<snapdata remixID="11136052"><project name="U3L5-Curve-Stitching- Pedjumar" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFJ1JREFUeF7tnXl8U1Xax79N06T7DpTuBQq0gFQolk1ZBJFNZZNBVqGgjiMv81LFQZRB0FdecUZfho8O4AKIiEhRWRTZZClSKPtSoEI3ugDd27RNmibvJzdtLQ5LmuCE4Z77T9Pk/J5z7u/55tybc88910HzjNGI2IQDdnLAQQBoJ+dFtZIDAkABgl0dEADa1X5RuQBQMGBXBwSAdrVfVC4AFAzY1QEBoF3tF5ULAAUDdnVAAGhX+0XlAkDBgF0dEADa1X5RuQBQMGBXBwSAdrVfVC4AFAzY1QEBoF3tF5ULAG1gwMF4XVIbHZrZEEXeUgGgDflXGE5JaoPiARuiyFsqALQh/0rVx5Jar5tmQxR5SwWANuRf5WsGT1dkBlFsTXdAANh0zxoUav+npdfagq9siCJvqQDQhvw7dxkqqauPbbUhirylAkAb8u/Sr7+krtqz24Yo8pYKAG3Iv3OXZ+p6wC9siHJrqdMoqNn4u4S+Z4IKAK1MhYNjKeqJz5rPAdd8irHWy8pIt5a5vAfBY414Vc/h+L6FsFxN7aG7Xo1dAwoArbTfKWoxhGvM6gw3alLnWBnp9rLLfznDwD92bCjk5pRHz/B/sOqtt9AuAUPe71Ltvy2oANBKq9Uxf0R39jVJreqwCO2JD62MdGfZbN83+ebkGzctqNL9wM41rWlVGIl26Z1j3WslBIBWZkQ99jlylC0ldZA+D+36f1oZ6fYy9YsQ/Oq/lmmuf5njBxajW6jAcPF3qfrfElQAaKXNqpF/puLIDEnt3m05usS/Wxnp1jJFO2i7R0tNrRpN9gJ2fPk4XfLiqNlw16uyW0ABoBXWKx/8jNLuO3H78HNJrXlhAl6HBqA/PsWKaLeWuK6F2sOg/eCuhr2nggkArUiH07D5FKgM5FWFSOqWLtn46xTUbFlgRTR5SwSAVuS/4skFeG4aQbV7mKR2rsikbMQm3L+db0U0eUsEgE3Mv2PUfqoffYezRT7EfGE+BJ94ZgIdfItx3vUqtakPNzGivIsLAJuYf830aRRrq4lY15Fcv7GSOrBwPenjzuCjdsZthZgZ0xRLBYBNcQtwDN/GycdX0XW1P2WGxZLaUzGHoxML6Lx9MrUZQ5oYUd7FBYBNyH/FjJnkehYT/d0wDrVZQ+y2LZI6Zcgwuv8ykXNPbCGwzAf35f/XhKjyLioAbEL+c3ttRB95mPMaN4btLkNXuERSq/wS2NLfk/ZuGpRpDxGYNKoJUeVdVABoYf7L+q1F4ZJBqiaYbnsn4+T5EWd8e5tuSaJjURI1Zc9zpM8qotyuYKgKx3PPeAsjy7uYANDC/F+dPpMkvwyGf/wcpfpYtN67CUofJ6lzItahLumPlzKFzdP+Sa/CcFqsEIdhS6wVAFrgUtqk18ms8sDPrQhlRgle518hrFCNsSZIUjs45ZDpp6W0/WL04T4UanwJcykncvVCC6LLu4gA0IL8X+r+DVlx26jICyP2ajEt95rP/d4ZZ54B8+q6F6S/eX0SSGnhg3vLTEKTh9D60FMWRJd3EQHgHfJ/Yvps3GsVHDBU0v+H2bTy/JnN3kE8cuoh3KpdJbXGuZJ9DxxmeEkOl8t6sPvx9+itcKXC0UDMivfkTdgd9l4AeBuDcmJ2EnRiAN+MW8RDue4E7p3F4smLmbPq5pNP6z/L7fM+hwPLeWrd69THEBTe3AEB4G3IuD7wE77uu47Hvn6F3LgfKT41iCcODmhQzI3/Wnr99srRDe9913MnPg9sJzD5MX4c/b+M/mkczXZMFfzdwgEB4C2MOTZoJZVaN8Ir3TiNJ30yw3AvrcZQHcXfxiQSv3UwnpUukrrMtYqVQ7/nvzeMROGcSoWXM3vDMulEGRmuGlzVGrpsjxcQ3sQBAeBNTNk0eS69cyPZEJ6Or0rH+K2PSJfYPh+7iAdSJvNgega1hhsnHTgq9nM8IpxTsauYsH6edMlu7dB9FOlUjMmI4EBgGiNWvS0g/I0DAsDfGLI8/mVmrHyX1cM/w69ZJkM/mc/GGW+jPDuYMZq16E4sQalagV43HYOD+UGjCqNDw3uqmAQ2uI1H3+F7Ri2fy9apCyi8HsakzVOojy0o/NUBAWAjGt6fMYvggnbUhB6j94/x7O1+ksLScGbnlaI/OAZl1DL0qS/yzrPL6Jv8NN3PmZdlOxR9nZ/ivuLVT19EGb0M/bkXUfbcwHstvfDzyqDPoc4ceGwlTllduOJ/gVnL3xcM1jkgAKwzYkl8AuFFrTkXkEVwQSx+OeEMznJFlR0llUjqeI2dPS4yf0Vv1N4T0ZasuQGi+vcWTD/AgJ/b0utMc+lzXUgq34dWUhiUwRX/FKLzQ8nwvUTCSvNYotw3AaBpQHnKW7z62Wv8adbfGZ/jQeSe4bSM+5JLKfFseHIXw77