSSg04/EzfeKNr4S5VdqF4UHhVxXwTLxFlR7Zlplidy24xN3vFC/IQDdXTxPAPgid57ZJi4Qv9RwQTGHtSmJn01BEh9NEI3s7rI4a+20p8ej5IA7nb2cprc8AeAaquEHTNRwA7o+xjpwfdjlj9e2qIDw0MQXcHzbVt5RKqfZzkixdE2ledvqUbmdXkXx7j0CBz6ZlScAlIa9Un9Wl7k1zQCzQJm3aQY43ABb7T58ziIHPAPg81z9mSZq+HYagTc58L9ZnBO+pgTubyKBz6f6nZSC+rU6hvA5axzwDIDvxcOxEg1DwqEkLMor8lr9ejXuk7FdzwCYTjXcnurX7CKJNyj9TvfZGX4yAsvqnD0F4NNUw/NM1PDdVMM3eKCGt9L/01fs8gQkFRSmherXKjZ8ec5TAC4h+EaY7AScBgIk40qofpNxKLN+9xSA6VDDN1D6/WTiBZ9F6VcxVL8ZhUDPATiGu9GFJqHybkdE/5vA62GifisReK+F6jejwCeD8RyA86mGnzRRw9fSBhzs4rlcqH4zDl9JB+Q5AP1UwzdR+klJ30Qk+R+SBxJSZnHAFwA+SjW8zEQNt6cUrOgST8zSAZyG3rs0rLCZAjjgCwDnUA0/YzGB3IvV8isAwouxF/Y2fQFgMjXsNZNfpPqtGapfr9nsqH3fAPgQ1fAqi4njjmZi8pLcarwgjDxwk6WutuUbAKdRDU9JgxoO1a+reHG9Md8AmC41/CyDHmr7mArq+goV8gZ9BaDk6Uqgqomv2HVWj3NY8Mj1gYQNmnLAVwDqo9hGX53UiPbiYELMTLnM5pJQ6gUC9mkBYCA4Ew7SFw6EAPSFzWEnZhwIARhiI60cCAGYVvaHnYcADDGQVg6EAEwr+8PO/wuk0EUgVXJ6ugAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="circles and decagon - lab 2.1"><notes>Draws a square, triangle, and pentagon.&#xD;&#xD;key 7 - draws a decagon&#xD;key 8 - draws a circle</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" 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</pentrails><costumes><list 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(2)" idx="1" x="165" y="-40" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="161,95,255,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="20"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doWait"><l>0.2</l></block><block s="down"></block><block s="setColor"><color>232,6,0,1</color></block><block s="setSize"><l>15</l></block><block s="doSayFor"><l>square</l><l>1</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="doWait"><l>0.2</l></block></script></block><block s="up"></block><block s="doBroadcast"><l>triangle</l><list></list></block></script><script x="213.6982421875" y="22.33333333333337"><block s="receiveMessage"><l>triangle</l><list></list></block><block s="doGlide"><l>0.2</l><l>-200</l><l>0</l></block><block s="doWait"><l>0.2</l></block><block s="down"></block><block s="setColor"><color>44,253,0,1</color></block><block s="setSize"><l>8</l></block><block s="doSayFor"><l>triangle</l><l>1</l></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.2</l></block></script></block><block s="up"></block><block s="doBroadcast"><l>pentagon</l><list></list></block></script><script x="37.6982421875" y="408.6666666666665"><block s="receiveKey"><l><option>7</option></l><list></list></block><block s="doGlide"><l>0.2</l><l>-50</l><l>20</l></block><block s="down"></block><block s="setColor"><color>255,124,57,1</color></block><block s="setSize"><l>5</l></block><block s="doSayFor"><l>decagon</l><l>1</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>36</l></block><block s="doWait"><l>0.2</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Press 8 key</l><l>2</l></block></script><script x="315.6923828125" y="400.33333333333326"><block s="receiveKey"><l><option>8</option></l><list></list></block><block s="doGlide"><l>0.2</l><l>165</l><l>30</l></block><block s="down"></block><block s="setColor"><color>161,95,255,1</color></block><block s="setSize"><l>12</l></block><block s="doSayFor"><l>circle</l><l>1</l></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script></block><block s="up"></block><block s="doGlide"><l>0.2</l><l>165</l><l>-40</l></block><block s="doSayFor"><l>End!</l><l>2</l></block></script><script x="458.6982421875" y="30"><block s="receiveMessage"><l>pentagon</l><list></list></block><block s="doGlide"><l>0.3</l><l>-150</l><l>-150</l></block><block s="down"></block><block s="setColor"><color>63,248,255,1</color></block><block s="setSize"><l>20</l></block><block s="doSayFor"><l>pentagon</l><l>1</l></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>70</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.2</l></block></script></block><block s="up"></block><block s="doSayFor"><l>Press 7 key</l><l>2</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="circles and decagon - lab 2.1" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>