<snapdata remixID="10464239"><project name="U1l3 squiral" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGChJREFUeF7tXQlwVlWWPvmz7/tGFkJ2EpIQwiZiQEBkcwEFXFrt1m67tXt6umeprpqZqqmZmqnqmZ4a7WmX0W5HbRUBkU1FWcIiKgLZIQkJ2UPIQliykYRsU9/FUJEOJPfc9/73/vDfKgur8t5dzvv+9+495zvfcRgeHh4me7NbwBgLlDjYAWiM5e2jCgvYAWgHgqEWsAPQUPPbB7cD0I4BQy1gB6Ch5rcPbgegHQOGWsAOQEPNbx/cDkA7Bgy1gB2AhprfPrgdgHYMGGoBOwANNb99cDsA7Rgw1AJ3JgCH+geo9fRZajhaQIGJU8nZ04Ncfb1oeGiImvJK6VrXVQpMjKHIBRnk7OVBFkeLoU9pEg8+uQE4NDBIl6saqHrfMfKJCiO/aRFUfyRXgGva/XeRg4PDbZ9tb3sn1R08SZ2NreTs6UZTF82mjnOt1FZWTUN9/RQ2J4VC0xPJyd2NHCy372sSg0hlaZMHgO11TVS55yi5B/hS8Ix4qjt0krwjQyhhdTZZnJ1UjHTbezvOtYixPAL9xFs08u6Zuo01CTu2fQDW5hynzvMXxOfSPy7K0GfUe7mDGr4qoN5LHZT6xEpdgW/oQrUb3HYBWPX5V3St8ypFL55NniEB2plEo57OfHyAnD3dxac/ODVOo14nXTe2BUCQtyt2HhKHhbgVd4sHbPZ2qaKOLpRW09DAACWvW0oOFvuBZtQzsw0AAnClW/eRxWKhpEeWksXR0ey4G3N+Rf+3k1y8PCgqexZ5hQXZ5Bo0nrS5AYi3RunmveTgaKHUx1dqvHbjumvKLaXL1Q3k6u1FcSvvNm4ixo9sTgAO9F0j7KHwxkt5bIXxZtJpBv3dPeLNPu2++eQTGarTKKbu1nwArPz0S4L/LvHhe01tOS0nh5MzfJJ3oAvHPADEPi/v1S0064UNZHGyzT2eCihbi88SfIrxqxaqdGNr95oDgP09vVT89m7KenGDrRlQ0/kOXuungjc/plk/ffRO8SEaD8DO861UfySfUh+fvHs9WZSWfbSPQmcmU0BCtOyttna9sQBsKSynnotXKGbpPFMabmhwkGho2JC30blvCml4aJiiFmaa0jYaTco4AMLADg4WirgrXaO13L6bi+W11FZSRV5Tggmnz772Lurr6KLe9i6iYRIgc3RyFP9iD4p/4ege7LtGHsEB1HOpnbxCAijirgzhFrJGayuroYvlNZT08BJrDGfEGMYAsP5InmCXhM9O1XXRjd+eor7OLuq52E7Tls0njyA/pfFwUDqzPYe8QgMJ5IfA5BgKm5WiKxMGb8G817bQzB+vJSc3V6X5m/Bm6wPw7CdHKCBxKgUmxWhuDzysmgPfkouHG12uPkfT1y8nJ3f9HtpATx9hv+YXE0EXz9bRlDkzKCQ9QfN1oUO4p3yiwygkPVGX/g3q1LoALH53NyWsySb3QLU30WhjwWd49tMjIrR1paZROK7H4/npZeyeSx1Uteco+SdEU8S8NM2HaTxWTIMDAxR9zyzN+zaoQ+sAcHhwiHJf3Uyzf/GYpsH4xuOnqP070BlkwDGHbSutppaicoq9f4HgJ2rZQLAFQTY6O0vLbo3qS38ADvT2UfE7u2nWz9ZrtkicTks+/JxC0hIoNCNJs3617qj6i6+pr6Obkh+9T9N9IiInvlPDBdXLxpv+ACzZ/AWlahjPbfy2WBwAUjbebzO2L995iFy9PTR1NxW/s4vSf/iQzdjgFhPVF4DnjhWRq4+XJoRM7PXw1gvNSLTJjTg+mzX7jlFUdhb5x0VqApzyHQcpaa1Nu2j0AyBOpBU7D1LSuqXKxm48VkQdDS00fcNy5b6M7uD8idN0ubKekh5ZRk6uLkrTgSO//2qvSEew0aYfAEu37FX+TIq33qY9FJqZLPZ7k6kV/mm7+CQjU0+lVe/9hqbeO4ccXZxVujHqXn0AiKhD75VOJVcEEnzACZz543VGGUf3ceHUjrwrnbzCg5XGgqM668WNSn0YdLM+ACx8awfNfG4te01w2xS9s0upD/bgVr6xZNPnFLtCzV2DH2tz/hmKWTrXyrNXHk57AFZ+9iXFLJ1PTm78/U3ea1vvKGpW0du7xP7WRSHJCq4Zz7BACoi3KQaNtgDEL/H88VMUu4Kf51D20X5KeHCR8gb9dr9N7C0vna2nc18XkHugL3lHhFJrcYXwq3kE+1NX80XqarogJDlAi4LPzc3fR/nnfrsO8v/3I8r40cPk6Mrfy8Hfmv7DB3Wdp8adawvAwj/tEEFzbqs7nEu+MVPIL2YKt4sx74PWC2LQ/rGRBOaxZ1gQRS/KIlcfz3HHgdMbkQ0wachiIWd3V0pYs4hIByWO3Fc206wX1itl/ZV8+IUtcSu1A2DtoRNCmcA3OnzchzrWBXAwW5ycKHx2Cuv+sW4CC6b20Ely8XSjuJXaUN3h9jiLvJVr1yh+dbbmb8YTL39Ac375BDtyIlwz3T22kl+iDQAH+wcEW4PrFEV8s6upTTPyZdf5CwR/m6u/txAU0qvhjQ2+oLOHG0VpSBA48dL7NPdXTxKNI550q3VVfnaUYpbM1ZUJpJFNtQHgqfc+pbSn1rDmdK27h2r2fUNJa9Ud1tjXXTxTI5gx4XP05RqOXizetDh8aeWvhAJE7h8+FG9CbsNeevr6+7i3W+s+dQA255cJhkvoTHlSAKIlBW9u04SoAIUqFx9PCs/S7hMu+xTAzhns7aNoDd66OCjBD8qNeYOnCD6kyZs6AFU2vaf+/CmlPc17c442LGKiIIIarY6FOXU0NFP9l/k044mV7E/oyNqwrZm6ZK74xHOaqj+WM6bkPeoAxK80+ZFlkuOSSLjBvaqfCfjQEh+6l9wD9HWTyCwQn1CE2qY/ep/yIYVrX8y3Zv+3QnXBxE0NgJBHQ9IMJ7fj7O7DFL9mEfu0h09UwRsfUeZP15s2kR0AcAvwUdoW4KADBhDHD1l3JJci56eToyLpQUcAqwEw/41tIoma08rBlGFmeyGjDZoqmT8xf5y46WQJQetGJb1ShXaV++oWmv1z08aJ1QBY/2Ueixpee/AEhWUms37VNDxMiBpAwsNWWnPBGUJ8m+vjRHTJKyKEJWCEHJW4VfeY1VR8ACJF8fT7n1Ha0w9IL07FRYC3QcIDi0z72b2VMRCJQYjSkalXXbZ1H4sPeaGkitx8vcjbnOpbfABCIhcGlc1AQ0jLwcmRlZbZUd9EV2rOizCaLTYVGj0iHOD8BaXESi+9dMsXlLLRlNInfAByT1hwLcSvyZY2Im7AiTfjR9rmQXSea6GOxlahN40QFpKoEO8VbyuNSZ6g5UOyFwRSTjv9wWc048nV0rfqYTfpSYx9Ax+ARW/tpIznHpaaB9gy0EuOYpQyQK2PKXNSefvGm2aJz9KF05WCUBCWOf0vRIBwwgbTGNsMhBmR1zJtmTb6NXCYIzHfOyJEyna4GERfECtkne2I1CCRK2xWsvSYOt/AA2BHfbOYFzL1ZRrXp3Wts1uUP1AlFIC02VZaRTHL5klpNEND5uzuIxSUEqfJQ4QEW+bzj8iY7sa1SMziyBVXffG1EHY3WeMBEOGzzOfl3S9cuhZYw6i7wW1wepdt3UuBydNYIcORcVEhqTmvjOJX3SP8e9ymEmZDTRRsG6bMnSE1vElJvjwAojiMrKQa3iJgqQAEMk2ctj/YwyY7gGWDz2naMw9IH5huNU/0By4hlLK4Dfs5HAw4arD5r8MNJZfoD14jnlvs8gXcKetxnzwAoVxfc+C49Ou89uBJilkiv/kWWV+LZ7O8+ShKiFi1FvHmm60P3xzoUrJvotH9lG3bL8J1sg2ybUHT5X7IGAO2hFyIiZo8AE9v2kMznlglvQZu5hbInxA04jThsNZQEuTmOSBfGWGusFnTOdOjqj1fURxDE5prS61VKliL/v5N8gDkPlSQJONXy3vkkRecygB8+fYc4e7R2pVys9HrDp8kz9Ag1hsJX