vQ7vsX288V/vNQFu4/EYAf/PehZBStgzey5hvH6V17Erykv9AWr/NrA0q5x/v/7mhTgGgzJ+YvmbQOjCE0Fx9Hr9LD+Pjd5btftHURibz0pLJqJ6Yh+67RZhWQqhf/eCjsVu4pu7NG6u9JX7enFRCc+0Bnl8/TPq/vmy9dmnCKhzT4hhUeI7iwg4Utt7PNW17UGQzcbv5erJcN9n2gHtifuZKcz2uulKyItPRGYNobdDRacdg2lcXY7weLjGhiEzmy6COJHVLY+7KTrQodkTpkoi+auQNzNS/d9WnlrfjT9PrSCR/yDmDIS3ODGWzDM47+3B64PdcUqhQOeQQmhZBpcqL4GtK+p3oIUsGZQng3Okf8/aKaYx4aykzvuvLodg0FiwbyalRS3hgYwJb/2stR4uHMjjZhW4X1BIY6q7xaI+uNEOpvIhB3/YGYBTKCxj07cxlY6ehTTFPzT/STsv3cVV09dnK0A/GN9Qx/8VEuqdEsvyJn9j02kvUt0luFMoKwDcnraNbWggHOugI0xTR9nwUYU7pXDQ+yrneRwlL6cLI/a7SDwfTjw9lp7XoT5vn9ak6LUJ3ep70em872BwDKr0ZF50Shp+APhfM/zcuWx+jPmbiw5Vkxh4j+kBX2jrsIrMmggvtU8ly86X3WRVHIrN5Y7V8DsuyAHB9v8McaVdCeEE254OaE1qjxSOnG4XBxUxKbEVonifpvRKJSBqJ6a43051tZS6wa8ZqdhRNIqwQnk7NJiLdfB/wnbb0iGy+igoh0w8G+q7m0eWT8KyiIXZ9XVkty1g98jJ+V3woDzpClpOa9jnXyPAPodsFb8bueehOVf3Hf35fA/jy83vodVrFxZBQTrRLpnV2GG001+i3N4rQ/Fak9NyEx+URbH7yKEUFXSXQHm6zhOiVCebzNu98jCUBNiW5cYxz8UvY/0uCBKav/1GGf9uV8labiD04gqyAy+zpk8ovbs25FJJJzIU42mZnkdRJx7sf9bOpDfey+L4D0DRet3bAFZ5MimJDn2MEFPnSOeMiHgWPszumCFWVC50yvTFELWXcqpek3BS2PoHfpZgm5emSB5w1/wimQwm0Lm+S/IY6101eiiL1JU6HlaBzqaL/CV/K/X/gZHhb8n2LGLO3C9/2SmX8zuCG8cWm1Xbvlr4vAFw7oIT0gHIcdeWkhAfhVV6M3lHHE4facqn118xZP5pSn6uUqjVSz5f+0BYiDpuHTE6OWUrlTy9x3gvSuqRw/UoszrUQ4XOE1me7EV0K7VW7qS0wL8dr6ebov5vzuv6c84JLHY6QXtyNakdoFpxC5LFY2peCa9+ldN5g/hLUt8nUE3pp3fAqbsHisV/T+tJovut+EWWtilIPH2IzcqhVeRCR78H4nXXfAEsbdQ+W+48D0HRutmKgjmxvBwyq67hU+VPgnU9YPozcFcr7g5JpfyaOXFfIapFD29wgWlWAr0Me3bNbElgJWucK1NXuUjp0rqWoKs2DzLqoJFSpvaTX9WN40usHZ6I7br7HQ+GYhqE28qapbPxZY03jWI3raFx3fZtM7T4UkkeRsSWX3eFiYA6hV4Okdp/vmMys7XEkPppFZgD4lwRQ5VKAQteMkBIj03eopHPN/6TtngOwQA35LnA0EJIDodwBKl1qqXJyoEWZAm2zYqJLnJj6kzufjdjHqH2dpasUnwzexui9/aQpUlkBGfiVNG+YsZwWfobIDPMqozvGLWTgutel1+fiE4iuvyTmYACj4qa5M00wME1CMG1KdSJ67Y1jgPWixp811vxL0EZ1NW5D47Y1brNpxnWh9zVC88OlqV9fP7KHqT8MwXS1ZeMjJ5my6RE+6VvBOe8a1Nd9uOppwKXGiGuVIx5G6J4LXXIhoAr8tfcWnvcegF415PvqONq2mOSoIspdoVJdSZXaQItiD7ROGURnejF1W3dWPf4BI/eNpl12BBsGL2fQ3rF4VnpxPSAd95JmuNT1ctfCz9C8DsDL4xbSqg7AqvgEXCwBMDwBXUYdgIpE9AY7A9hnD1O/txzAuFzoKgC8O9+8MlcdK4Ylk91Mg0FxDRdtCwq9sgi96s3I/UP4cPQ6IrIeJ9dPx9UWGYRlR9Aq14VATSkxZyIILFShd65AWQenwbUURd0h2LFtErUX6w7BPeehO7jIfDiOmIkuve4QTBoGxCH47mQT7rke0JodWzvgJ9IDrqA06jnS1kAzjYIqRw3Dkx5DE7ydyV/8iWqfq1SqNfjmt6L8oS141P0IyZ/wN9KPx3M+tIqMHvvJLeuMs9aBCONpWh9/hOgMV9qX/Uxt+V36ERKUQuRx8SOkPs/3BYCNoU3qeJQvBmzniaRhfNtnI/5FAQzK8qWirAtJcedwrHSj/eVQQlptpOfHf5Gk2tYnUDdxGOaXoGrOhWkg24/oEmgjhmGs6Tvujx7wVnv+yvNv8PjpLqSEVJPZ7mdCsqPopFHQY+8AqSe80nMTmuy+7BqbyJWS9oTle/Jk840EfPJXKaSDez7Git9nINrH/yhPiIHo+xvAejA39FvLyXa/8GCBM4eCiulQ44UxpyOFwdmMS3yKoLxAKnol4m66FBe2n9rMhzGda+6a8iY7VP0lMJ9OdiYi/dfnddzu6y4uxVneGd53h+Db7fp7k+bRK60nWzocJUbjRuj5bkQ5lXLQGEp67x9pntKHkfu7oQhJxWCajBCxFn163WSEsEXoMusmI3S+wuYel1HpHaG4l5iMYDlv/zoipZHhhNR3ps/m1RXvMeGtp5j+3Yscid1HwrKFlIxagvfGBHY/91cOVD3A4OQYul1oJZmmbhWP9nLddCzFRQwGMR3LBu4apLLqARsbdixmJxebZ9NS50xmZAqVRh/CDRCxYzztyx0wltRNSA1O5ss2RpK67GDupzNpUeyFUpmIXi8mpAoA74IDuwat5KrBkY7qSgyXHqSVXx6f+1Xj3OYIU997H1XdeKCDohSjwXzJ7qOR87jm3oU3VpshFFPyrU+EbHvAxpZtnPIaoz57i/mzpjE2J5LAPeNp1iaRS+lj2DB0KcN2zJCuttRvavUMtFpLbkr6iTHfDhA3Jd2GTwFgnTk/xifgURQgXUc2FoTgltOGJ7OipR8jps00vrgzbjvzP56L2mki2hpxW6b1/d6vSgFgIxd3z5iFS0EwrqGphP8Yz66HNpFb3pxZ58PQnx2DMmQZ+uwX+Z+Jz9Dv6Ct0P2eeQ2i6MX1P3Ff8RdyY3mQmBYC/sSwp/mV6rXyX3cOX4eKWTo8vl7BpwlSU6cMYlXNQmpSgZAV6TEtzGEzD1WJpjiZjJ3rA21p2bvJconMj2R5+Bk+nanpvHErt1SF8MWIinU7NJiatnFqFWJzIBu7EMMydzLtatzybd5EbF5wVxFyOxrVEi0EfxQej3+DZbbOlqV+mTSzPdic3b/25OATfzruBn3D44XVEbnqFrKhNlGcMpPfBEQ2K1+MTqKW7WKDSev7kcS3YWn8qY3biemIAZ8ctIjjNHa+UWXw+6WUmrH73piFvXKK3gqfWzRNL9N7BfNED3sGgsumzcahQcFpRSftds2nu+DMHgrzofKpvw4xrsUi5tV/x+2RCqvW7b5myKPYbqntu43p2GK2yivE4ap6ev2bcQnLwF49psMzGm5YSPaAF5mknvc6VKg9cHYowZpbgnPkKftfVGGvFg2ossO+2RQSAFjqo+8NMLodk0G75c1QoYql12433FfGoLgvtu2UxAaCFDir7rsWozCBDF0zIvsk4qT8iO6A3pQ7QseiAeFihhT7+tpgAsAnGVXXfCKGHuWJwo8PWMnRV4nGtTbBPnAPaapZqwkw0fsW4fD2MrKg1BO4UD6y21VPRAzbRQccW2ygesopmn/mjUS+mFvBUzOHopAI6/zBZep6I2Cx3QABouVdSSfUz06ioqcZ1fUeKA8diWoolsHA96ePO4KN2xm2FeWVUsVnmgADQMp8aSpnumnPq/Q75tT54f/m59P6JZybQwbcY512vSotbis1yBwSAlnvVUFI1eAH6zSPQe4ZhWqXXuSKTshGbcP92vhXR5C0RAFqRf6fu83FoYeC6LoQ8oKVLNv46BTVbFlgRTd4SAaAV+Ve2+QzHHjvRrjEfgjUvTMDr0AD0x6dYEU3eEgGglflX9f4z+swZVAPu3ZajS/y7lZHkLRMAWpl/dZ/nMAa1JNcBgvR5aNf/08pI8pYJAK3Mvzr8BXTZ80ABqg6L0J740MpI8pYJAK3Mv1PQYgjSgB+Q4UZN6hwrI8lbJgC0Mv+mlRLUA56FQNCu+bThQYZWhpOtTABoQ+qdI54BH6g+9oUNUeQtFQDakH+Xjv2hGVTt2W1DFHlLBYA25N85fCj4mnrArTZEkbdUAGhD/tXqp8EDtAVf2RBF3lIBoA35V6mngRvoisQMGGttFABa65zpqUl8DCrQ66bZEEXeUgGgDflX6E9JA9EGxQM2RJG3VABoQ/4dDNdNi2NhdGhmQxR5SwWA8s6/3fdeAGj3FMi7AQJAeeff7nsvALR7CuTdAAGgvPNv970XANo9BfJugABQ3vm3+94LAO2eAnk3QAAo7/zbfe8FgHZPgbwbIACUd/7tvvcCQLunQN4NEADKO/9233sBoN1TIO8GCADlnX+7770A0O4pkHcD/h/o2UInQfyJJwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U3L5-Curve-Stitching- Pedjumar"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw x and y axis" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>237,255,24,1</color></block><block s="setSize"><l>.5</l></block><block s="gotoXY"><l>0</l><l>150</l></block><block s="down"></block><block s="gotoXY"><l>0</l><l>-150</l></block><block s="up"></block><block