<snapdata remixID="9061111"><project name="Curve Stitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAATMElEQVR4Xu1dCZRU1Zn+XlV1VVf1SjcNTdPQNLjkqBzNJIxAXHCSgHrQIKLjEMRlICYQHJiJSVTiMhKEGROjETCg4wybIGgcjAsQggiCTjjDhAhDMml2ulnbrn2vN+e/j1v9unqrV9VldXX99xwOXdX33vfed7/+77v//f7/KigrU8GFEcgSAgoTMEvI82UFAkxAJkJWEeiQgDeMHo1JEyZk7Mb2HTiAVRs3Zqx/7jh3EGhHwF8uXIibx4+HqqpQFCWp/2sHVmLJ5EvQz27q8sktZgW3rfgMzU636PeyUaNyBym+04wg0IaAY77yFax48UVBPFkkEbv6/NEzd+PeOnfbG6Q+1PbrG8cPd+LQGa+ou237djz8+OMZeTDuNDcQaEPA+XPmYPLkyYKAy5cvx6hRo3DNNddg4cKFwmK99dZbGDNmjPhu2bJl2LNnD6xWK/Y/NxV31mqkomKf+Tpipw8htOU5qMHW7+l3RMD9Jz6PW9YvjxuXG0jxXWYEgTYEvH/KFHx35sz41Dt//nwsWLAA8+bNg9/vR319PWbPno2dO3eK7/bv3y8IeOjF+9sQ0DZlMRRHBQKvzwHCgTY3TgTc23BGEDAcDuP6iRMz8mDcaW4g0IaA5aWl2LRmjbjzrVu34sknn8Tu3bu7fZJjyx/CpBpPt/WkBfz44HFR940NG/DSypVJteNKfROBdouQCddfj0fmzhVPKxch8tE7+1xbW4vLL788KYR27NiBSCSCd997D8+/+mpSbbhS30WA3TB9d2xz4snYDZMTw9R3b5LdMH13bHPiyTp1w+zbtw979+7FjBkz2A2TE0OZmzfZqRuG3C5z587Fyy+/zG6Y3BzbnLjrTt0wRu6e3TBG0OK6egTYDZMGH6wjoqJ1qMGcRi/53TQrbhg95Nt27cK727bl5CiU3h4S9+3aZM3J++8NN90jbhi9agZNB7Fl4QOwWVoFDR09aE1VP1z62PtiS665uRmjMyj/yhTQNUu0fe7G2UWZukSf77dH3DCEklTQnPzpTRhba0sAjsjYXhlz/L4P4qKEVWvWYNGSJTkF+PAdLvFch28sy6n77k03a0gN8+abb2Ls2LHt1DDFxcWorq5GQ0MDvL+4BVcPLIg/o2PuZqiRIPwv3d7uuf/yd5viBPz31avxwiuv9CZsur2XER87SVOOhrFMwG7B6qRCj6hhHA4HfD6fsILhpd9qQ0D79zdBsdjg+0V7hfXBOzfGCbh2/Xq8kGN7w8O2uGC2q2i4ngnYIwRMVQ2jv7jltbsxsqrVAnZ1Y/smasobKo89/TR27d2b6nNkpd2QtR5Yh0XZAqaBfo+4YeT1yQKOHDkSVVVV3d4SaQFJV0iLkA0bNuBX69Z126a3VSgaF0b1Ah8armMLmOrYsBsmReQsg2KoXuSDtT6K439bgkhT1/EwKV6mzzdjN0yKQzx0nRtnfuJA9XM+qH7g+D0lKfaU383YDZPi+I/Y5RRTb+HVUQxe4uFpOEUcDalh2A3TivLwj5wIHjLDMkiFuV8Mh/k9MCUK9ogaJh/dMCa7iphfQfH4MKoe8ePIN0tTGoB8b9Qjaph8c8PUvOiFUqji1HeKxaMP3+FE4A8WND7MW3JG/6DYDWMUMQB1m9xomudA6R0h2EbEYL00iphPwbHbeSFiFE5OTmQUMQBD33CjZbVNqGDIHeMYFUG/B4M4NokJaBROJqBBxCpnBWC/NgKlQMWJqRrh6re7YCpU0bLKhgtLCw32mN/VmYAGx7/+dy7E3Ir4d3aBHeZyFVWP+WEqUYXg58jf8GLECKRMQCNoARjwhA+eLVaxC3J4XCks/WOoe9sNmAH3+wU4+88Ogz3md3UmoIHxJ+vnfq8A55+zY/AKD07N1FbBJMvy/8GCwqsiUCMKW0EDmDIBDYA18Bmf2H4rvS2EgqExXFiive8N/9CFyHkFpiIV/r0WUYdLcggwAZPDSVi88AkTzGUqmv6pCKSECR4ww/7VCMqmhHDy74tR85IXlgExRJ1K3Dom2X3eVmMCJjn0w3c6RU3X21a437UiekFB5JymgCHL2LLGJohYcmsIahQ4zCLVpJBlAiYB07DfuBA+Zcaph4pAREwkFwkSTMUqqhd7tRWyVxFumaMTeUXcHbxMwO4QopXvT/w4+4wdg3/lhX+vGc0rtHe//j/wo2hsBMcma/7AYe+5oAYUmPvH4NlqFW24dI0AE7AbhtR/4ELgj2bYR0eE5TM5VFTMCoiVsCyWyhgqZgVRUBvD5yttqF7kRcyjgNJkH7mZrWBXEDMBu0CHLBwRbeBPfVCDED4++V1HzWiqpmm39jWPcEwfn1LSZX22jnxQTZccICJFmxWx6u2IeIOXU1BSDEfGt1q5Qf/qheO6iFiUlH87KDSDJx/Q/IVc2iPAFrATVlDWg7NP2VH89TAstTFhCUn759lSgCGrPDhxbyupSJBA74ekhqE6NP1SO0QgxAq0S8LZEzoGmgnYAS4kt4qcVhD8s1kQj7bfaPol0cGRm0pBOWES88H0eyCImEtB5cN+kSmB2hAJaUUcOWOCuVJluVYHWDMBE0Ahqf3hG8rElFv4pShOzijGsPddOHpLKUiISqLTqkf9OPesHcrFpFjk96tZ5kXj94pQv0VbtBT+VVSQlT6Hjphw6qFiyL55Km5FgAmoY0P9b13CWsW8EGrnxKnWMToC3ycWsfV2amYRgv+nMbB8ehCVDwXQ8LUyDFntwYlpxaj5pVfskkQ/V+Bcb0O/+4MIN5pgGRjDkW/wyljCzgS8iARZp/AJM058uxi0uGicVQw10srOyu8FBJla1tkEAUkJoy8jdjtFhgT6nXO9FReWab5CeicsuTkEa11MrIxp96RgSFRYWS68ChYcoHc+WkAQ8aiQ9Ru+3YXTP3Kgar6/3btbzVIvGme1jf9I3CERwUo/8uPMow5UL/ahca4DA57ww1yhiqlZXjPfSZj3FpAEBIpVjS84FAtQv9WFwzdpFk4uQGg1K7MfUE6Y4CFTXPtH/j+ybjJNm6w77B0Xjt5WKuRaakiBf58Zgf+xwD42DJMNYoHS+P38DmTKWwKKRcaVUZz+oQPl9wXFggM24OS9xXD8dQS+/7LEjRORsPCKaDz7ASlhvB+2TcAkiWq7IoraVz3w7baISDnaGaFCfZrKVfSf6weRnKb30F/MgriBA9pqOx9LXhJw2AcuHL25FIN+5oX/9xbxXqcvND3Snq9e3ax/77NUxeJKGNmu6IYwvB9ppCSLRwsSKv3uC6JsShCKAzjy9VKM2ONEw5gyEcrp/sAqXDr0Wd5TvpEwrwhIU6XvkwKYy2KIhRSceVzbWqP9XceYiHC16Iu0avRdxYwAml+5uLCYEBa7HLEWBTaynBbA+YYVzS9rv6/7tRvH7tAECoN+7kXTPxbFndi0Oi68KgrPdjKDiljYFN0YFmoa38cFcIwO55WKJi8ISGJSIkrwoCUuqfJsLRCxvIlTH612aQVL73E1z3thqVbRstoK19s2oXpOplTMDKDk1rAQp8IEoZah90fZN1le2t5zjI0IK0zbddZLoiKoKXJWc9XQd1Lyn8w1c7VOnyYgxXDQu5gaAoq/GRZqFtoyI12fLMUTwqj6sR/BP5rF/i2lW0ucktMZXHonDB7U/IU0jYdOmlAwIAbFpuLsQgdKvhFC0yNFcHwtgqof+EXGBVJdk/qa/IxE0r4cadfnCEhxu6RM9nxoiVs4sjLhJhNKvxVCy3/Y0LLW1k5SZZRkdEYILWIKr4nC8zsLfLuSyworr1N2ZwjON7XjHeouCl6tQ6Iwl6pwb7bCPCAG26VREWdC1rp4XATOjdY+F3ecUQIuW/QsdjT8Fk/MWIgp06fj4J/+ZHSck6pP71UFdTGoAYiEQRSre26hHb5PLSKAyPWOVZuCD2mWSK9sqV3lgWuDFbYroyiZEBa/p1WpuZ+K5uU2EfdB22qezcYIVvHdAIL/axbvd0KYYEJ8686/3wI/3dsdobiPUYpeyRKS3J/utW6jG+GzJti/HEEsoKmsaYqmxOjhYyY0zsl9F05GCUiDedXdFfDPOyIG1vJpGeYFF2Pg4MG4Y9q0pMiVWEm+m5H4U1WBo+NLMegFL84ttguLVHZPEIgpQhwa/LNJuEKIUEQkGcPR2YXJ4sjtNf0CpHalByena+oXsnydnYxUdF0Y3ouWkKZ/OXVKnSC17zc9GHfN6H2L5v4qoucVkW+w7K4gCgbFYL0kBsWiBbxHLpiEdTz/fCEqHw6IzAzkW6QsXVTCJ01onFeUc5laM05Ayht9+c8VhEd/3m7cnUss2Pzgp3hnyxY8tWiRNsCXRIXPjd7NaLVIAyAUJedNwiJVPBgUUnciCu1cyAxVequmt3aC+Dq3ib6evj0JC0hU0FGRIgT6XUdKGNlGWjH6TCIEvU5Q36/+Wvp6dW+54/L+kltCcL+vTdEU/E5kpH1oIi3tqJDwgXZbKucEcGa+AwOf9sFcoS16FJP2LOI6YSDwmUVY8MBBs/A99qbSKwj42uuv46UVK+IWhixZLhJQT049aRMHXE/Azv6IEn2Nnb1CyPZkvekPoPnfbKj4TlCQlt4fKVA+8JlZI+ABc6871y7jBEycgucGFmFgbS0m98EpWD8966dt/XSun+Y7s0REPnonFYucqyOwXRYTUyxMKpzrbIJItM/c9A9FoLNKKPaEp+AO0NQvQm696y4cPX48I9a/w0XIs3YxZaW0CDloFguZdBYhZMED/20WRCKLFG1RxKsFFffmAvFOWnpXSGz9UenoFULeO8nASINIfdA7n1LIi5CMEKknOu3IDVP9My8ijSaUTgqhZaVN+PsSI9uMXlu6YahdulMbka95aaHYXSFtIQW/W2piOH0xFoV2atgNY3SEekH9pBzRJJt69KIjeq1NnHzUk45oPQzl9wQROmpG+dQgbCOjQlVNMSaySCc5SbvI96dYwY7oXsCjtG/hi96Ks/RXUTopiPJpIRFbIt0jcitO/0ByL1q/U2O7IsJbcWmPei/sIBNiBHpMklnRtC6d1Xrhgn4BIiGhGBPfntadGoo7NllVRJ0mFiP0Qt70+C1lQo6ld5skSvaJhPavRtspq2lKto+KCGECy7F6fJh7d4eGBalXamfCUelIkKr/buh6t1iY6PWEUuRKW38IAoFDZrEvXf0vPhak9m6qZPbuKACdtrVkDHAqknyycLYvxXBiquZSkVts+umXYkzoMBtSQhP5bZdFxVYaS/LLyrTNxDwuhoOSlnjbZTogIidmP6B+zy2wi6AkijHRBz1xUJJGuIzvhOQKr9MNy5TvffReR0oaGZYpQLYANUu1feshazwclqkjBRNQB0a3genXRoTEKzEwnbbXBq/wilhhx8U6slsZ3E7Wz1QEDkxPsEhMwARAUk3NIdN1SBGCTOdR+4pHLDhI+s+pOdrPh0zADt4RUklOJJUwMoGRXIDIBQfFlvBZckzApF9JO0zPNiEsnM2JOWOoU/kdiRCoDhEvctIEz7YCDHjKz+nZOkGeLWAXlEwmQSU1l6JY2ZVUtlAsCqXi4ASVnYPMBOyCgEZT9Mr6NP0qNsTjjvM160Ey0w0TsBuUkklSTl1ISRXFGpOaxf+JBYUjo5ykvBt8mYBJ/Jm2Oabh9+Z4hgQiHRVp4UiEYB8VFXHH+viQJC6Rt1WYgEkMfXcH1cguZIo20vUVDI7mVYqNJGDssAoTMEnk4kd1/acV7t+0PaqLlDCUA7pkYkgEv1Pho7qSA5YJmBxOnR5WSM0p7oPStdGqlw4qLBgSy4u8LklC12U1JqABFAcu8IkY3MTjWitnBxA+bhIZGGQdA93mdVUmoIHh7+zAanl4NS1KKCtWX04mZACupKoyAZOCqbUS+fg8m62axOpionISJ1A+6eIJoTYiVINd52V1JqDBYScrKI5kdSs4u0BLqztgvl+k2qV/bP2MAcoENIYXKO7Yfm1EqKhPTNUk+kPWuqGGFZHx6sJSLUsql+QQYAImh1ObWkPfcKNltS1+XBcpYcqnBXH8bo2QXJJHgAmYPFbxmiTXaprnEPn9qLh+bcWg530st0oBSyZgCqCR6JRS6UoVDKmd6aR0OkeOizEEmIDG8IrXpiRBlI2Viv7nFLvL22ZMwBSHnuT1MuUv5e7js99SA5IJmBpuGLHLiYbrtMNo9D+n2F3eNmMCpjj0lP2AtuWo0PabzJqQYnd524wJmOLQU/aD6kU+0fr0jx05lxw8xcfu8WZMwDQgpXwwVBIPLkyjy7xrygRMY8jp2FYqMidMGl3lbVMmYBpDTwnCqdBZJVxSQ4AJmBpu2ur3Y6f4Xx7NmkZXeduUCZjG0A/foVnAwzeyBUwVRiZgqsgBoOwJVBLTsqXRZd41ZQKmMeSkgqHi2qQdqcXFOAJMQOOYxVuIQ6aBXnf+WhqP9IU3ZQJ+4ZDzBfUIMAGZD1lFgAmYVfj54kxA5kBWEWACZhV+vjgTkDmQVQSYgFmFny/OBGQOZBUBJmBW4eeLMwGZA1lFgAmYVfj54kxA5kBWEWACZhV+vjgTkDmQVQSYgFmFny/OBGQOZBWB/wcyVlG2ATwr6AAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="0,15,15,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" 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><script x="166" y="50"><block s="setBackgroundColor"><color>0,15,15,1</color></block></script></scripts><sprites><sprite name="Sprite" idx="1" x="-140" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="35,214,0,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="setColor"><color>82,82,82,1</color></block><block s="clear"></block><block s="up"></block><custom-block s="draw axis"></custom-block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis"><comment w="82" collapsed="true">Abstraction &#xD;&#xD;The y axis is a abstraction because instead of having a 6 or 7 line long script it is just a small button which makes it simpler and look more neat.</comment></custom-block></block></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis"></custom-block></block></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis 2"></custom-block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis"></custom-block></block></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis 2"></custom-block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis 2"></custom-block></block></block></script></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="y axis"></custom-block></block></block><block s="down"></block><block s="doGotoObject"><block s="reportListItem"><block var="i"/><custom-block s="x axis 2"></custom-block></block></block></script></block></script><script