<snapdata remixID="13770222"><project name="Daisy Design Optional Project" app="Snap! 10, https://snap.berkeley.edu" 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nzFvgeMlI2ZHFVOD3QDzZExPp3+95ANC9H375i3hqeAHizN74SLBQBkyZKSLF3+lV155hbZv3kwFChWi3YcO+7jWABpsKWCmxrVrOXoGAMSSpctQ2xbNhYfntQSvUuGiRWnoqNG0+KsFNGr8BDEM2BARgFC/YSOKGSuW+Bs8PeUrVaa7d++I4FV25EMmMLjLGrfbIvHRINnLsenW4yeiuFmrhVJWPDzcz2Oy/JvF1OCtJm5dWP7ulaE56CKgzp5XcgWgasRLmcKFaM/hI4bf1GlQvM3xFsZBoMePHBHGTo6vmz9rFqXPlFGcgwCku3fuUMdu3fya7tbhffrx3DkR+Dll3DjavXOHOAMh9AqZrWCuSZc+PRV/frd39fLlNHfmDKFJs3Jz+NB3lCdvPrpz+xaBkXEcyJYqJf10/QY1rlWTcJcEoWOsILGbr1HNGoKh5SwQeCGhXYMtmb2c4v/kCckMbX6hzbff5K0YbQRjFvPC0DzeqAhYcAWg1fZiBy4WgNVWySYLt3RmbOxEG7WfXxwK+z8lR37bxo0aSTOnTKYcOXMJZoYBG9cdAZLvz5wTWyTAiAdnpAQJE9L+vXupbccP/Pyz8lw4shl/wyEbWmzMmDHp9j9PiRlaLo85gVWv/vGXD0NDwYEnoUv3HlQwZ3bjjgUyG6zess323TQzNO4qn/zlV5/ysH/CgI5HdpH1/rCrEkN/tXyFX/9Wc1NhNQ7WUClrV8YVgFXCS9KWffuV+5CFggVlE4as5W5ev566tG9LadKkFQZtPKd++IFeevllGjJyFHXv/IHYwt7OlplS/XGXnjVsIraxHLlzU6OmzXzGYlaOhJY7fZqwUw0bM5Y6vduGzly6QmEZ0/sETpgnJPtyASwAHmaYs6dP0dut29B7HTpSlVLhtEXSPhFc8UG3jyhr9uyiOShDOAr0GvAJlSxd2ugCtk2wFyJo7M7T61etopr1Im2DsK3CLfjo4UPjuigCFRABjvMs2kAUep4M6en0xUsE99u1q1d9GNppwawYWnmBpYIqtwHd2nUF4Kghg6n3JwPd2vH53ayNYnFxtoJ7S44AsWqUmRKMNfvbSC/AS5fuEBLrQMvE9swPNFAsFgyjclo2/I4tG7a8g/si6Pbt2yIlBrZjZkZuh43ovN1Be4WRGgZg+J0TJkokDMtzZkwX2m+/Ht0pvExZsRXv3LaVXor9Ej1+/IjmLl4itnhozhWrVvNhaBjKASBEwCBbxBt5cvnccYYmjmhtMDTGy7uE0xaHF716rdoinpDPiV4WyYqhvdRH2RcCwGWLF1HDJk29jk0Ehl6+dElsebnzhBn3TRGNsnDePCM0nhUJcw4/vP1/pogr+j2xYjOVr1zFMkdMkzq1fYI+Idgn//xDCRMmpK69ehvjxj2JDl26ijbyFXjdGA+M1nhgWK1Rty6dOnFCeDRavRV5a654eClKnzGjYOjLly7SgqXLDYZmjRG/4YoAGHrezBlGVi8rofXs0plGT5wkWAxAY4ZmP7gcAOF00R/KxrkzZ2jLhvUGQ6ssEvzKTgyt0gaXeSFbcKWSxWnb/oNexmWYPHC2AHu827yp8rXNFo0aUM5cuSln/gJUvk1j0e/JtTupb9fONGbiF9S0fl3KnCWrkW0KZz8w64RpM4wgUdSxOpDz8SBvpgx0UgokkBm6W+8+wrUHJu7dtSvFjBXT5yI6B4/iPguyK8AFhquYXlxTe3fupNqVKoht/c8//qCkyZOLF1LlkRmaNWHUY4aeNXUKpUmbTjC0OBtv2yYYesOuPa7GaRwpkMFM9XkhSkiJ/HnpwA+RLKHy8Bts5anAuapC8aIUK2YswYxgGISunz93VizGkH4fC+0T5ZaFZaO3HkeGRc1NlIJ6XL5hRGPI2iH7ZXlsbhZ6Bib6ho0Q4ziwdy+NmzqNzC6tfFky0dTZcwUYZeUJF8Xhy8VRo3L16mK7h4asYoYCQ8NH3ePjfuJKAD9g6ESJEtHO7dvof54+Fb+Bfa0YOixfPlENx4932rxrtBOIJmteU2ZolbV+IWYY8xbnNDAGn3ygVpmIXIa9GjcTxPCpmvzPyEwIrAiwrUwGoFmbs7v0VLZIYWrSogVN+nyswdCI0m7T/n2jT7Ai/MBItwtX1+mTJ4S7cOmihXTu9Gmq36ixYGF2eyH4FQw9dEB/cVbkfIAA0I0b1/0YGpkUwKB8BsV8cNOO88bYvUhy8EX46wVsGdqr3OXyYOjS5SON8aF+XJUQnBl69OundHcWg21UqyYtXbfe87jBHjCpwBiNBwA8kCQFpXv4gNL/fZ8YgPgNQINSAUDAAIwrjnb+Tzuf8eRxnwvDNWvnYDGkCGGGRuhTjJgxCWwHMw62Zr5AhTcf95LhgUBQ7YZdu4Xy8c8/T1zj5WRgWQVyQA5IAWfl7DczdLF8YTR20mS/rGCqqTzsFknFG/LCXHHYquRIYLtBQ3DIMMW56zwjUKowqUsnyrRqCV3s1pc+6NaNpubMTCcr1aDJkycbpWAsXrN8GR07fFgoIeYIXqf+wdA/nj8nNFMoP48fP/ZJLA4mXzBnthFwin8XKFRYBKRia+T0alioHp0+oB1btxiBsWZTjTwOM0NzJA/vHGwKYqO+XBemJZmh8RuzoTkYIRjZc123XDduRx3VMbgyIBoK9SVlLAAui7NPc/SA/tRTSo2Lg/r00aOpeKWKBmMhgOH+/b+M+xxOE5ZZUGZogPj2rZvUrWMHOvTcT4uxfPhcEZHbhFb/1dw54szF50HcfHu9UCE/rdfKsGvF0