s="gotoXY"><l>-150</l><l>0</l></block><block s="down"></block><block s="gotoXY"><l>150</l><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="draw 1st quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>10</l></block><block s="doChangeVar"><l>y coordinates</l><l>-10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>4</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw multiple quadrant curves %&apos;quadrants&apos; 1-4?" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>150</l></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>1</l></block><script><custom-block s="draw 1st quadrant curve"></custom-block></script><script><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>2</l></block><script><custom-block s="draw 2nd quadrant curve"></custom-block></script><script><block s="doSetVar"><l>x coordinate</l><l>0</l></block><block s="doSetVar"><l>y coordinates</l><l>-150</l></block><block s="doIfElse"><block s="reportEquals"><block var="quadrants"/><l>3</l></block><script><custom-block s="draw 3rd quadrant curve"></custom-block></script><script><custom-block s="draw 4th quadrant curve"></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="draw 2nd quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>-10</l></block><block s="doChangeVar"><l>y coordinates</l><l>-10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>4</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw 3rd quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>-10</l></block><block s="doChangeVar"><l>y coordinates</l><l>10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>3.3</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw 4th quadrant curve" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="y coordinates"/></block><block s="down"></block><block s="gotoXY"><block var="x coordinate"/><l>0</l></block><block s="doChangeVar"><l>x coordinate</l><l>10</l></block><block s="doChangeVar"><l>y coordinates</l><l>10</l></block><block s="doWait"><l>.25</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>4</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="draw black background" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>245,90,255,1</color></block><block s="setSize"><l>360</l></block><block s="down"></block><block s="gotoXY"><l>-260</l><l></l></block><block s="gotoXY"><l>260</l><l>0</l></block><block s="up"></block></script></block-definition></blocks><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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