<snapdata remixID="8566539"><project name="U1L3-Pinwheel / Polygon" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAASeklEQVR4Xu2dd1wURxvHf/beorE3IiJ2Y8WuUVAEO1YsKPZujO01KrbEbmIXe0UQO2KvKPbeECVqrNh7F97PzDmXub29Yw9OlmNn/vDj3U675/kyu/PM8zybJDo6OhqiCAmoJIEkAkCVJC+GpRIQAAoQVJWAAFBV8YvBBYCCAVUlIABUVfxicAGgYEBVCQgAVRW/GFwAKBhQVQICQFXFLwYXAAoGVJWAAFBV8YvBBYCCAVUlIABUVfxicAGgYEBVCQgAVRW/GFwAKBhQVQICQFXFLwYXAAoGVJWAAFBV8YvBBYCCAVUlIABUVfxicAGgYEBVCQgAVRW/GFwAKBhQVQICQFXFLwYXAAoGVJWAAFBV8YvBBYCCAVUlIABUVfxicAGgYEBVCQgAVRW/GFwAKBhQVQICQFXFLwYXAAoGVJWAAFBV8YvBBYCCAVUlIABUVfxicAGgYEBVCQgAVRW/GFwAKBhQVQICQFXFLwYXAAoGVJWAAFBV8YvBBYCCAVUlIABUVfxicAGgYEBVCQgATYi/bdYScJs5HJ6enqoqKLEPLgA0o+GZeZz1V3d9uYcZhzejcOHCiZ2JeP19AsAYxM1DyKpGJ0+KEwWTYvXB7fGqrMQ4mAAwDgCu2LUZYRv3oXjr+haxQaBOkiwp+v6706J2ibGyANCCW/D0kE1IFvEIwd3GIToqCslTp0KX8wFImT6tYjYWlW6BIh7OuLh8C6K/RCEa0ehzS7srqQBQ4SZk/7C/ERF8BF8+f8anV2+Q5ae8aBowGelz/YiV1TuhfchSxRAem7YCucoWxbnFG/H24RO8e/wCH16+1iSIAsAYsNnqNRIv/rmL989eoUDtCri2YS/cFvmgkGtVxcCxikcnL0PlIV4gAJIV0K6uE/I4lcKeQVORv0Y5PL12C1FfvqLLuQCL+7bVBgJAE5rzb9AbbyOfIU+V0kiTNROeXr2JO4fPIkeZIkiRNg2e/3MX3qf99K03tBiMZuummOTgst92FG/jSq8TAIs0ro0s9vkQ/TUKtw+cxPWgQ7ixLQTZSzkgdab0eHU3Em12zrNVrhTPWwAoEdXisq3x4fkruklImSEdkqdKiajPX/Dm4RPkq14Wtcb3oeA8ufoPshX9yaD18xt36DW58vr+Y2TI/aMeQKdBHej/5xR0RYWB7ZC9hD1SpE2NL+8/4f2zl3S8Nw+e4G3kE1Qf3QMZ8+VUrFRbqigA5LS1tn4vZHHIj3zVyqJIk9p4ciUCETtCcWqWH5oGTEG+qmUQvnk/HBrXltWxqWv+bn3QattsfRuyAhIAV9bsjPYHl9Dv59q7w3XBSNjVqYTHl27gwrItuLn7KFKkS4tc5YvDZeYQW+JK8VwFgN9EtclzOHJXKI63D5/i3ePncFvsA7KiEUj63dtNax3ymYcaPj2xpm53tN2zQFbIrI45DTAA75+8TMc88PtsurIeGj0X+WqUoxCSfp6F30Zmu7z49PotMhXMjUq/tlesWFupKAAEcO/YRRyftgJJUySjgKVIlwYZ8mQHsdcR+K5t2k9XRFbuhp5D3iplFOnYr15Po2c5BiDfwY3gENg3qE7hj7wQTiH0c+mJArXLw2mwF920HB6/EL1vBisa11YqCQC/aepp2E08uXoTzyPu4NW/D+lt0HPfQv1qR26RvW4EKdIrq/vu0TOkzf6DURsewHWNB6DF5r/oDjhrkYL4/O4DfRY84xuI1Jkz4nn4bTy6eB0Pz1xF5kL5kLdyaVQf3V3RPGyhkuYBDFu/lyqcGJbJ5uPZ9dv49+Bpalwu1roeSrRzN9DjBo/f0CxwqiLdXlwZhJLtDduThjyAN3cfg52zE+1vU5thaOI3EX7OPVB78gDk/NnRaJwvHz7iy/uPSJ0lo6I5JPRKmgZwVe0ueP/0BRwa1ULZni3pbZeUiO1HcHrOWrQMmkU/8898xFRi71Y9Rr2ua9wfLTb/LVtP7hbMV9zSfgQq/tpeD+CZeQEgNsRSHRuhoLMTcpRyQMoMyk9fYpysihU0C2BQ59GoOqILshTSmU129Z+E7CUdUKZLU/o5wL0vBTA6KhpJkgC6f6xTpABu9hyOxqv/xLLK7eF1dCW9DZNbMlkBH5y8jMtrd6DutEF08PDNB7C7/yT83N0DVYZ7W2dCKvaiSQAfng2jyn156z5W1vRGn9u6s9id/Sai3sxhBgAGdxuLBr6jQOyD3mfWUvvc14+fkalALlqPwBSbwuyAQZ1GwX3pWJBbKzlbZoXNcb3HIDQPnEa/JuYcl7+HUltj5NkwBDTsh753d8Vm+ATTRpMAEukv/rkVvM/6U0WwlYf8/9a+Eyj4S0X9Cri95wS4zhthpLC1DXqjdfCcWCsy8tw1ZC1qRw3dpJye449yvVvhauBuFPVwBgNwU9thaLJmIviTlPUev6HBgpH0hObopKWoPLRTrOehdkPNAXjFbwdSZkpHTR57fp2KutN/ozoIC9wDR4+68HPpgTa75usB5BW01WsUGi4bq//qyPiFqPp7V4t1yANPGp9btFF/659byB29IoL0AD46H47spR0Q5O0D98U+CBmzQL8LXlG9EzqELMXnt++p6cgWi6YAZEokirq9/yR1LlhSvi06n1oD8uDfaOUEbO8+jp5IsGdAqVIjz4cjR2kHg6/D1u+BY/O6ivR/ao4/yvduZVD348s3SJUpPf3u5p5j1EmBrYDSTh9duI7spQqDwXdl7Q5EfY1CCc8GisZPaJU0BeDOPn+CnMl6bJhOn6FyyJg5Xty8h8x2eQwAJMdipbwaGQAiVeTsAq76Z0k5JfOrHH+d7MTb7V9k1EQOwIjth1HItRrdpRNvnM9v3lMbYZ7KpRIaV4rnoykAiVSWVmqHpv6TkblgbuzoNQH1547QP/fxUuNXwEVlWhq4SO0bMgO/TB5oJOSIHUdQqL6xmxb/vGlOM7zDAg/gpVVB1B65vvkgNF8/TX/LXlG1IzocWU67/PDiNVJnzqBY8QmlouYAPDZ5GRxbulAArwbsQtGWLnQ32XLrTAOd8ACSo7o8TiUV6+zA/2ah1h99af17xy8iTyX5toHNfqWrMSv8PHgAfUs0R7dL643G5wHc2GoI/cOytaIZAM8v3ojS3k3pUVuSZMkogFKlnZ7rj3K9dM9npp4BmYJn5auHvndMx3T4u/dFq2+GbDkoXty6T+fAl5Ax86nrFSk8gPzG49KqYJRop3ve4wHcN/Qv/DJpgK3xB80AyN8GmfLZ8xc7Xptd0FXvFi8FkHim/OBQwGoKJkeAjs3rmOyPB/Drx09I9s1cQxo8CbuJbI52egAfnL6CXOWKWW1u8dmRZgC8f+ISclcsQWXLAGRntXLHa1IA5TYLJE6k9sT+FutLifmGB3Bjy8HUH5HZBPcOmYE6kwfqAeRv+RZPRuUGmgGQl7Pc7Y9dn2PXQO/yxN/WTsxYiWJtXJE+Z7bvojLiGd1bJjqO97JmbmFsjuwWPN+xMXqEbcbJmWtQoV/b7zK/79WpJgAkrlZZHe3AzBhyAG7rOgZuC0cbyVn6bHVixip6UkKMw9YovsWbodvlDSa7Ct9ygDpL8OXwOF9UG9lNvwKSc233JWOwskZntD+k87C2laIJAJnrO4NMDsBLq4P1xtyDI+eg5rjeeh3KPeBfXrMdabJlxk8ulWOl69V1usJz70KzbXnvamYyIg1e33tEPXfYCnhj2yHYu9WQjVOJ1eTisZEmADz592pU6O9J4y6IUykPIFOeVObXtx1CYbcaZiEkF2/tPU6N23J+f3J6ZD5/luqYN4aztvwu2NL+Ekp9TQDIhM1WMh5AZtwldXgD89OwW8jqWNBAT+ZMHcSD+p+doaj0LdqNb0iMxCE+8+H812DFemdnwuYayAH44NQV5CpvOztiTQHIdsI8gGucu6Ptbl2AEfNIYUqXW61isrcRN/yjU5fTXSrx6SOB7HH12zswYjZqTehDp0WO3rKX1GXokgOQuY0pJl3liokeQHZ4z8uZB5B3c1Kqi5ggVNqPqXrEOZb4/bFy4q9VqDigHf24e+AUOM/QraQ8gC9v30emArmxuk43eO71jesU4q19ogdQTpLmzDBH/liEqv/rom+2vEoHdAw1djr9XhD+G3IG+auXNQnAPIdG6Bm+xQhABumxKcvhNLhjvAEU14E0ASAz6pJ0G62C5xhsQqQCJKGP1SQ+ftKTCNYmtoZoc0rjDeaknhSo0IlLUGVYZ9rFwpLN0fWi8RlxXKGIz/aaAJB4wHQ6vgrsNkUEfPD32ag5Xvdc9fpuJDLkzWFS7tJnQ74i2WBYWkx5rTBfRL4/EqxeY0wv/VdvHz1DOkmopylnBUvnpUZ9TQB4Zv46lO3RQhFspFJAo/5oucUwom1Hzwko3LiWrLuVNRQ3K6+LUXwHH6NCxiB5CRv4jqTD8ek+iENq0mRJcWjUXNQY+x+s1pjX9+5DEwDyQlzj3ANtd8+nX/HHX1IH0DcPHiPqSxQy5jNeGX1LesArdEWcQyOJNw4x27Azan6eUvd//oiQ9xu8G3oeeauUpk0Dmw6Ex8YZ35sZq/avOQDNSS900hJUGap7vmLF360vWm3TxQdLC3Ht2t59vMk8MXJtTs70Q/TXr6g4ULerlRaya//BIb9BhBxzQmB1+Z37Nm8fmseGFFOZGKxKjJU70wyAvPni2NTlcPpNt1PkA5PIZzkzRsjYBag+ynw6jIsrttKcgSS3jLSQtBpkd83CK03pcHmVjugYqvNwZkV6AkIcap2GeFkZA/W60wyALOiIiJqkxi3jrQtAJ4UFKLHPy5zawevYKiOtXNu4D0Wa/hKjtsizWtEWzgjyHq04Efmp2WtRvk9rg77Zma+pAXl7IYsTiXFyCayCZgBkSX/k5E9WqJxlixpckjoksIuzC9RHn9s7rKbG80s2oXTnJor6W1jKA10vBOrrkvyBds46Z4hZBeqjrxXnpWhCVqikGQClsmLhmOz7bV3GwG2RoTvWnZAzNCuqtNwIPgz7BtXiLH5zwUpyfxTmBgzftB8OXAq5OE8unjrQFIBhgbvh6KF7+5G5FVGp7A+MmIVaE3TBR5YWc4FOctkOtnXxocnR/1uJzYeBWjofteprCkCph4nU9ELe4dHl/DoDXcR3uOOaOt3QVnKWG9Nq+PHVG6TKqAtst7WiKQClqx7LShWT0q6u20WDfjL/lDemqnG6vqxSO3gdN978SDdJ0lzUSpxb4zSx79hYUwASOR6dtASVOVuf1H2JvKeDhGeaiq3Y3mM89RNk3ilx0Q1ZgTe1GYr2h5YaHa+xfqVmF+lZMXmPScNl4+IyDVXbag5AIm3psRefrZ5pg+RktnevSTNQmSrE9HF08lLZ1Bqm2pAY38/v3scYwyvd8ZL+eLcs8tmWwzGZfDQJIPnxoX8uNnAU3T98Jmr/2c+IG3MZ8aWVSd0KAzxR2P0/V/5Pb97RYCGXWcPoax5iKtLNBqtPUrI1V5gaOKYxEtJ1zQJIlPDp9TuD81zytiIeHl5Rcuk7zCnS0hDJ2wdOIVXGdEb2SDLGzLwu6CdJRHnFfyeKtaqXkFiK1Vw0DSBJSi5N9k3eUpTmB/nbLnHbIof/JJ+MNQt/TCjtd0PLwWgWYPgKsOVVO6Ljt6RE1pyHGn1pGkAi8MNjF6CazDnv48sR+LF4IVmd8E6hcVEanwpErh+5VVTOZzAuc1C7reYBJArgXZ14hZz1DcTP3TxM6og4gjZaMd5iHZKk4yRoyVx5cOoyfUUXX0jk3Y8l7C0eLyE3EAB+087x6StlX4W1teNINFwef2YO8g6Q5Gn+S1aekOGxxtwEgJwUyVsxk6ZIbiTXeYUbouf1rdaQt9k+yOvC5OKKSSPi7lWyQ8PvPof4HkAAyEn8beRTpMuR1awOtnT4HZny59THk8RFYde3HsTewdPReNUfRrdbvt+lFdqi08k1cRkqwbYVAMqoZs/AKXRjouR1WORkhLzqi2XbN6dpkpGV2B/JS2myFTN817BcuwWOTdA9bFOChccaExMAmpEi2e0SFyeSDFJpISaVrx8+of68EfSdv2d916Px6j9o4nOlJb5u+Urn8z3rCQAVSPfC0s3UESF/zXIKase+SmJINmTprxcAWiAxkkmVnOMWbWFdQ7Q0WbkFU7L5qgLAWKiQ2OjuHb2A8n3bxKK1rgkxt5CAKHKr1nIRAMZB+6/uRIJsWCwt0YiOMULO0j5ttb4A0FY1l0jmLQBMJIq01Z8hALRVzSWSeQsAE4kibfVnCABtVXOJZN4CwESiSFv9GQJAW9VcIpm3ADCRKNJWf4YA0FY1l0jmLQBMJIq01Z8hALRVzSWSef8fKkjrEUf3QGQAAAAASUVORK5CYII=</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="false" 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" idx="1" x="4.547473508864641e-13" y="29.999999999999915" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" 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="308.999999" y="201.16666566666657"><block s="doForever"><script></script></block></script><script x="39.33333333333334" y="114.66666666666669"><block s="receiveCondition"><l/></block></script><comment x="164.33333333333337" y="55" w="242.66666666666666" collapsed="false">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="161" y="195.8"><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>90</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doRepeat"><l>19</l><script><block s="up"></block><block s="forward"><l>40</l></block><block s="doWait"><l>.1</l></block><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>19</l></block></block><custom-block s="pinwheel, branches: %s size %s backup %s"><l>10</l><l>30</l><l>20</l></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script></block></script><script x="533" y="46"><block s="clear"></block></script><script x="616" y="438.9999999999999"><block s="clear"></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>30</l></block><block s="down"></block><block s="doFor"><l>i</l><l>3</l><l>14</l><script><custom-block s="pinwheel, branches: %s size %s backup %s"><block var="i"/><l>40</l><l>0</l></custom-block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script><scripts><script x="248.66894831250022" y="142.000004"><block var="size"/></script></scripts></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel / Polygon" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>