JgD7KGYN4+RAz7N9k28aK8XLmwM6eTx48JchMcqHEsloacqSMzlXng4FtxJ2XPm9AkSlQeFRZs/+0tj+/Q6MbPnBNtZsuQpfBJKwi/72/O7Gtw+giBwJwQLbs65Zx4DFvjE8eM+DG0OJeMt0S4EvkGNauJTDTzelHFfoRt/P6IaZcvQht17fLrkAAv+oxVDs+cF3hooX7JdDXNDEASe7Vs2U8UqkVlZ+TEHnJoDUr2ugVV5OxBHS0Cq01asov05CcQqg4BVpDPOaffu3TVYcMvGDbRqyRKqUKUqNWyqZqu0Cu/C4jP4KhQrSju+/c5vuOEFC4gQMBz89x07Lsw8sCu2atee4sWLJwzW8iPfqDM3Jp/9WHZWwb4M4jfCchsMjbasZGMVLpc9TWr68eq1gLFoNYdoC8nnPC5WB2fEyOF2f6APB29yfXO4E//99xs3KEXKlOKfPA6cm2C05oBSuzHI26IMQgYStlUVFkF5To4E4OLlQTDohDGj/RiaNXq2P8r+cD7vAYB2+RE5lMw8JzuGdkuCGej6cL2o8HyYx6B0BuRKnP/ODEKrG1SBTtbtNpccAIvFK1i4iLhZF0gIOicsApDky0TmsWOL3R+x1y9gFobY7Zs3ib7h4lu+eLFQbtirw9cNenXtYkQsy/dn+NsmXi7m2zE0j/ntBm+SHHBw7bffKPVrrwW6HEZUuRVDB9yoVNETAFGPQ4Lkc1uwF6FlQKtkBMAWhEM48pvgaidu7yMGzi7TFrRd8+1+ZqBSBQtQmnTpRZwgGGTf7t0ipg+GZs6w5cTQMMPAnANPhszQTouD1BfDPhkgAmPdji8wzn8y/FPRnApDo5y8HnYJklTBA7Y9feqk6xlbtb2gGJAr89nEKuzK60DkBXBjP3PbCNgcP20GtWjTRvxUJHdOcd/XnBwJDA1HPyeLlCNzWJFQHbd5jG2aNqHZixaL6ojlwzc8kLoDgax4cPV02rz5NGb4MFq9Yjkd/+lnn1t8SJr0w79+se2ex+fE0HaVsWPBVXndIm+OynzB0DnSpA4o2EGlfZTxzIDcsHw+cXuLrQYjhz+pXEy3mxCc8vBhcs5lq08WWDE0e0ngvoL/U/XLmGaGtjqUmxkaRwS7xy0JEe533LlzJ+AcLzJDq4LCC0OrtmlXLmAAokHzuYAjna3Ss/Fv5rApsBMSNaoCwDwR+eANZWho/340eOQoEacnP58NG0ojBg2kJWvXC/8tP4j4RjCDyt1mK4bGF53kgFS5TzNDm8eOHQRGbacEn7A1Xr77R8DrbGZoRJeP+WKywdBo+Mb16wEzdMADe14xKABy54GE5cjMEYzR1I597TRIs8Dgw+3e52NHM44TQ7tdYQRoMT+rrPhORxhmaE4vEuhCB2s2cWPoQMfF9aIEgDXKlRHhPpz8Z8DQYX5Jg9YsX07dOr4vLnabP0XglmTIaZIIc0+cOInfV5CsGNqqHWiyMKw+efrEkgWjUsNnhh46egzRs2fCjcjXJ+0Y2ouL0Wp+TgytAh4VpVClnZBswdxosG9JMNsM2BceA7ub+s+ePSPc9jp3+aqfDMCeSFJplRSpcK4c4n4Jtme7x+67HnJ5c9Jy/g1HkpdffsX1i5UqDO0EADeGDgY8UVE3ShjQa8SMeeDwNbdr2ULpHCbXBYAmfznbSKNrJxB+i80MLb/dBbJlET7vsZOn+DG0VbJJ9NXqrcY+ycit+keSS9z2k79Th3HjclLZihVd15AZWiWhumtjHgsEc8FdtasoASA6CzZHDEKcfjx3NmBlJH2SRHTpzj3LeVsxNLRw3HozXxa3SjRpxdCq/lAzQ/O5TzWjRCAGdhaCCkM7AcWOvVXBpVIuygCIhDZ/3L3rl5xcZRAoY/epVbv65vhBlLM7r5hdV3aHf76Ta/7dKhoIYVjQJt0eOdE5v6Rutj9uU55PIMqECkPbjR/2TBWGdpu/2+9RBkD+uIpbh25v3OB+fT1vxdwmQtQRIKDy2F2PZJ+xWbuWw88Dyb2XKl4cuv7goRFAqzLGYELsVRnabhyqDK0yD6cyUQZAdIJEPLjX4Hb53G5AHImrYpaxy1tsd8laTjnmdjBnf6rMhMzQXjJP8Vh4PrgzzB+7DmThrPLa2LWjytBW9VUZOpA5mOtEKQC58WBcdJwdwC7pNwzPjZu/7fhpVysQemVoGeDMhnbKiN1CyHOAOSVxksgQLpXHjaGd2giEobk9vuKgMsaoKBPlAOSDbzChQXbh4HyGUrFNyQDizPhgaJhsVD+qLdvgcFEHqcsQ++fE8BxkCuM1B8nKwbQqaTBUGdoKAF4Y2lw/Kr687hWUUQ5ADOCdRg1p/tJlBBscMisEsiXLCbHl+L2Fc+dSs1b2XzeXBYAAAESqVK5eQ5hY4sSN65PIUVVYcrZ7OX8L5ic/bDPko0TV0uGEPINmW2JUpM/NmS6Nn20TLybyBjrZLu3mHKzBW1WWL2QLRidd27ejCdNniP4C3ZKxbT59+tRIN4aPTZ85fcpRSQFLyl+vRP+yQuHFNIGtDIEKnIN62ID+dPXKFVq3aqVPag0f0H86nA5GRLh+wd3uDOvlrq2ZoQO9Sml13SFQQHmtFxIG5EEgKgThQNVqRn5JnQMSnAIwUUbOKop6KePFEQ5/p884WE0cLr4adeoaGQFGDR1C2EoRwQyGtnqQYQDG4xM/X3CUpd0nC7wwNLbashUqUvwECQRDx40Xj5IkTep1DV1jCu0arFKqJG2JUE885XlgChVCCkDuH/n7cK/WnHzcbXwb164Rd3I5UgaBpSMGDqQVmzbbpsJA5i34nBFj5wRYmaHdxmH3O0ADQzHPK9CrioGEs2FMdgztdDUW38hTYehAZeK13gsBIA8KbNjunRbiGqKdIgADaKNaNejinXuWn1/wOkGn8maGDrTtYBgakdf4ngkeZmjO4BUMQwc6lxdd74UC8EVPTrW//