5KouzNEtU2Z1nA0X3z+ZT/fw4ODIsEfaQ8madYDINweqGIp03Daxt5FNnl7oKeXqvces1qpB5VDEqonZTwr586CDRFZQURIpoGlA8EkVW+CzJjjXMsAIJOAwHE9cCMH1iZj4oAFNdbY5XdJPxtoG4okJ8nG5foh8QkyeSZp8gDkuGDwyyuFSpZkua2qz/FrlfNdjRQ05OancB8MPvkcHRykg3qGBor/ZBr3IIKkJ5FvYo4mD0DOL+9q2xURVZAtq3ryfzZJ50UgRQCRBhQFtGZDchJYPpzPG5Rj05+Ry+fl2Ab2OP7f79G8v3nKmqa53VjyAOQYi/tJPP7SezTv13LG4ryhtXoa3HVy2EF4cwZNj5UuIcF5flrZZ4x+5AEICtaMH8gFxAv++DFl/kQ+9MT5tVbsOiQo+kY0vH3946NE7FimcT+L2NbIFnN8999fomf+8dcy09PzWnkAchYN+n3Cg4ulF3LiZeTH/kDqPiQERWfLiXiDpVK+I0eUQUBmnU9kGFtzj8Pb47q2ECGa8aScT/Z3y56iOc89Qosfv37yPrzvAFkGhih7lSEZdPIAPLNtv9A8lmmcfSP6P/n7TTTnr+VyY5FDgciJSsPnDftWJHfLNs5nmKvpcuHUWQqW1E38/bqfUfs3pRT2m/XUkVNIfSX19Ldln5Cbm5wvUtYut7heHoDQO06SLKXK9XUhOXv2Xz0utdait3ZQhoI03MhgCJMlr10qXRUJssSRkjHiWjiks2dJO80L3thGmZI5OW89+xvq3pt/w6bxf/8YrfrVc1I21vBieQBy/FYoGgP+m6wkrSjt8HM5nxXnDTSWQZHDAQFJ2bRRDlGgvfY8uQX4TkgsafRcIT8iG4ve+Xf/QfUfHhDdtLs70D+Uf06OjoaVx5UHIIdXhjKk2JvJkjo5EYarrZfoUmU9RS6YqfxD5eznOKfwocEh6m5pI+8pciRVbBNky4/l/OvrVPLGdmGbhH96ila+8LSynRQ6kAcgSmGh7pps42y0obcCBSrZxo073zxOxe7DlCh5eOLy7kC4lU3dPPdNkfRh6dh/vUsnX3qfLno60L9U7JM1rdbXywMQlHJOTsOZbQco+VE5BQWR+LR8gfQ+rCmvVEQWfBQzwTiiS9xcGc5BhHO4y/ndW1Ty8maK++enafXzcj5WrdFHRPIARG4GJ+YJ1SpZMiqYw0hg53DmOCfo0QbGOkGzkv3EtZ2poSBJ0i3G5fgCOdGQT//zDfr27Y/p38oMf/th2fIA5GyyMRLnDYj7OOxr3Id9J1xGHCqXsAwz94JzMECyFuoWyyrDciJF2377CrmHBNDqZ+XcWzq8/XgA7Ovspo66JmlqVe4rH9LsX8i5VDBDlZRCnC7hFpElQWBMlBfjlHrlMHjEpxSULElBSs4edceWj2jNgw+K1FMTNPk3ICbN8cAjUM9x7KIEq6OzM3lHyp0QR4wLHRm4ZhCJGY8MgZzggje3C80ZDvhaT50VY8gyWziHCawPUnA2XrCQB0AOTQqplS1FFdInPRias0G/+dddk3NcyOm6+npR1N2Z3/szHmTDV4XCD8dhbY90htRNKPzLNo7vEmRdlGXQm/EtuxbJ660HQLEPZGoJthZViHWFZKhXC0f5VOzvIHLv5OEm9oo4VGnxJuH4DbEuTnJSxa7DlPBAtqb1lyXBo8XlPAAiSgB5tNTH5fRGkMvgFxcp7XAVu9UP9lCqZOBdCwtNtA9ufZNzXxeK07bsJ99kzOaJmunm63gARC8cx6nKW3Cwr5+q9x9jZ8hxLTTR+yp2HmLloHB8eZgTx20z0bVY8To+APNe30pZDI0+UNcT1y5hJYnDyRuamUQeQf5WtNH4Q8FhjiiGi/f4hW9u7g0cQk5ap8l1/8Y32vUr+ABEeh+8BrK6c6Dmi/wQRqolZmwyRq84WPVf7ZFmwIw8IfYPeUeOJqUtJooUna7jAxAT4jKdT/35E5awJcZsr2+i88dPS7NU9DAglLNAtuWItIvtyLb9lPDQvdKilbA7ytjKajPqYQPFPtUAiEMFp0IQXDJIY+QquEPLD6KLRtcS5hAsbjyw4e9Ov4xiMiaU2ODiUA2AKlXRubIUIytFnBjMkzm/lI+ucK01+j68xaGzIut0HukDxN7EhxZLv8W6mtuEyBNn36jFujXuQw2AEP8RQkWSubtYBEQi4UQNSODXt0UOMGLTiFxYmNrLsgbtbrlICIFBzcDCJHJCibXhaIEoVC3bOCkRsmNY8Xo1AGKicI3E3ievCIB7T6IemiTlfizjFL/7CUXMmyHNtpE1NCp6QqGUw4ccPRYnsWvkfu6+W3atVrpeHYDgBwalxo0bZx1rQaqMldF9oqYv9Gcg4i2rQTMRY4OeD7aK6qcPUrmIb3MSpxqPFVNwWrzVk+4nYh/mNeoAxMAoS8U9ECCmeaX2vHQq5a0WrCUQkcuCMCBICpDdkM1pGfNtrVDVvHLPVxTPkHNjgsMat2kDQGyMUSo1mlkzF5QpMF64hVzGshSA2FJUTn1Xuihy4UwKkUhfBNsHpbH8poaLt7tWrfVUJUEijVNZFHMo3bqXUjbcr9V0zNCPNgDESlQ3x6BrQdNFlUY/llVBQKg5cIyutXeLT2hTfikN9Q8K6bfQ9ERyC/SlS+V1dLXtsvDJwUkuq7033tNE8jvKuSav49VFLn5713WZYYtlvKFs6e/aAVALVSroJuPhTwIH6/dAgJMzYudchzU64yaDmRyN2gEQC234upDc/X1Y1XyEoVApHMX1zKNfp/z8ei61U23OCaXIDZT58baWzQFWnrz+HWgLQMyXm0sxstaBnj6CLrRsQrj+tpIfAS4b5FFzkqpGRrteV3m/LVQ/lzeQChnhVqPByQp9FhVm8eWqBmopKJdO4+RYQK978EOCwzplo9qhweTlVlXNp/0bEDPCrx75Hyp0cTxAKPJrxVZWtZTM/fBvIkyZ9tQamdv+4lqkhsIz4B7gq9SPiW/WB4BYsEo222iDwdE92A/avHzYygjD91/tFUlQsoqnN88VTnWka3LIHkasmzmmfgC8cLpKJAGFZfFqaIxeUF97J5Vs3itSJZFUZNYGsq2jm6smzmKOLo5Z7XKbeekHQAzKTdK51YThisBnPTrbXPWC647kUnfzReFm0cJ/WPhHRJbWSucJ2wF4kwXAlkHwPOvFjZrZBrXfKvccFZ84LR62ysQQbWkuKBP7VI/gAJWubtwLMPvHRpFPVKgm/Zm8E33fgFg8/Fe5f9iseWkAFL6GSkPEvDTyi420qp1xQCrfcZD8YiMoYn66ZmMj9tzZ0EzRi9QUXjWbkP4d6Q9AsYbhYUG9QhKT1rw9VCBHiAshtPA5qeQfF6Wb2ZDAXn8kj9yDfCluxULNx+EqyWo+Eet1aCUAfrcgKOyDRewRrE9W2+XKBkKeraPb9QKCKmRXTBkEC8SoEYFAYcLkdcuEGoEeDS4nHLImWax3PFNZF4CYDcQjUcogMClmvMkp/R2cO7ytkPCNfaPF0UIOjo5kcXYUaZ1e4UHkNSVYVE4f8Ve2FJYT9F2CU+MI/z99w/3k4uWuNI+J3Az2TVhmMj+EOZFBzHmN9QEIO6DCJGppqJI7uTaFsgP2puLfgUHBggFgo+7JFLQwazWMW7HjkBBVd7BALOSOa8YAEGYGcQE5FRHz0+44q2PB2LeiqufUxfJFvCeRwYwDIIwIWTIkt6P27Z3UkFbpHuRH4Vkpd9Kyx1qrsQDEjCBNgTzhO8H1gM9+/mtbRW0PlTj5JEKt8QCEMZGog4wzVeaImR9Mc8EZkc+rwhIy8/qYczMHADF5IUi+PUco4qswh5mG0PW2+iO5wv+pRe0SXSdq/c7NA8CRteMzdebjHHEqVCFyWt+WY4+ISvEoTzGJKVUqpjYfAEdWAxcJlEMhZWprmWBQAAPw4HCfbG9zFbSNca95AXgDiJBz27JPnJZla+NqbKxxu8M+FqwYvL0THlgsfjz2dlsLmB+AN4A4PCx0BfFUZaWB9QTB0MAAnXr3E6E3Hb9yIbn6ees53GTr23YAeMPyw8Mi8UkA8YmVhj0QSNP1dXSRo6uLslaMYYswfmAbBOCNVyLEjTYJhVa/aREE6j7yULiqAxN5FpDoQMUn7PGmb1guKqzbm5IFbBiAY6wbyfFw5XTC37ZyoUjmdvH2oJSNKyZMXoX4Zf2XeYTadth4gpgAmhdUWZ293NnyI0qPafLeLABYM3nXd31lF0qrxf4xasFMGhwYCGqvafSYMjftiu/U8A6wq69UN5KDk6P4e/TiLHuUwnqAqP1/ex7dAchKh5gAAAAASUVORK5CYII=</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="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="135.8644405248364" y="-50.625042882285605" heading="192.39999999998167" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="72" y="411"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="101" y="369.83333333333337"><block s="clear"></block></script><script x="85" y="72.66666666666666"><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>.5</l><block var="length"/></block></block><block s="turn"><l>16</l></block></script></block></script><script x="91" y="277.5"><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="96.0712890625" y="217.16666666666654"><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>50</l><l>50</l><l>-50</l></custom-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="reporter" 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="down"></block><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">This block draws a square the inputs says how big to make the shape</comment></block><block s="doReport"><l></l></block></script><scripts><script x="190" y="225.20000000000056"><block s="doForever"><script></script></block></script></scripts></block-definition><block-definition s="asterick, branches %&apos;branches&apos; branch 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"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script><comment w="90" collapsed="false">This block draws a square the inputs says how big to make the shape</comment></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="pinwheel, branches %&apos;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></block-definition></blocks><variables></variables></project><media name="U1l3 squiral" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>