x="20" y="587"><block s="doSetVar"><l>y axis</l><block s="reportListItem"><l>1</l><custom-block s="y axis"></custom-block></block></block></script><script x="20" y="631"><block s="doSetVar"><l>x axis</l><block s="reportListItem"><l>1</l><custom-block s="x axis"></custom-block></block></block></script><script x="20" y="675"><block s="doSetVar"><l>x axis 2</l><block s="reportListItem"><l>1</l><custom-block s="x axis 2"></custom-block></block></block></script><script x="20" y="719"><block s="doSetVar"><l>y axis 2</l><block s="reportListItem"><l>1</l><custom-block s="y axis 2"></custom-block></block></block></script></scripts></sprite><watcher var="y axis" style="normal" x="10" y="10" color="243,118,29"/><watcher var="x axis" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="y axis 2" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="x axis 2" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw axis" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><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><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></script></block-definition><block-definition s="x axis" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>10</l><l>0</l></list></block><block s="reportNewList"><list><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>40</l><l>0</l></list></block><block s="reportNewList"><list><l>50</l><l>0</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>70</l><l>0</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l></list></block><block s="reportNewList"><list><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>100</l><l>0</l></list></block><block s="reportNewList"><list><l>110</l><l>0</l></list></block><block s="reportNewList"><list><l>120</l><l>0</l></list></block><block s="reportNewList"><list><l>130</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>0</l></list></block><block s="reportNewList"><list><l>150</l><l>0</l></list></block></list></block></block></script></block-definition><block-definition s="y axis" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>150</l></list></block><block s="reportNewList"><list><l>0</l><l>140</l></list></block><block s="reportNewList"><list><l>0</l><l>130</l></list></block><block s="reportNewList"><list><l>0</l><l>120</l></list></block><block s="reportNewList"><list><l>0</l><l>110</l></list></block><block s="reportNewList"><list><l>0</l><l>100</l></list></block><block s="reportNewList"><list><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>0</l><l>80</l></list></block><block s="reportNewList"><list><l>0</l><l>70</l></list></block><block s="reportNewList"><list><l>0</l><l>60</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>40</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l></list></block><block