0SGVh37f3s5DUBpBf/TGPq/HVwq49cAVJGSLhMyCWgAhky0umEVCWgAqkhJlwmZBDQAQyZa3bCKBDQAVaSky4RMAhqAIROtblhFAhqAKlLSZUImAQ3AkIlWN6wiAQ1AFSnpMiGTgAZgyESrG1aRgAagipR0mZBJQAMwZKLVDatIQANQRUq6TMgkoAEYMtHqhlUkoAGoIiVdJmQS0AAMmWh1wyoS0ABUkZIuEzIJaACGTLS6YRUJaACqSEmXCZkENABDJlrdsIoENABVpKTLhEwCGoAhE61uWEUCGoAqUtJlQiYBDcCQiVY3rCIBDUAVKekyIZOABmCjB8HXAAAAMElEQVTIRKsbVpGABqCKlHSZkElAAzBkotUNq0hAA1BFSrpMyCSgARgy0eqGVSTwv5NvgbY+XoUsAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Daisy Design Optional Project"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="cirkel %&apos;cirkel grootte&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="doRepeat"><block var="cirkel grootte"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="cirkel grootte"/></block></block></script></block></script></block-definition><block-definition s="Daisy Design, circle size %&apos;size&apos; space between circles %&apos;space between circles&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="grootte"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block></script></block-definition><block-definition s="Rainbow daisy design, circle size %&apos;size&apos; space between circles %&apos;space between circles&apos; line thickness %&apos;line thicknesses&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="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="setSize"><block var="line thickness"/></block><block s="down"></block><block s="setColor"><color>235,12,0,1</color></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportQuotient"><block s="reportMonadic"><l><option>abs</option></l><block s="direction"></block></block><l>3.6</l></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block></script></block-definition><block-definition s="Thickness changing daisy design circle size %&apos;size&apos; space between circles %&apos;space between circles&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block><block s="setSize"><block s="reportMonadic"><l><option>abs</option></l><block s="reportQuotient"><block s="reportDifference"><block s="direction"></block><l>180</l></block><l>30</l></block></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block></script></block-definition><block-definition s="Double daisy design, circle size %&apos;size&apos; size between circles %&apos;ruimte tussen cirkels&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block></script></block-definition><block-definition s="Tripple daisy design, circle size %&apos;size&apos; space between circles %&apos;space between circles&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="setHeading"><l>120</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>240</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block></script></block-definition><block-definition s="Tripple daisy design horizontal, circle size %&apos;size&apos; space between circles %&apos;space between circles&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setXPosition"><l>-120</l></block><block