<snapdata remixID="10849680"><project name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGAJJREFUeF7tnXuUVdV9x7/zhAF5TwQiCIgPFAV5KKKgSKiKGmPERI1pmrRGTRvTrtWspqv2n/7RpknMStvYmMaY1rTG1KCmajRaH2hEI/ERjW+MaBCBGBAQmLlz79zp+sy5Rw+Hc8/57XM5M5bsvRZr6dz9Or/zPb/9e++mvr6+PvnWEAUqlYruWv2o2kaN0hnHzmporujgn5elt6vSrj7p/KH7bNqGJvrvbmlEk7SjT5raIp3Qlj3dE2WJZylLmt4indgmPVORnq5ITR6A2QRM6rFp82bd9OobeqK1Q/e1DtO8Spd+NOcwtbe25puwNqqrT7qxWxrSJJ3VLo1ubmi6QgcDKsA4s/bI7/RJj/RI66vSzj6ps1k6rV06MOUZPACNr6hareqex9bo8QlTtfLFV7TtuEXvjjz69Zf1hcOn6LQRQ4yz7d3txyWJ9zS2WVpk4Cq5F9rHA+/tkU6pcTS44qntbgt4ABro9eobG3TJvQ/r18vOUdPQjj1GHLnpda2c1qnVbcP7v3bXBhf5RVm6YpjryPdP/3/dLc1rsx3H8V17ADq8x40bN+ra1zbqe4fN7R91+FsbtPKgEbqzfaQuzCGjIXz/tCQtz884HXZfTNdHy1KTAhnvL3J8RB6Aju/lpvse0F/NPlVTNrymmw86QJ2dnfp+l/SpPRmjadZvd0mX5xhnmnwAOv2kJB3aIh1RkwH/s1v6Q8cP0QPQ8UV97anntbLSqpsnDtOkSZP0o27pY45EZ8nV5eDljR8gJePWkrSpV1o2REIrPbxFmtuArPnN3dKfDpNaIvTbUpVe6g20XGvzALRSqtbvqlWrde7kCTp0+vT+v9zTE2h6Lq0i6YEe6Q8cx1nWYG60aIxrC9sluNTCNmlBDBSv90ov9wbH5zLHffzT7vrH7ZqyVJVdHvQAtLzVSJ/t27dr1KhR/X9B7jm6VTqAt+jQ4B77QunYXjPZfKBJmtIiPVyWzhkiHRJlSxn7Qg6Fi2M2+eMMcWBjNfhwPpHB8aELJImDPmkrHoAOwIl3vaMkne2oQDzYIx3bJo1yBC1rb61KT1aknj7plV71Kz5pNjbXR4NzYgY6uU3qiO3vsbIEdz3JeLyinBzcLB2U8TF4ALq+pVp/jjC8FIDJ2jAywx1cbWXMz9iVJXch37q3aD/A89uqNK1FmtUa7Jlm8XpE57m5WzpvaMANw/ZGr3RLKTim+QgHHIAvvfSSVv7dHZo550jNPv9ITZs2LQ+NBn3M3SXpdEfu98+7pT/PYarolfTdLumyAdaYf90r3dotsf6XhucjeVRevLkkfbA5kEnDNuAAZOGnVj2tO079uTo0XJtHrdcJF89V08ySTr1oscaMGZPvSQd4FB4AF+Ed2QnCD3U8epHRrt5HMqMriX7YLS1ukya2SHhqtlelz+T4CL6xO5BRz0v4YAcFgBBi9Q/W6NGLX96DJj0qaduUTTrpYwvUcaK09MNL1Nqgb9WV6Jb+HIXnO3C/bVXpVxVpsaO2yV7yck3Lc6T1gXPBrePfC7a+Cc02DX5TVVrZHcjJL1akM95PAPzmFd9R6eo9z6O3OjZo1sdnaPixrTrxE8fpwAMPbJSOhYz/frf0KQfbHxzs8zmO3jRzRyEPpuC4xbX2hZT9vlyRtvaly4QAD84ZKi1reyXshHE5clA44OO3PqNV5z2jt7VFnUuHa/rSyZp65kTNmrPvQpmKekFoihc5gO/u2lHtYBnp3/pggA9gYRu0aPbYF89K4GgoLHC+c+v8FldmBhyA69ev1yPXPKkJJ4/VKWcsLgonhc3ronxgN1vn6BkYLPABHOTNqIKQRcSoF+h3VYlYQfzaaXZI1kESCb0wAw7ArId6P//uanj+txya62Bwvrxmlod6pDltQUAFx601jOxntXEY8D0AHRB/e0n6sFH5uKsUCN0uSm+j4HuyLB3SGrjhCA6N/9tRDf6GnEeb1BxEWj9VDoDk2gAuXp0bAseQU7uuS/qTDg9AM9Fe7ZV29wWut6zGsbs5QeBOG/cvGYJ/1pr390jDmtyNxci0PBdgcGkYk4+p0SJJubDMxQfnOaCFUpJQJk43mlG+15XtV40u+63d0uXDgoho14ZHAfDiW3ZVdFiL8d/pkj7QLK0wcnd80M9X3pMX6ykkWc9CXogHYBaVar9bDc93lqQzjS+SqR8pS/NbpXaXs7q2J45AuNdS44eR9KjhUchv2PgA8VvVwGAOIMnriLekCKC8YWkegAYA4tNcYTC9PFWRShn2sfhyebkHMiZca34O2S26hycq0rxWCfnxhd5ARhzXFMQ4Am7cZ/i8PzIkSB14oxpw6ridEIVktkOQBfGQeFY8AA0AtBqe84DJVfHAtIPWmccllvSol+0IgiOObZVmRORbOCOBpUfGZF6O60s7ApHkhUogc2K+IVrm2Yr03ZH1CUrIFxFEfKQXDA24rAdgBgB/0J0d/xZOQajVKY7HIdHJJPRYm+sRX29ejm8iUyal5PYSFQO3i8b13dAtXVznNCBEjKP4Q+3S8ZFngoZEfpPCGf07e/MAzHjzLsqHK5iQ/1zC10PuYwVrUj/WxDfN0Q03ygpC/Z9ScPzS4LxEAKWJq5wCyI1wRbgjQIfTwWGTmgdgytt0NTy/VHkvQccCEtfjFwNunoAG9oKM1lMDRRjB/TgKUAb35cjHtTanVbqvJ+BuWQ0/MJyVtr43PWfGAzCFmoQgJfk06w1BQMe4a21WzZr54CgP5wAgGisci+TxuKb97102WRLgETxK9PXBBlsPH8qstiAShqoJaYGsHoApaLEqH+EU2/qk0Q7mFGxpRxkM28yfJ48EeRHfbNKWADSab1z+RFGI57hc3xUYuV2y/4gBXN4uQRNaPRB6AKYAkIhgiulYGzkTRjz1T+lyBOc5ftNscyH3I/Qeb8hxbdJrtefFVffLcpB2SSMXhY/RmngO5q7aFYgLoRxYD4QegCnocgFIOE13nz3q2Wq8xR6HycNFW76llo+R9HgoH89VggQkTDDkJyc1orj5CfBhNrGmkV6zW/rcMIlc5I/WFJh6AQ8egCkAxPAKZ3BphCUleQ/ic2yoBpHFFgbrqv3CwVZFFAZ8tXg5MIHA1ale8B9d0qeN/l9kOeRHPi64fFpaJgZm5GBC8PGfR0OzyBlGRI4qPh6AGeiKfsUWIJItB/GzmotM52IKYt1oumgS5+GIRAO2fFzXdkmfrQEVIBI9g12PjwzmFrV7lvukO3sCsw2VskYmCJ/InawfcnMPwAykuNZv4WgL6+WlTW1VcPDLwlXjHol6cxPRjMyG7IX5BONwPE7PhftF673EOXEc3ARVhHIjZp+T65hsECcQKwChB2AGAHmB9WSkpKG4pCwVAbCPTTZwyjTPQ9L6UZDUi8rhKIx7JJLmirsWOdpXx4AVNSVFvTTXdEmfSzniUXj4UDwAMwBIgs6fOSQUWY210aMtbQvE3SWlMyaNgSMhV1I6Ny2+ELPKHxnkPyqdTo7ZNZNso2HSVZTrWRQ4Pm4PwAwA4n5KSiesN+y2UlCfJatZFAu4BO/fYvxlvbt6AttbWLW0LUEGQ/5CubJwwCTxgxg+qiVEG8cpMuUBzdLc2m8WADKHB2AWUiS5BBlYgxcskTMunhgUD+IQQ02zHsCs3A+yJH1M9U4EuC/F1ENXHUntlqKdHoAGAFq/ZqaycDb6WYo5WhUV5sOYjL+WfN20AAfXAIiovEhuLyaWeOGikITRJCwUDYvi5AFoAKCLImKtZEDsHAWH6plC0KYnNgfG4qxGOiSGYkvFBtdqrtGPLyvBnlD9e0tB8G6SSy/pOTwAs96uJJccDxduGQ2Hj2/jfx0KWLImtsfQ65D2SBiKrSXWmCdqTE6S/6JroSWT3A4QfX1AA7CsXW7qlj5uCMlnPhcAEj/Y2iTNTnAgR21qWftE80bmI+Azq1ll1HCeqMyYxQHh6BzPaMOU6g0N2Gl78hww643VfufItKRkugCQqZOMwshdBHBaE5VwtRF1YgmccC0pHJYiQQyhtBpRMfUaRnPyVGgXbpd+aMgX9gA0AtAKLGu/cFkM12Oag6LhYXONfEEDpmoqxSCzGiYYCk9a/NXMhdkG8FGSJKvAEv7tg2oAJByL6lpZIqwHYMYbu+HrX9TCqUP1/IFLdfbipVnv1+kIDieLFzxy9f0Cepo1XCr06WY+TK0D85P6Gbf/pY3n6OaDyBILPAAz3kKpVNKbX5+v8buf1Stbm9Qz7XS1TF2sIUedo6NmHr3XaKv9KzoQGxrHW2hwdomUZh5kM6JUrAC0emHCPaKRE5qVxQGjz0Q84fiWQJNPax6ABjbw3HPPqetb83XUmO49ej+5ZbgmLrhAbw6braM+dLHGjRuXu55yPOrGJWCA2i5ot1aAJPl008iAEkbJtjT5LzoecYD2elU6zBcpNyAso8vTjz2oETcu0YQD3uu4eae0cewijZu5TN1Tl2v2vOPf/REPAkWMDErpu2NIgSToIRTiLQlD0W1bXYDhGBLbrVeEWW2b4dxcw4pm/8tK/Wy4sK/ngBngW7dunbZ8Y7amDH1HT5Wm64jFK/TGqBN1wtKz1dJS//N2fWlsI+qec1Vm0myKSY9o9XGHLjZyV7KO03Cd0HTDvSVZJds8ADMA+Ozd12nrOz2atewibR0x2nwJDH5RjkWXW5TQfincOLwp8Kv+ptfmziK0ixIaVhkwfOQsu1403s/lgwhDsX7aI52RkcbpAehwQrvUB2TarKTsLM5kNRpTABz7Xlpd56S10qos/IyEcr3nKrQGZETjALNcg5iEPAAdAJgVZJk0latWDGgpBoR85lKGwzVukb3CYSlGFI/gJmOOsPqoH9ry8ZGHQr5HmNaZFXlDsK0HoAMA8ThgVcBw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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" scheduled="false" 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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="Explore" idx="1" x="-123.99371069182394" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="208,46,255,1" 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="35.5" y="20.333333333333343"><block s="hide"></block></script><script x="36.5" y="63.66666666666663"><block s="show"></block></script><comment x="169.5" y="10" w="90" collapsed="true">SLIDE 7</comment><script x="30" y="132.83333333333323"><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="doSayFor"><block var="i"/><l>1</l></block><block s="doSayFor"><l>0</l><l>1</l></block><block s="doSayFor"><l>2</l><l>1</l></block><block s="doSayFor"><l>4</l><l>1</l></block><block s="doSayFor"><l>6</l><l>1</l></block><block s="doSayFor"><l>8</l><l>1</l></block><block