s="reportNewList"><list><l>0</l><l>20</l></list></block><block s="reportNewList"><list><l>0</l><l>10</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block></script></block-definition><block-definition s="x axis 2" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>-10</l><l>0</l></list></block><block s="reportNewList"><list><l>-20</l><l>0</l></list></block><block s="reportNewList"><list><l>-30</l><l>0</l></list></block><block s="reportNewList"><list><l>-40</l><l>0</l></list></block><block s="reportNewList"><list><l>-50</l><l>0</l></list></block><block s="reportNewList"><list><l>-60</l><l>0</l></list></block><block s="reportNewList"><list><l>-70</l><l>0</l></list></block><block s="reportNewList"><list><l>-80</l><l>0</l></list></block><block s="reportNewList"><list><l>-90</l><l>0</l></list></block><block s="reportNewList"><list><l>-100</l><l>0</l></list></block><block s="reportNewList"><list><l>-110</l><l>0</l></list></block><block s="reportNewList"><list><l>-120</l><l>0</l></list></block><block s="reportNewList"><list><l>-130</l><l>0</l></list></block><block s="reportNewList"><list><l>-140</l><l>0</l></list></block><block s="reportNewList"><list><l>-150</l><l>0</l></list></block></list></block></block></script></block-definition><block-definition s="y axis 2" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>-150</l></list></block><block s="reportNewList"><list><l>0</l><l>-140</l></list></block><block s="reportNewList"><list><l>0</l><l>-130</l></list></block><block s="reportNewList"><list><l>0</l><l>-120</l></list></block><block s="reportNewList"><list><l>0</l><l>-110</l></list></block><block s="reportNewList"><list><l>0</l><l>-100</l></list></block><block s="reportNewList"><list><l>0</l><l>-90</l></list></block><block s="reportNewList"><list><l>0</l><l>-80</l></list></block><block s="reportNewList"><list><l>0</l><l>-70</l></list></block><block s="reportNewList"><list><l>0</l><l>-60</l></list></block><block s="reportNewList"><list><l>0</l><l>-50</l></list></block><block s="reportNewList"><list><l>0</l><l>-40</l></list></block><block s="reportNewList"><list><l>0</l><l>-30</l></list></block><block s="reportNewList"><list><l>0</l><l>-20</l></list></block><block s="reportNewList"><list><l>0</l><l>-10</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l></list></block></list></block></block></script></block-definition></blocks><variables><variable name="y axis"><l>0</l></variable><variable name="x axis"><l>0</l></variable><variable name="y axis 2"><l>0</l></variable><variable name="x axis 2"><l>0</l></variable></variables></project><media name="Curve Stitching" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>