s="setHeading"><l>0</l></block><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block></script></block-definition><block-definition s="6 daisys, circle size %&apos;size&apos; space between circles %&apos;space between circles&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>-100</l><l>50</l></block><block s="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>60</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>120</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>180</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>240</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="setHeading"><l>300</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block></script></block-definition><block-definition s="improved double %&apos;grootte&apos; %&apos;ruimte tussen cirkels&apos; %&apos;hoeveelheid daisys&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="down"></block><block s="setColor"><color>15,2,0,1</color></block><block s="doRepeat"><block var="hoeveelheid daisys"/><script><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="ruimte tussen cirkels"/></block><script><block s="doRepeat"><block var="grootte"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="grootte"/></block></block></script></block><block s="turn"><block var="ruimte tussen cirkels"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="grootte"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="grootte"/></block></block></script></block></script></block></script><scripts><script x="372.99999999999994" y="290.8333333333326"><block s="setHeading"><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="ruimte tussen cirkels"/></block><script><block s="doRepeat"><block var="grootte"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="grootte"/></block></block></script></block><block s="turn"><block var="ruimte tussen cirkels"/></block></script></block></script><script x="285" y="144.83333333333331"><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></block-definition><block-definition s="improved circle daisys %&apos;sizes&apos; %&apos;space between circles&apos; %&apos;amount of daisys&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="down"></block><block s="doRepeat"><block var="amount of daisys"/><script><block s="doRepeat"><block s="reportQuotient"><l>360</l><block var="space between circles"/></block><script><block s="doRepeat"><block var="size"/><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block><block s="turn"><block var="space between circles"/></block></script></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>2</l></block><script><block s="forward"><l>6</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="size"/></block></block></script></block></script></block></script></block-definition></blocks><primitives></primitives><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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