s="doSayFor"><l>10</l><l>1</l></block><block s="doSayFor"><l>12</l><l>1</l></block><block s="doSayFor"><l>14</l><l>1</l></block><block s="doSayFor"><l>16</l><l>1</l></block><block s="doSayFor"><l>18</l><l>1</l></block><block s="doSayFor"><l>20</l><l>1</l></block><block s="doSayFor"><l>22</l><l>1</l></block><block s="doSayFor"><l>24</l><l>1</l></block><block s="doSayFor"><l>26</l><l>1</l></block><block s="doSayFor"><l>28</l><l>1</l></block><block s="doSayFor"><l>30</l><l>1</l></block></script></block></script><comment x="296.5" y="37.99999999999997" w="90" collapsed="false">These two scripts perform the same task!!!!</comment><script x="219.5" y="179.33333333333334"><block s="doFor"><l>index</l><l>0</l><l>120</l><script><block s="doSayFor"><block var="index"/><l>2</l></block><block s="doSayFor"><l>10</l><l>1</l></block><block s="doSayFor"><l>20</l><l>1</l></block><block s="doSayFor"><l>30</l><l>1</l></block><block s="doSayFor"><l>40</l><l>1</l></block><block s="doSayFor"><l>50</l><l>1</l></block><block s="doSayFor"><l>60</l><l>1</l></block><block s="doSayFor"><l>70</l><l>1</l></block><block s="doSayFor"><l>80</l><l>1</l></block><block s="doSayFor"><l>90</l><l>1</l></block><block s="doSayFor"><l>100</l><l>1</l></block><block s="doSayFor"><l>110</l><l>1</l></block><block s="doSayFor"><l>120</l><l>1</l></block></script></block></script></scripts></sprite><sprite name="Counting" idx="2" x="-23.993710691824845" y="-1.761006289308142" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="88,255,89,1" pen="tip" id="118"><costumes><list struct="atomic" id="119"></list></costumes><sounds><list struct="atomic" id="120"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 8</comment><script x="260" y="111.66666666666666"><block s="doForever"><script><block s="doFor"><l>i</l><l>0</l><l>50</l><script><block s="down"></block><block s="doWarp"><script><custom-block s="pinwheel [size] %s [branches] %s"><l>50</l><block var="i"/></custom-block></script></block><block s="doPauseAll"></block></script></block></script></block></script><script x="82" y="247.3333333333334"><block s="clear"></block></script></scripts></sprite><sprite name="Epic" idx="4" x="-123.99371069182394" y="138.23899371069183" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="139,0,163,1" pen="tip" id="144"><costumes><list struct="atomic" id="145"></list></costumes><sounds><list struct="atomic" id="146"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="23"><block s="hide"></block></script><script x="29" y="66.33333333333329"><block s="show"></block></script><script x="383" y="26.166666666666544"><custom-block s="square [side length] %s"><l></l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script><script x="29" y="115"><block s="clear"></block></script><comment x="141" y="19.666666666666657" w="80" collapsed="false">SLIDE 12</comment></scripts></sprite><sprite name="Spiral" idx="5" x="10.309782871542666" y="178.16345710379935" heading="59" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="31,235,255,1" pen="tip" id="155"><costumes><list struct="atomic" id="156"></list></costumes><sounds><list struct="atomic" id="157"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="hide"></block></script><script x="31" y="73.33333333333329"><block s="show"></block></script><comment x="143" y="26.666666666666657" w="80" collapsed="false">SLIDES 9 &amp; 10</comment><script x="32" y="127"><block s="clear"></block></script><script x="257" y="372.5"><block s="doRepeat"><l>10</l><script></script></block></script><script x="55" y="190.83333333333334"><block s="down"></block><block s="doFor"><l>length</l><l>15</l><l>45</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>35</l></block></script></block></script><script x="286" y="175.83333333333334"><block s="down"></block></script></scripts></sprite><watcher scope="Explore" s="xPosition" style="normal" x="9.875390625000819" y="9.87539062499998" color="74,108,212" hidden="true"/><sprite name="Squares" idx="3" x="6.006289308176974" y="39.23899371069194" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="245,123,0,1" pen="tip" id="183"><costumes><list struct="atomic" id="184"></list></costumes><sounds><list struct="atomic" id="185"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23" y="13.333333333333343"><block s="hide"></block></script><script x="24" y="56.66666666666663"><block s="show"></block></script><script x="24" y="105.33333333333334"><block s="clear"></block></script><comment x="136" y="10" w="80" collapsed="false">SLIDE 11</comment><script x="236" y="60.33333333333334"><block s="receiveGo"></block><block s="down"></block><custom-block s="square %s"><l>160</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>140</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>120</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>100</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>80</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>60</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>40</l></custom-block><block s="doWait"><l>1</l></block><custom-block s="square %s"><l>20</l></custom-block><block s="doWait"><l>1</l></block></script><script x="453" y="33.499999999999886"><custom-block s="square [side length] %s"><l></l><comment w="90" collapsed="false">Use this square block in your code.</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square [side length] %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="square %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="pinwheel, branches" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="15" y="26"><custom-block s="pinwheel, branches"></custom-block></script></scripts></block-definition><block-definition s="pinwheel [size] %&apos;size&apos; [branches] %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs></block-definition></blocks><variables></variables></project><media name="U1L3.3 Modern Art With Polygons: for loop" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>